{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "slideshow": {
     "slide_type": "skip"
    }
   },
   "outputs": [],
   "source": [
    "import intake\n",
    "import pandas as pd\n",
    "\n",
    "df = intake.open_csv('./data/bird_migration/{species}.csv').read()\n",
    "\n",
    "def fill_day(v):\n",
    "    next_year = v.assign(day=v.day + v.day.max())\n",
    "    last_year = v.assign(day=v.day - v.day.max())\n",
    "    surrounding_years = pd.concat([last_year, v, next_year])\n",
    "    filled = surrounding_years.assign(\n",
    "        lat=surrounding_years.lat.interpolate(), \n",
    "        lon=surrounding_years.lon.interpolate())\n",
    "    this_year = filled[filled.day.isin(v.day)]\n",
    "    return this_year\n",
    "\n",
    "df = pd.concat([fill_day(v) for k, v in df.groupby('species')])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "## Holoviews\n",
    "\n",
    "All of the plots that we made with `hvplot` in the last notebook are actually `holoviews` objects rendered in bokeh. `holoviews` is centered around the idea of annotating your data and letting it display itself. Here we will quickly go through some of the same workflows as we did in the last notebook, but using pure `holoviews`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [
    {
     "data": {
      "application/javascript": [
       "\n",
       "(function(root) {\n",
       "  function now() {\n",
       "    return new Date();\n",
       "  }\n",
       "\n",
       "  var force = true;\n",
       "\n",
       "  if (typeof root._bokeh_onload_callbacks === \"undefined\" || force === true) {\n",
       "    root._bokeh_onload_callbacks = [];\n",
       "    root._bokeh_is_loading = undefined;\n",
       "  }\n",
       "\n",
       "  var JS_MIME_TYPE = 'application/javascript';\n",
       "  var HTML_MIME_TYPE = 'text/html';\n",
       "  var EXEC_MIME_TYPE = 'application/vnd.bokehjs_exec.v0+json';\n",
       "  var CLASS_NAME = 'output_bokeh rendered_html';\n",
       "\n",
       "  /**\n",
       "   * Render data to the DOM node\n",
       "   */\n",
       "  function render(props, node) {\n",
       "    var script = document.createElement(\"script\");\n",
       "    node.appendChild(script);\n",
       "  }\n",
       "\n",
       "  /**\n",
       "   * Handle when an output is cleared or removed\n",
       "   */\n",
       "  function handleClearOutput(event, handle) {\n",
       "    var cell = handle.cell;\n",
       "\n",
       "    var id = cell.output_area._bokeh_element_id;\n",
       "    var server_id = cell.output_area._bokeh_server_id;\n",
       "    // Clean up Bokeh references\n",
       "    if (id != null && id in Bokeh.index) {\n",
       "      Bokeh.index[id].model.document.clear();\n",
       "      delete Bokeh.index[id];\n",
       "    }\n",
       "\n",
       "    if (server_id !== undefined) {\n",
       "      // Clean up Bokeh references\n",
       "      var cmd = \"from bokeh.io.state import curstate; print(curstate().uuid_to_server['\" + server_id + \"'].get_sessions()[0].document.roots[0]._id)\";\n",
       "      cell.notebook.kernel.execute(cmd, {\n",
       "        iopub: {\n",
       "          output: function(msg) {\n",
       "            var id = msg.content.text.trim();\n",
       "            if (id in Bokeh.index) {\n",
       "              Bokeh.index[id].model.document.clear();\n",
       "              delete Bokeh.index[id];\n",
       "            }\n",
       "          }\n",
       "        }\n",
       "      });\n",
       "      // Destroy server and session\n",
       "      var cmd = \"import bokeh.io.notebook as ion; ion.destroy_server('\" + server_id + \"')\";\n",
       "      cell.notebook.kernel.execute(cmd);\n",
       "    }\n",
       "  }\n",
       "\n",
       "  /**\n",
       "   * Handle when a new output is added\n",
       "   */\n",
       "  function handleAddOutput(event, handle) {\n",
       "    var output_area = handle.output_area;\n",
       "    var output = handle.output;\n",
       "\n",
       "    // limit handleAddOutput to display_data with EXEC_MIME_TYPE content only\n",
       "    if ((output.output_type != \"display_data\") || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n",
       "      return\n",
       "    }\n",
       "\n",
       "    var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n",
       "\n",
       "    if (output.metadata[EXEC_MIME_TYPE][\"id\"] !== undefined) {\n",
       "      toinsert[toinsert.length - 1].firstChild.textContent = output.data[JS_MIME_TYPE];\n",
       "      // store reference to embed id on output_area\n",
       "      output_area._bokeh_element_id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n",
       "    }\n",
       "    if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n",
       "      var bk_div = document.createElement(\"div\");\n",
       "      bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n",
       "      var script_attrs = bk_div.children[0].attributes;\n",
       "      for (var i = 0; i < script_attrs.length; i++) {\n",
       "        toinsert[toinsert.length - 1].firstChild.setAttribute(script_attrs[i].name, script_attrs[i].value);\n",
       "      }\n",
       "      // store reference to server id on output_area\n",
       "      output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n",
       "    }\n",
       "  }\n",
       "\n",
       "  function register_renderer(events, OutputArea) {\n",
       "\n",
       "    function append_mime(data, metadata, element) {\n",
       "      // create a DOM node to render to\n",
       "      var toinsert = this.create_output_subarea(\n",
       "        metadata,\n",
       "        CLASS_NAME,\n",
       "        EXEC_MIME_TYPE\n",
       "      );\n",
       "      this.keyboard_manager.register_events(toinsert);\n",
       "      // Render to node\n",
       "      var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n",
       "      render(props, toinsert[toinsert.length - 1]);\n",
       "      element.append(toinsert);\n",
       "      return toinsert\n",
       "    }\n",
       "\n",
       "    /* Handle when an output is cleared or removed */\n",
       "    events.on('clear_output.CodeCell', handleClearOutput);\n",
       "    events.on('delete.Cell', handleClearOutput);\n",
       "\n",
       "    /* Handle when a new output is added */\n",
       "    events.on('output_added.OutputArea', handleAddOutput);\n",
       "\n",
       "    /**\n",
       "     * Register the mime type and append_mime function with output_area\n",
       "     */\n",
       "    OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n",
       "      /* Is output safe? */\n",
       "      safe: true,\n",
       "      /* Index of renderer in `output_area.display_order` */\n",
       "      index: 0\n",
       "    });\n",
       "  }\n",
       "\n",
       "  // register the mime type if in Jupyter Notebook environment and previously unregistered\n",
       "  if (root.Jupyter !== undefined) {\n",
       "    var events = require('base/js/events');\n",
       "    var OutputArea = require('notebook/js/outputarea').OutputArea;\n",
       "\n",
       "    if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n",
       "      register_renderer(events, OutputArea);\n",
       "    }\n",
       "  }\n",
       "\n",
       "  \n",
       "  if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n",
       "    root._bokeh_timeout = Date.now() + 5000;\n",
       "    root._bokeh_failed_load = false;\n",
       "  }\n",
       "\n",
       "  var NB_LOAD_WARNING = {'data': {'text/html':\n",
       "     \"<div style='background-color: #fdd'>\\n\"+\n",
       "     \"<p>\\n\"+\n",
       "     \"BokehJS does not appear to have successfully loaded. If loading BokehJS from CDN, this \\n\"+\n",
       "     \"may be due to a slow or bad network connection. Possible fixes:\\n\"+\n",
       "     \"</p>\\n\"+\n",
       "     \"<ul>\\n\"+\n",
       "     \"<li>re-rerun `output_notebook()` to attempt to load from CDN again, or</li>\\n\"+\n",
       "     \"<li>use INLINE resources instead, as so:</li>\\n\"+\n",
       "     \"</ul>\\n\"+\n",
       "     \"<code>\\n\"+\n",
       "     \"from bokeh.resources import INLINE\\n\"+\n",
       "     \"output_notebook(resources=INLINE)\\n\"+\n",
       "     \"</code>\\n\"+\n",
       "     \"</div>\"}};\n",
       "\n",
       "  function display_loaded() {\n",
       "    var el = document.getElementById(null);\n",
       "    if (el != null) {\n",
       "      el.textContent = \"BokehJS is loading...\";\n",
       "    }\n",
       "    if (root.Bokeh !== undefined) {\n",
       "      if (el != null) {\n",
       "        el.textContent = \"BokehJS \" + root.Bokeh.version + \" successfully loaded.\";\n",
       "      }\n",
       "    } else if (Date.now() < root._bokeh_timeout) {\n",
       "      setTimeout(display_loaded, 100)\n",
       "    }\n",
       "  }\n",
       "\n",
       "\n",
       "  function run_callbacks() {\n",
       "    try {\n",
       "      root._bokeh_onload_callbacks.forEach(function(callback) {\n",
       "        if (callback != null)\n",
       "          callback();\n",
       "      });\n",
       "    } finally {\n",
       "      delete root._bokeh_onload_callbacks\n",
       "    }\n",
       "    console.debug(\"Bokeh: all callbacks have finished\");\n",
       "  }\n",
       "\n",
       "  function load_libs(css_urls, js_urls, callback) {\n",
       "    if (css_urls == null) css_urls = [];\n",
       "    if (js_urls == null) js_urls = [];\n",
       "\n",
       "    root._bokeh_onload_callbacks.push(callback);\n",
       "    if (root._bokeh_is_loading > 0) {\n",
       "      console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
       "      return null;\n",
       "    }\n",
       "    if (js_urls == null || js_urls.length === 0) {\n",
       "      run_callbacks();\n",
       "      return null;\n",
       "    }\n",
       "    console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
       "    root._bokeh_is_loading = css_urls.length + js_urls.length;\n",
       "\n",
       "    function on_load() {\n",
       "      root._bokeh_is_loading--;\n",
       "      if (root._bokeh_is_loading === 0) {\n",
       "        console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n",
       "        run_callbacks()\n",
       "      }\n",
       "    }\n",
       "\n",
       "    function on_error() {\n",
       "      console.error(\"failed to load \" + url);\n",
       "    }\n",
       "\n",
       "    for (var i = 0; i < css_urls.length; i++) {\n",
       "      var url = css_urls[i];\n",
       "      const element = document.createElement(\"link\");\n",
       "      element.onload = on_load;\n",
       "      element.onerror = on_error;\n",
       "      element.rel = \"stylesheet\";\n",
       "      element.type = \"text/css\";\n",
       "      element.href = url;\n",
       "      console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n",
       "      document.body.appendChild(element);\n",
       "    }\n",
       "\n",
       "    for (var i = 0; i < js_urls.length; i++) {\n",
       "      var url = js_urls[i];\n",
       "      var element = document.createElement('script');\n",
       "      element.onload = on_load;\n",
       "      element.onerror = on_error;\n",
       "      element.async = false;\n",
       "      element.src = url;\n",
       "      console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
       "      document.head.appendChild(element);\n",
       "    }\n",
       "  };\n",
       "\n",
       "  function inject_raw_css(css) {\n",
       "    const element = document.createElement(\"style\");\n",
       "    element.appendChild(document.createTextNode(css));\n",
       "    document.body.appendChild(element);\n",
       "  }\n",
       "\n",
       "  var js_urls = [];\n",
       "  var css_urls = [];\n",
       "\n",
       "  var inline_js = [\n",
       "    function(Bokeh) {\n",
       "      inject_raw_css(\"/* BEGIN bokeh.min.css */\\n.bk-root{position:relative;width:auto;height:auto;z-index:0;box-sizing:border-box;font-family:Helvetica,Arial,sans-serif;font-size:10pt}.bk-root .bk,.bk-root .bk:before,.bk-root .bk:after{box-sizing:inherit;margin:0;border:0;padding:0;background-image:none;font-family:inherit;font-size:100%;line-height:1.42857143}.bk-root pre.bk{font-family:Courier,monospace}.bk-root .bk-clearfix:before,.bk-root .bk-clearfix:after{content:\\\"\\\";display:table}.bk-root .bk-clearfix:after{clear:both}.bk-root .bk-shading{position:absolute;display:block;border:1px dashed green}.bk-root .bk-tile-attribution a{color:black}.bk-root 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.bk-btn-default.bk-active{background-color:#ebebeb;border-color:#adadad}.bk-root .bk-btn-default[disabled],.bk-root .bk-btn-default[disabled]:hover,.bk-root .bk-btn-default[disabled]:focus,.bk-root .bk-btn-default[disabled]:active,.bk-root .bk-btn-default[disabled].bk-active{background-color:#e6e6e6;border-color:#ccc}.bk-root .bk-btn-primary{color:#fff;background-color:#428bca;border-color:#357ebd}.bk-root .bk-btn-primary:hover{background-color:#3681c1;border-color:#2c699e}.bk-root .bk-btn-primary.bk-active{background-color:#3276b1;border-color:#285e8e}.bk-root .bk-btn-primary[disabled],.bk-root .bk-btn-primary[disabled]:hover,.bk-root .bk-btn-primary[disabled]:focus,.bk-root .bk-btn-primary[disabled]:active,.bk-root .bk-btn-primary[disabled].bk-active{background-color:#506f89;border-color:#357ebd}.bk-root .bk-btn-success{color:#fff;background-color:#5cb85c;border-color:#4cae4c}.bk-root .bk-btn-success:hover{background-color:#4eb24e;border-color:#409240}.bk-root .bk-btn-success.bk-active{background-color:#47a447;border-color:#398439}.bk-root .bk-btn-success[disabled],.bk-root .bk-btn-success[disabled]:hover,.bk-root .bk-btn-success[disabled]:focus,.bk-root .bk-btn-success[disabled]:active,.bk-root .bk-btn-success[disabled].bk-active{background-color:#667b66;border-color:#4cae4c}.bk-root .bk-btn-info{color:#fff;background-color:#5bc0de;border-color:#46b8da}.bk-root .bk-btn-info:hover{background-color:#4ab9db;border-color:#29a8cd}.bk-root .bk-btn-info.bk-active{background-color:#39b3d7;border-color:#269abc}.bk-root .bk-btn-info[disabled],.bk-root .bk-btn-info[disabled]:hover,.bk-root .bk-btn-info[disabled]:focus,.bk-root .bk-btn-info[disabled]:active,.bk-root .bk-btn-info[disabled].bk-active{background-color:#569cb0;border-color:#46b8da}.bk-root .bk-btn-warning{color:#fff;background-color:#f0ad4e;border-color:#eea236}.bk-root .bk-btn-warning:hover{background-color:#eea43b;border-color:#e89014}.bk-root .bk-btn-warning.bk-active{background-color:#ed9c28;border-color:#d58512}.bk-root .bk-btn-warning[disabled],.bk-root .bk-btn-warning[disabled]:hover,.bk-root .bk-btn-warning[disabled]:focus,.bk-root .bk-btn-warning[disabled]:active,.bk-root .bk-btn-warning[disabled].bk-active{background-color:#c89143;border-color:#eea236}.bk-root .bk-btn-danger{color:#fff;background-color:#d9534f;border-color:#d43f3a}.bk-root .bk-btn-danger:hover{background-color:#d5433e;border-color:#bd2d29}.bk-root .bk-btn-danger.bk-active{background-color:#d2322d;border-color:#ac2925}.bk-root .bk-btn-danger[disabled],.bk-root .bk-btn-danger[disabled]:hover,.bk-root .bk-btn-danger[disabled]:focus,.bk-root .bk-btn-danger[disabled]:active,.bk-root .bk-btn-danger[disabled].bk-active{background-color:#a55350;border-color:#d43f3a}.bk-root .bk-btn-group{height:100%;display:flex;display:-webkit-flex;flex-wrap:nowrap;-webkit-flex-wrap:nowrap;align-items:center;-webkit-align-items:center;flex-direction:row;-webkit-flex-direction:row}.bk-root .bk-btn-group>.bk-btn{flex-grow:1;-webkit-flex-grow:1}.bk-root .bk-btn-group>.bk-btn+.bk-btn{margin-left:-1px}.bk-root .bk-btn-group>.bk-btn:first-child:not(:last-child){border-bottom-right-radius:0;border-top-right-radius:0}.bk-root .bk-btn-group>.bk-btn:not(:first-child):last-child{border-bottom-left-radius:0;border-top-left-radius:0}.bk-root .bk-btn-group>.bk-btn:not(:first-child):not(:last-child){border-radius:0}.bk-root .bk-btn-group .bk-dropdown-toggle{flex:0 0 0;-webkit-flex:0 0 0;padding:6px 6px}.bk-root .bk-toolbar-hidden{visibility:hidden;opacity:0;transition:visibility .3s linear,opacity .3s linear}.bk-root .bk-toolbar,.bk-root .bk-button-bar{display:flex;display:-webkit-flex;flex-wrap:nowrap;-webkit-flex-wrap:nowrap;align-items:center;-webkit-align-items:center;user-select:none;-ms-user-select:none;-moz-user-select:none;-webkit-user-select:none}.bk-root .bk-toolbar .bk-logo{flex-shrink:0;-webkit-flex-shrink:0}.bk-root .bk-toolbar-above,.bk-root .bk-toolbar-below{flex-direction:row;-webkit-flex-direction:row;justify-content:flex-end;-webkit-justify-content:flex-end}.bk-root .bk-toolbar-above .bk-button-bar,.bk-root .bk-toolbar-below .bk-button-bar{display:flex;display:-webkit-flex;flex-direction:row;-webkit-flex-direction:row}.bk-root .bk-toolbar-above .bk-logo,.bk-root .bk-toolbar-below .bk-logo{order:1;-webkit-order:1;margin-left:5px;margin-right:0}.bk-root .bk-toolbar-left,.bk-root .bk-toolbar-right{flex-direction:column;-webkit-flex-direction:column;justify-content:flex-start;-webkit-justify-content:flex-start}.bk-root .bk-toolbar-left .bk-button-bar,.bk-root .bk-toolbar-right .bk-button-bar{display:flex;display:-webkit-flex;flex-direction:column;-webkit-flex-direction:column}.bk-root .bk-toolbar-left .bk-logo,.bk-root .bk-toolbar-right .bk-logo{order:0;-webkit-order:0;margin-bottom:5px;margin-top:0}.bk-root .bk-toolbar-button{width:30px;height:30px;background-size:60%;background-color:transparent;background-repeat:no-repeat;background-position:center center}.bk-root .bk-toolbar-button:hover{background-color:#f9f9f9}.bk-root .bk-toolbar-button:focus{outline:0}.bk-root .bk-toolbar-button::-moz-focus-inner{border:0}.bk-root .bk-toolbar-above .bk-toolbar-button{border-bottom:2px solid transparent}.bk-root .bk-toolbar-above .bk-toolbar-button.bk-active{border-bottom-color:#26aae1}.bk-root .bk-toolbar-below .bk-toolbar-button{border-top:2px solid transparent}.bk-root .bk-toolbar-below .bk-toolbar-button.bk-active{border-top-color:#26aae1}.bk-root .bk-toolbar-right .bk-toolbar-button{border-left:2px solid transparent}.bk-root .bk-toolbar-right .bk-toolbar-button.bk-active{border-left-color:#26aae1}.bk-root .bk-toolbar-left .bk-toolbar-button{border-right:2px solid transparent}.bk-root .bk-toolbar-left .bk-toolbar-button.bk-active{border-right-color:#26aae1}.bk-root .bk-button-bar+.bk-button-bar:before{content:\\\" \\\";display:inline-block;background-color:lightgray}.bk-root .bk-toolbar-above .bk-button-bar+.bk-button-bar:before,.bk-root .bk-toolbar-below .bk-button-bar+.bk-button-bar:before{height:10px;width:1px}.bk-root .bk-toolbar-left .bk-button-bar+.bk-button-bar:before,.bk-root .bk-toolbar-right .bk-button-bar+.bk-button-bar:before{height:1px;width:10px}.bk-root .bk-tooltip{font-weight:300;font-size:12px;position:absolute;padding:5px;border:1px solid #e5e5e5;color:#2f2f2f;background-color:white;pointer-events:none;opacity:.95;z-index:100}.bk-root .bk-tooltip>div:not(:first-child){margin-top:5px;border-top:#e5e5e5 1px dashed}.bk-root .bk-tooltip.bk-left.bk-tooltip-arrow::before{position:absolute;margin:-7px 0 0 0;top:50%;width:0;height:0;border-style:solid;border-width:7px 0 7px 0;border-color:transparent;content:\\\" \\\";display:block;left:-10px;border-right-width:10px;border-right-color:#909599}.bk-root .bk-tooltip.bk-left::before{left:-10px;border-right-width:10px;border-right-color:#909599}.bk-root .bk-tooltip.bk-right.bk-tooltip-arrow::after{position:absolute;margin:-7px 0 0 0;top:50%;width:0;height:0;border-style:solid;border-width:7px 0 7px 0;border-color:transparent;content:\\\" \\\";display:block;right:-10px;border-left-width:10px;border-left-color:#909599}.bk-root .bk-tooltip.bk-right::after{right:-10px;border-left-width:10px;border-left-color:#909599}.bk-root .bk-tooltip.bk-above::before{position:absolute;margin:0 0 0 -7px;left:50%;width:0;height:0;border-style:solid;border-width:0 7px 0 7px;border-color:transparent;content:\\\" \\\";display:block;top:-10px;border-bottom-width:10px;border-bottom-color:#909599}.bk-root .bk-tooltip.bk-below::after{position:absolute;margin:0 0 0 -7px;left:50%;width:0;height:0;border-style:solid;border-width:0 7px 0 7px;border-color:transparent;content:\\\" \\\";display:block;bottom:-10px;border-top-width:10px;border-top-color:#909599}.bk-root .bk-tooltip-row-label{text-align:right;color:#26aae1}.bk-root .bk-tooltip-row-value{color:default}.bk-root .bk-tooltip-color-block{width:12px;height:12px;margin-left:5px;margin-right:5px;outline:#ddd solid 1px;display:inline-block}.rendered_html .bk-root .bk-tooltip table,.rendered_html .bk-root .bk-tooltip tr,.rendered_html .bk-root .bk-tooltip th,.rendered_html .bk-root .bk-tooltip td{border:0;padding:1px}\\n/* END bokeh.min.css */\");\n",
       "    },\n",
       "    function(Bokeh) {\n",
       "      inject_raw_css(\"/* BEGIN bokeh-widgets.min.css */\\n@charset \\\"UTF-8\\\";.bk-root{/*!\\n * Pikaday\\n * Copyright \\u00a9 2014 David Bushell | BSD & MIT license | https://dbushell.com/\\n */}.bk-root .bk-input{display:inline-block;width:100%;flex-grow:1;-webkit-flex-grow:1;min-height:31px;padding:0 12px;background-color:#fff;border:1px solid #ccc;border-radius:4px}.bk-root .bk-input:focus{border-color:#66afe9;outline:0;box-shadow:inset 0 1px 1px rgba(0,0,0,0.075),0 0 8px rgba(102,175,233,0.6)}.bk-root .bk-input::placeholder,.bk-root .bk-input:-ms-input-placeholder,.bk-root .bk-input::-moz-placeholder,.bk-root .bk-input::-webkit-input-placeholder{color:#999;opacity:1}.bk-root .bk-input[disabled],.bk-root .bk-input[readonly]{cursor:not-allowed;background-color:#eee;opacity:1}.bk-root select[multiple].bk-input,.bk-root select[size].bk-input,.bk-root textarea.bk-input{height:auto}.bk-root .bk-input-group{width:100%;height:100%;display:inline-flex;display:-webkit-inline-flex;flex-wrap:nowrap;-webkit-flex-wrap:nowrap;align-items:start;-webkit-align-items:start;flex-direction:column;-webkit-flex-direction:column;white-space:nowrap}.bk-root .bk-input-group.bk-inline{flex-direction:row;-webkit-flex-direction:row}.bk-root .bk-input-group.bk-inline>*:not(:first-child){margin-left:5px}.bk-root .bk-input-group input[type=\\\"checkbox\\\"]+span,.bk-root .bk-input-group input[type=\\\"radio\\\"]+span{position:relative;top:-2px;margin-left:3px}.bk-root .bk-slider-title{white-space:nowrap}.bk-root .bk-slider-value{font-weight:600}.bk-root .bk-noUi-target,.bk-root .bk-noUi-target *{-webkit-touch-callout:none;-webkit-tap-highlight-color:rgba(0,0,0,0);-webkit-user-select:none;-ms-touch-action:none;touch-action:none;-ms-user-select:none;-moz-user-select:none;user-select:none;-moz-box-sizing:border-box;box-sizing:border-box}.bk-root .bk-noUi-target{position:relative;direction:ltr}.bk-root .bk-noUi-base{width:100%;height:100%;position:relative;z-index:1}.bk-root .bk-noUi-connect{position:absolute;right:0;top:0;left:0;bottom:0}.bk-root .bk-noUi-origin{position:absolute;height:0;width:0}.bk-root .bk-noUi-handle{position:relative;z-index:1}.bk-root .bk-noUi-state-tap .bk-noUi-connect,.bk-root .bk-noUi-state-tap .bk-noUi-origin{-webkit-transition:top .3s,right .3s,bottom .3s,left .3s;transition:top .3s,right .3s,bottom .3s,left .3s}.bk-root .bk-noUi-state-drag *{cursor:inherit !important}.bk-root .bk-noUi-base,.bk-root .bk-noUi-handle{-webkit-transform:translate3d(0,0,0);transform:translate3d(0,0,0)}.bk-root .bk-noUi-horizontal{height:18px}.bk-root .bk-noUi-horizontal .bk-noUi-handle{width:34px;height:28px;left:-17px;top:-6px}.bk-root .bk-noUi-vertical{width:18px}.bk-root .bk-noUi-vertical .bk-noUi-handle{width:28px;height:34px;left:-6px;top:-17px}.bk-root .bk-noUi-target{background:#fafafa;border-radius:4px;border:1px solid #d3d3d3;box-shadow:inset 0 1px 1px #f0f0f0,0 3px 6px -5px #BBB}.bk-root .bk-noUi-connect{background:#3fb8af;border-radius:4px;box-shadow:inset 0 0 3px rgba(51,51,51,0.45);-webkit-transition:background 450ms;transition:background 450ms}.bk-root .bk-noUi-draggable{cursor:ew-resize}.bk-root .bk-noUi-vertical .bk-noUi-draggable{cursor:ns-resize}.bk-root .bk-noUi-handle{border:1px solid #d9d9d9;border-radius:3px;background:#FFF;cursor:default;box-shadow:inset 0 0 1px #FFF,inset 0 1px 7px #ebebeb,0 3px 6px -3px #BBB}.bk-root .bk-noUi-active{box-shadow:inset 0 0 1px #FFF,inset 0 1px 7px #DDD,0 3px 6px -3px #BBB}.bk-root .bk-noUi-handle:before,.bk-root .bk-noUi-handle:after{content:\\\"\\\";display:block;position:absolute;height:14px;width:1px;background:#e8e7e6;left:14px;top:6px}.bk-root .bk-noUi-handle:after{left:17px}.bk-root .bk-noUi-vertical .bk-noUi-handle:before,.bk-root .bk-noUi-vertical .bk-noUi-handle:after{width:14px;height:1px;left:6px;top:14px}.bk-root .bk-noUi-vertical .bk-noUi-handle:after{top:17px}.bk-root [disabled] .bk-noUi-connect{background:#b8b8b8}.bk-root [disabled].bk-noUi-target,.bk-root [disabled].bk-noUi-handle,.bk-root [disabled] .bk-noUi-handle{cursor:not-allowed}.bk-root .bk-noUi-pips,.bk-root .bk-noUi-pips *{-moz-box-sizing:border-box;box-sizing:border-box}.bk-root .bk-noUi-pips{position:absolute;color:#999}.bk-root .bk-noUi-value{position:absolute;white-space:nowrap;text-align:center}.bk-root .bk-noUi-value-sub{color:#ccc;font-size:10px}.bk-root .bk-noUi-marker{position:absolute;background:#CCC}.bk-root .bk-noUi-marker-sub{background:#AAA}.bk-root .bk-noUi-marker-large{background:#AAA}.bk-root .bk-noUi-pips-horizontal{padding:10px 0;height:80px;top:100%;left:0;width:100%}.bk-root .bk-noUi-value-horizontal{-webkit-transform:translate3d(-50%,50%,0);transform:translate3d(-50%,50%,0)}.bk-root .bk-noUi-marker-horizontal.bk-noUi-marker{margin-left:-1px;width:2px;height:5px}.bk-root .bk-noUi-marker-horizontal.bk-noUi-marker-sub{height:10px}.bk-root .bk-noUi-marker-horizontal.bk-noUi-marker-large{height:15px}.bk-root .bk-noUi-pips-vertical{padding:0 10px;height:100%;top:0;left:100%}.bk-root .bk-noUi-value-vertical{-webkit-transform:translate3d(0,50%,0);transform:translate3d(0,50%,0);padding-left:25px}.bk-root .bk-noUi-marker-vertical.bk-noUi-marker{width:5px;height:2px;margin-top:-1px}.bk-root .bk-noUi-marker-vertical.bk-noUi-marker-sub{width:10px}.bk-root .bk-noUi-marker-vertical.bk-noUi-marker-large{width:15px}.bk-root .bk-noUi-tooltip{display:block;position:absolute;border:1px solid #d9d9d9;border-radius:3px;background:#fff;color:#000;padding:5px;text-align:center;white-space:nowrap}.bk-root .bk-noUi-horizontal .bk-noUi-tooltip{-webkit-transform:translate(-50%,0);transform:translate(-50%,0);left:50%;bottom:120%}.bk-root .bk-noUi-vertical .bk-noUi-tooltip{-webkit-transform:translate(0,-50%);transform:translate(0,-50%);top:50%;right:120%}.bk-root .bk-noUi-handle{cursor:grab;cursor:-webkit-grab}.bk-root .bk-noUi-handle.bk-noUi-active{cursor:grabbing;cursor:-webkit-grabbing}.bk-root .bk-noUi-tooltip{display:none;white-space:nowrap}.bk-root .bk-noUi-handle:hover .bk-noUi-tooltip{display:block}.bk-root .bk-noUi-horizontal{width:100%;height:10px}.bk-root .bk-noUi-horizontal.bk-noUi-target{margin:5px 0}.bk-root .bk-noUi-horizontal .bk-noUi-handle{width:14px;height:18px;left:-7px;top:-5px}.bk-root .bk-noUi-vertical{width:10px;height:100%}.bk-root .bk-noUi-vertical.bk-noUi-target{margin:0 5px}.bk-root .bk-noUi-vertical .bk-noUi-handle{width:18px;height:14px;left:-5px;top:-7px}.bk-root .bk-noUi-handle:after,.bk-root .bk-noUi-handle:before{display:none}.bk-root .bk-noUi-connect{box-shadow:none}.bk-root .pika-single{z-index:9999;display:block;position:relative;color:#333;background:#fff;border:1px solid #ccc;border-bottom-color:#bbb;font-family:\\\"Helvetica Neue\\\",Helvetica,Arial,sans-serif}.bk-root .pika-single:before,.bk-root .pika-single:after{content:\\\" \\\";display:table}.bk-root .pika-single:after{clear:both}.bk-root .pika-single{*zoom:1}.bk-root .pika-single.is-hidden{display:none}.bk-root .pika-single.is-bound{position:absolute;box-shadow:0 5px 15px -5px rgba(0,0,0,0.5)}.bk-root .pika-lendar{float:left;width:240px;margin:8px}.bk-root .pika-title{position:relative;text-align:center}.bk-root .pika-label{display:inline-block;*display:inline;position:relative;z-index:9999;overflow:hidden;margin:0;padding:5px 3px;font-size:14px;line-height:20px;font-weight:bold;background-color:#fff}.bk-root .pika-title select{cursor:pointer;position:absolute;z-index:9998;margin:0;left:0;top:5px;filter:alpha(opacity=0);opacity:0}.bk-root .pika-prev,.bk-root .pika-next{display:block;cursor:pointer;position:relative;outline:0;border:0;padding:0;width:20px;height:30px;text-indent:20px;white-space:nowrap;overflow:hidden;background-color:transparent;background-position:center center;background-repeat:no-repeat;background-size:75% 75%;opacity:.5;*position:absolute;*top:0}.bk-root .pika-prev:hover,.bk-root .pika-next:hover{opacity:1}.bk-root .pika-prev,.bk-root .is-rtl .pika-next{float:left;background-image:url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAeCAYAAAAsEj5rAAAAUklEQVR42u3VMQoAIBADQf8Pgj+OD9hG2CtONJB2ymQkKe0HbwAP0xucDiQWARITIDEBEnMgMQ8S8+AqBIl6kKgHiXqQqAeJepBo/z38J/U0uAHlaBkBl9I4GwAAAABJRU5ErkJggg==');*left:0}.bk-root .pika-next,.bk-root .is-rtl .pika-prev{float:right;background-image:url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAeCAYAAAAsEj5rAAAAU0lEQVR42u3VOwoAMAgE0dwfAnNjU26bYkBCFGwfiL9VVWoO+BJ4Gf3gtsEKKoFBNTCoCAYVwaAiGNQGMUHMkjGbgjk2mIONuXo0nC8XnCf1JXgArVIZAQh5TKYAAAAASUVORK5CYII=');*right:0}.bk-root .pika-prev.is-disabled,.bk-root .pika-next.is-disabled{cursor:default;opacity:.2}.bk-root .pika-select{display:inline-block;*display:inline}.bk-root .pika-table{width:100%;border-collapse:collapse;border-spacing:0;border:0}.bk-root .pika-table th,.bk-root .pika-table td{width:14.28571429%;padding:0}.bk-root .pika-table th{color:#999;font-size:12px;line-height:25px;font-weight:bold;text-align:center}.bk-root .pika-button{cursor:pointer;display:block;box-sizing:border-box;-moz-box-sizing:border-box;outline:0;border:0;margin:0;width:100%;padding:5px;color:#666;font-size:12px;line-height:15px;text-align:right;background:#f5f5f5}.bk-root .pika-week{font-size:11px;color:#999}.bk-root .is-today .pika-button{color:#3af;font-weight:bold}.bk-root .is-selected .pika-button,.bk-root .has-event .pika-button{color:#fff;font-weight:bold;background:#3af;box-shadow:inset 0 1px 3px #178fe5;border-radius:3px}.bk-root .has-event .pika-button{background:#005da9;box-shadow:inset 0 1px 3px #0076c9}.bk-root .is-disabled .pika-button,.bk-root .is-inrange .pika-button{background:#d5e9f7}.bk-root .is-startrange .pika-button{color:#fff;background:#6cb31d;box-shadow:none;border-radius:3px}.bk-root .is-endrange .pika-button{color:#fff;background:#3af;box-shadow:none;border-radius:3px}.bk-root .is-disabled .pika-button{pointer-events:none;cursor:default;color:#999;opacity:.3}.bk-root .is-outside-current-month .pika-button{color:#999;opacity:.3}.bk-root .is-selection-disabled{pointer-events:none;cursor:default}.bk-root .pika-button:hover,.bk-root .pika-row.pick-whole-week:hover .pika-button{color:#fff;background:#ff8000;box-shadow:none;border-radius:3px}.bk-root .pika-table abbr{border-bottom:0;cursor:help}\\n/* END bokeh-widgets.min.css */\");\n",
       "    },\n",
       "    function(Bokeh) {\n",
       "      inject_raw_css(\"/* BEGIN bokeh-tables.min.css */\\n.bk-root .slick-header.ui-state-default,.bk-root .slick-headerrow.ui-state-default,.bk-root .slick-footerrow.ui-state-default,.bk-root .slick-top-panel-scroller.ui-state-default{width:100%;overflow:auto;position:relative;border-left:0 !important}.bk-root .slick-header.ui-state-default{overflow:inherit}.bk-root .slick-header::-webkit-scrollbar,.bk-root .slick-headerrow::-webkit-scrollbar,.bk-root .slick-footerrow::-webkit-scrollbar{display:none}.bk-root .slick-header-columns,.bk-root .slick-headerrow-columns,.bk-root .slick-footerrow-columns{position:relative;white-space:nowrap;cursor:default;overflow:hidden}.bk-root .slick-header-column.ui-state-default{position:relative;display:inline-block;box-sizing:content-box !important;overflow:hidden;-o-text-overflow:ellipsis;text-overflow:ellipsis;height:16px;line-height:16px;margin:0;padding:4px;border-right:1px solid silver;border-left:0 !important;border-top:0 !important;border-bottom:0 !important;float:left}.bk-root .slick-headerrow-column.ui-state-default,.bk-root .slick-footerrow-column.ui-state-default{padding:4px}.bk-root .slick-header-column-sorted{font-style:italic}.bk-root .slick-sort-indicator{display:inline-block;width:8px;height:5px;margin-left:4px;margin-top:6px;float:left}.bk-root .slick-sort-indicator-numbered{display:inline-block;width:8px;height:5px;margin-left:4px;margin-top:0;line-height:20px;float:left;font-family:Arial;font-style:normal;font-weight:bold;color:#6190cd}.bk-root .slick-sort-indicator-desc{background:url(images/sort-desc.gif)}.bk-root .slick-sort-indicator-asc{background:url(images/sort-asc.gif)}.bk-root .slick-resizable-handle{position:absolute;font-size:.1px;display:block;cursor:col-resize;width:9px;right:-5px;top:0;height:100%;z-index:1}.bk-root .slick-sortable-placeholder{background:silver}.bk-root .grid-canvas{position:relative;outline:0}.bk-root .slick-row.ui-widget-content,.bk-root .slick-row.ui-state-active{position:absolute;border:0;width:100%}.bk-root .slick-cell,.bk-root .slick-headerrow-column,.bk-root .slick-footerrow-column{position:absolute;border:1px solid transparent;border-right:1px dotted silver;border-bottom-color:silver;overflow:hidden;-o-text-overflow:ellipsis;text-overflow:ellipsis;vertical-align:middle;z-index:1;padding:1px 2px 2px 1px;margin:0;white-space:nowrap;cursor:default}.bk-root .slick-cell,.bk-root .slick-headerrow-column{border-bottom-color:silver}.bk-root .slick-footerrow-column{border-top-color:silver}.bk-root .slick-group-toggle{display:inline-block}.bk-root .slick-cell.highlighted{background:lightskyblue;background:rgba(0,0,255,0.2);-webkit-transition:all .5s;-moz-transition:all .5s;-o-transition:all .5s;transition:all .5s}.bk-root .slick-cell.flashing{border:1px solid red !important}.bk-root .slick-cell.editable{z-index:11;overflow:visible;background:white;border-color:black;border-style:solid}.bk-root .slick-cell:focus{outline:0}.bk-root .slick-reorder-proxy{display:inline-block;background:blue;opacity:.15;cursor:move}.bk-root .slick-reorder-guide{display:inline-block;height:2px;background:blue;opacity:.7}.bk-root .slick-selection{z-index:10;position:absolute;border:2px dashed black}.bk-root .slick-header-columns{background:url('images/header-columns-bg.gif') repeat-x center bottom;border-bottom:1px solid silver}.bk-root .slick-header-column{background:url('images/header-columns-bg.gif') repeat-x center bottom;border-right:1px solid silver}.bk-root .slick-header-column:hover,.bk-root .slick-header-column-active{background:white url('images/header-columns-over-bg.gif') repeat-x center bottom}.bk-root .slick-headerrow{background:#fafafa}.bk-root .slick-headerrow-column{background:#fafafa;border-bottom:0;height:100%}.bk-root .slick-row.ui-state-active{background:#f5f7d7}.bk-root .slick-row{position:absolute;background:white;border:0;line-height:20px}.bk-root .slick-row.selected{z-index:10;background:#dfe8f6}.bk-root .slick-cell{padding-left:4px;padding-right:4px}.bk-root .slick-group{border-bottom:2px solid silver}.bk-root .slick-group-toggle{width:9px;height:9px;margin-right:5px}.bk-root .slick-group-toggle.expanded{background:url(images/collapse.gif) no-repeat center center}.bk-root .slick-group-toggle.collapsed{background:url(images/expand.gif) no-repeat center center}.bk-root .slick-group-totals{color:gray;background:white}.bk-root .slick-group-select-checkbox{width:13px;height:13px;margin:3px 10px 0 0;display:inline-block}.bk-root .slick-group-select-checkbox.checked{background:url(images/GrpCheckboxY.png) no-repeat center center}.bk-root .slick-group-select-checkbox.unchecked{background:url(images/GrpCheckboxN.png) no-repeat center center}.bk-root .slick-cell.selected{background-color:beige}.bk-root .slick-cell.active{border-color:gray;border-style:solid}.bk-root .slick-sortable-placeholder{background:silver !important}.bk-root .slick-row.odd{background:#fafafa}.bk-root .slick-row.ui-state-active{background:#f5f7d7}.bk-root .slick-row.loading{opacity:.5}.bk-root .slick-cell.invalid{border-color:red;-moz-animation-duration:.2s;-webkit-animation-duration:.2s;-moz-animation-name:slickgrid-invalid-hilite;-webkit-animation-name:slickgrid-invalid-hilite}@-moz-keyframes slickgrid-invalid-hilite{from{box-shadow:0 0 6px red}to{box-shadow:none}}@-webkit-keyframes slickgrid-invalid-hilite{from{box-shadow:0 0 6px red}to{box-shadow:none}}.bk-root .slick-column-name,.bk-root .slick-sort-indicator{display:inline-block;float:left;margin-bottom:100px}.bk-root .slick-header-button{display:inline-block;float:right;vertical-align:top;margin:1px;margin-bottom:100px;height:15px;width:15px;background-repeat:no-repeat;background-position:center center;cursor:pointer}.bk-root .slick-header-button-hidden{width:0;-webkit-transition:.2s width;-ms-transition:.2s width;transition:.2s width}.bk-root .slick-header-column:hover>.slick-header-button{width:15px}.bk-root .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-root .slick-header-column:hover>.slick-header-menubutton,.bk-root .slick-header-column-active .slick-header-menubutton{display:inline-block}.bk-root .slick-header-menu{position:absolute;display:inline-block;margin:0;padding:2px;cursor:default}.bk-root .slick-header-menuitem{list-style:none;margin:0;padding:0;cursor:pointer}.bk-root .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-root .slick-header-menucontent{display:inline-block;vertical-align:middle}.bk-root .slick-header-menuitem-disabled{color:silver}.bk-root .slick-columnpicker{border:1px solid #718bb7;background:#f0f0f0;padding:6px;-moz-box-shadow:2px 2px 2px silver;-webkit-box-shadow:2px 2px 2px silver;box-shadow:2px 2px 2px silver;min-width:150px;cursor:default;position:absolute;z-index:20;overflow:auto;resize:both}.bk-root .slick-columnpicker>.close{float:right}.bk-root .slick-columnpicker .title{font-size:16px;width:60%;border-bottom:solid 1px #d6d6d6;margin-bottom:10px}.bk-root .slick-columnpicker li{list-style:none;margin:0;padding:0;background:0}.bk-root .slick-columnpicker input{margin:4px}.bk-root .slick-columnpicker li a{display:block;padding:4px;font-weight:bold}.bk-root .slick-columnpicker li a:hover{background:white}.bk-root .slick-pager{width:100%;height:26px;border:1px solid gray;border-top:0;background:url('../images/header-columns-bg.gif') repeat-x center bottom;vertical-align:middle}.bk-root .slick-pager .slick-pager-status{display:inline-block;padding:6px}.bk-root .slick-pager .ui-icon-container{display:inline-block;margin:2px;border-color:gray}.bk-root .slick-pager .slick-pager-nav{display:inline-block;float:left;padding:2px}.bk-root .slick-pager .slick-pager-settings{display:block;float:right;padding:2px}.bk-root .slick-pager .slick-pager-settings *{vertical-align:middle}.bk-root .slick-pager .slick-pager-settings a{padding:2px;text-decoration:underline;cursor:pointer}.bk-root .slick-header-columns{background-image:url(\\\"data:image/gif;base64,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\\\")}.bk-root .slick-header-column{background-image:url(\\\"data:image/gif;base64,R0lGODlhAgAYAIcAANDQ0Ovs7uzt7+3u8O7v8e/w8vDx8/Hy9Pn5+QAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAAAAP8ALAAAAAACABgAAAghABEIHEiwYMEDCA8YWMiwgMMCBAgMmDhAgIAAGAMAABAQADs=\\\")}.bk-root .slick-header-column:hover,.bk-root .slick-header-column-active{background-image:url(\\\"data:image/gif;base64,R0lGODlhAgAWAIcAAKrM9tno++vz/QAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAAAAP8ALAAAAAACABYAAAgUAAUIHEiwoIAACBMqXMhwIQAAAQEAOw==\\\")}.bk-root .slick-group-toggle.expanded{background-image:url(\\\"data:image/gif;base64,R0lGODlhCQAJAPcAAAFGeoCAgNXz/+v5/+v6/+z5/+36//L7//X8//j9/wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACwAAAAACQAJAAAIMwADCBxIUIDBgwIEChgwwECBAgQUFjBAkaJCABgxGlB4AGHCAAIQiBypEEECkScJqgwQEAA7\\\")}.bk-root .slick-group-toggle.collapsed{background-image:url(\\\"data:image/gif;base64,R0lGODlhCQAJAPcAAAFGeoCAgNXz/+v5/+v6/+z5/+36//L7//X8//j9/wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACwAAAAACQAJAAAIOAADCBxIUIDBgwIEChgwAECBAgQUFjAAQIABAwoBaNSIMYCAAwIqGlSIAEHFkiQTIBCgkqDLAAEBADs=\\\")}.bk-root .slick-group-select-checkbox.checked{background-image:url(\\\"data:image/png;base64,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\\\")}.bk-root .slick-group-select-checkbox.unchecked{background-image:url(\\\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA4AAAAOCAIAAACQKrqGAAAABGdBTUEAALGPC/xhBQAAAAlwSFlzAAAOwQAADsEBuJFr7QAAABl0RVh0U29mdHdhcmUAcGFpbnQubmV0IDQuMC4xNkRpr/UAAACXSURBVChT1dIxC4MwEAXg/v8/VOhQVDBNakV0KA6pxS4JhWRSIYPEJxwdDi1de7wleR+3JIf486w0hKCKRpSvvOhZcCmvNQBRuKqdah03U7UjNNH81rOaBYDo8SQaPX8JANFEaLaGBeAPaaY61rGksiN6TmR5H1j9CSoAosYYHLA7vTxYMvVEZa0liif23r93xjm3/oEYF8PiDn/I2FHCAAAAAElFTkSuQmCC\\\")}.bk-root .slick-sort-indicator-desc{background-image:url(\\\"data:image/gif;base64,R0lGODlhDQAFAIcAAGGQzUD/QOPu+wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAMAAAEALAAAAAANAAUAAAgeAAUAGEgQgIAACBEKLHgwYcKFBh1KFNhQosOKEgMCADs=\\\")}.bk-root .slick-sort-indicator-asc{background-image:url(\\\"data:image/gif;base64,R0lGODlhDQAFAIcAAGGQzUD/QOPu+wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAMAAAEALAAAAAANAAUAAAgbAAMIDABgoEGDABIeRJhQ4cKGEA8KmEiRosGAADs=\\\")}.bk-root .slick-header-menubutton{background-image:url(\\\"data:image/gif;base64,R0lGODlhDgAOAIABADtKYwAAACH5BAEAAAEALAAAAAAOAA4AAAISjI+py+0PHZgUsGobhTn6DxoFADs=\\\")}.bk-root .slick-pager{background-image:url(\\\"data:image/gif;base64,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\\\")}.bk-root .bk-data-table{box-sizing:content-box;font-size:11px}.bk-root .bk-data-table input[type=\\\"checkbox\\\"]{margin-left:4px;margin-right:4px}.bk-root .bk-cell-special-defaults{border-right-color:silver;border-right-style:solid;background:#f5f5f5}.bk-root .bk-cell-select{border-right-color:silver;border-right-style:solid;background:#f5f5f5}.bk-root .bk-cell-index{border-right-color:silver;border-right-style:solid;background:#f5f5f5;text-align:right;color:gray}.bk-root .bk-header-index .slick-column-name{float:right}.bk-root .slick-row.selected .bk-cell-index{background-color:transparent}.bk-root .slick-cell{padding-left:4px;padding-right:4px}.bk-root .slick-cell.active{border-style:dashed}.bk-root .slick-cell.editable{padding-left:0;padding-right:0}.bk-root .bk-cell-editor input,.bk-root .bk-cell-editor select{width:100%;height:100%;border:0;margin:0;padding:0;outline:0;background:transparent;vertical-align:baseline}.bk-root .bk-cell-editor input{padding-left:4px;padding-right:4px}.bk-root .bk-cell-editor-completion{font-size:11px}\\n/* END bokeh-tables.min.css */\");\n",
       "    },\n",
       "    function(Bokeh) {\n",
       "      /* BEGIN bokeh.min.js */\n",
       "      /*!\n",
       "       * Copyright (c) 2012 - 2018, Anaconda, Inc., and Bokeh Contributors\n",
       "       * All rights reserved.\n",
       "       * \n",
       "       * Redistribution and use in source and binary forms, with or without modification,\n",
       "       * are permitted provided that the following conditions are met:\n",
       "       * \n",
       "       * Redistributions of source code must retain the above copyright notice,\n",
       "       * this list of conditions and the following disclaimer.\n",
       "       * \n",
       "       * Redistributions in binary form must reproduce the above copyright notice,\n",
       "       * this list of conditions and the following disclaimer in the documentation\n",
       "       * and/or other materials provided with the distribution.\n",
       "       * \n",
       "       * Neither the name of Anaconda nor the names of any contributors\n",
       "       * may be used to endorse or promote products derived from this software\n",
       "       * without specific prior written permission.\n",
       "       * \n",
       "       * THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS \"AS IS\"\n",
       "       * AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE\n",
       "       * IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE\n",
       "       * ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE\n",
       "       * LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR\n",
       "       * CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF\n",
       "       * SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS\n",
       "       * INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN\n",
       "       * CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)\n",
       "       * ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF\n",
       "       * THE POSSIBILITY OF SUCH DAMAGE.\n",
       "       */\n",
       "      !function(t,e){var i,n,r,o,s;t.Bokeh=(i=[function(t,e,i){var n=t(157),r=t(35);i.overrides={};var o=r.clone(n);i.Models=function(t){var e=i.overrides[t]||o[t];if(null==e)throw new Error(\"Model '\"+t+\"' does not exist. This could be due to a widget\\n                     or a custom model not being registered before first usage.\");return e},i.Models.register=function(t,e){i.overrides[t]=e},i.Models.unregister=function(t){delete i.overrides[t]},i.Models.register_models=function(t,e,i){if(void 0===e&&(e=!1),null!=t)for(var n in t){var r=t[n];e||!o.hasOwnProperty(n)?o[n]=r:null!=i?i(n):console.warn(\"Model '\"+n+\"' was already registered\")}},i.register_models=i.Models.register_models,i.Models.registered_names=function(){return Object.keys(o)}},function(t,e,i){var n=t(17),r=t(54),o=t(292),s=t(293),a=t(2);i.DEFAULT_SERVER_WEBSOCKET_URL=\"ws://localhost:5006/ws\",i.DEFAULT_SESSION_ID=\"default\";var l=0,h=function(){function t(t,e,r,o,a){void 0===t&&(t=i.DEFAULT_SERVER_WEBSOCKET_URL),void 0===e&&(e=i.DEFAULT_SESSION_ID),void 0===r&&(r=null),void 0===o&&(o=null),void 0===a&&(a=null),this.url=t,this.id=e,this.args_string=r,this._on_have_session_hook=o,this._on_closed_permanently_hook=a,this._number=l++,this.socket=null,this.session=null,this.closed_permanently=!1,this._current_handler=null,this._pending_ack=null,this._pending_replies={},this._receiver=new s.Receiver,n.logger.debug(\"Creating websocket \"+this._number+\" to '\"+this.url+\"' session '\"+this.id+\"'\")}return t.prototype.connect=function(){var t=this;if(this.closed_permanently)return Promise.reject(new Error(\"Cannot connect() a closed ClientConnection\"));if(null!=this.socket)return Promise.reject(new Error(\"Already connected\"));this._pending_replies={},this._current_handler=null;try{var e=this.url+\"?bokeh-protocol-version=1.0&bokeh-session-id=\"+this.id;return null!=this.args_string&&this.args_string.length>0&&(e+=\"&\"+this.args_string),this.socket=new WebSocket(e),new Promise(function(e,i){t.socket.binaryType=\"arraybuffer\",t.socket.onopen=function(){return t._on_open(e,i)},t.socket.onmessage=function(e){return t._on_message(e)},t.socket.onclose=function(e){return t._on_close(e)},t.socket.onerror=function(){return t._on_error(i)}})}catch(t){return n.logger.error(\"websocket creation failed to url: \"+this.url),n.logger.error(\" - \"+t),Promise.reject(t)}},t.prototype.close=function(){this.closed_permanently||(n.logger.debug(\"Permanently closing websocket connection \"+this._number),this.closed_permanently=!0,null!=this.socket&&this.socket.close(1e3,\"close method called on ClientConnection \"+this._number),this.session._connection_closed(),null!=this._on_closed_permanently_hook&&(this._on_closed_permanently_hook(),this._on_closed_permanently_hook=null))},t.prototype._schedule_reconnect=function(t){var e=this;setTimeout(function(){e.closed_permanently||n.logger.info(\"Websocket connection \"+e._number+\" disconnected, will not attempt to reconnect\")},t)},t.prototype.send=function(t){if(null==this.socket)throw new Error(\"not connected so cannot send \"+t);t.send(this.socket)},t.prototype.send_with_reply=function(t){var e=this,i=new Promise(function(i,n){e._pending_replies[t.msgid()]=[i,n],e.send(t)});return i.then(function(t){if(\"ERROR\"===t.msgtype())throw new Error(\"Error reply \"+t.content.text);return t},function(t){throw t})},t.prototype._pull_doc_json=function(){var t=o.Message.create(\"PULL-DOC-REQ\",{}),e=this.send_with_reply(t);return e.then(function(t){if(!(\"doc\"in t.content))throw new Error(\"No 'doc' field in PULL-DOC-REPLY\");return t.content.doc},function(t){throw t})},t.prototype._repull_session_doc=function(){var t=this;null==this.session?n.logger.debug(\"Pulling session for first time\"):n.logger.debug(\"Repulling session\"),this._pull_doc_json().then(function(e){if(null==t.session)if(t.closed_permanently)n.logger.debug(\"Got new document after connection was already closed\");else{var i=r.Document.from_json(e),s=r.Document._compute_patch_since_json(e,i);if(s.events.length>0){n.logger.debug(\"Sending \"+s.events.length+\" changes from model construction back to server\");var l=o.Message.create(\"PATCH-DOC\",{},s);t.send(l)}t.session=new a.ClientSession(t,i,t.id),n.logger.debug(\"Created a new session from new pulled doc\"),null!=t._on_have_session_hook&&(t._on_have_session_hook(t.session),t._on_have_session_hook=null)}else t.session.document.replace_with_json(e),n.logger.debug(\"Updated existing session with new pulled doc\")},function(t){throw t}).catch(function(t){null!=console.trace&&console.trace(t),n.logger.error(\"Failed to repull session \"+t)})},t.prototype._on_open=function(t,e){var i=this;n.logger.info(\"Websocket connection \"+this._number+\" is now open\"),this._pending_ack=[t,e],this._current_handler=function(t){i._awaiting_ack_handler(t)}},t.prototype._on_message=function(t){null==this._current_handler&&n.logger.error(\"Got a message with no current 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n=t(388),r=t(22),o=t(19),s=t(37),a=t(18),l=t(40),h=t(24),u=t(35),c=t(46),_=t(33),p=function(t){function e(e){void 0===e&&(e={});var i=t.call(this)||this;for(var n in i._subtype=void 0,i.document=null,i.destroyed=new r.Signal0(i,\"destroyed\"),i.change=new r.Signal0(i,\"change\"),i.transformchange=new r.Signal0(i,\"transformchange\"),i.attributes={},i.properties={},i._set_after_defaults={},i._pending=!1,i._changing=!1,i.props){var o=i.props[n],s=o.type,a=o.default_value;if(null==s)throw new Error(\"undefined property type for \"+i.type+\".\"+n);i.properties[n]=new s(i,n,a)}null==e.id&&i.setv({id:l.uniqueId()},{silent:!0});var h=e.__deferred__||!1;return h&&delete(e=u.clone(e)).__deferred__,i.setv(e,{silent:!0}),h||i.finalize(),i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"HasProps\",this.prototype.props={},this.prototype.mixins=[],this.define({id:[a.Any]})},e._fix_default=function(t,e){return void 0===t?void 0:c.isFunction(t)?t:c.isObject(t)?c.isArray(t)?function(){return h.copy(t)}:function(){return u.clone(t)}:function(){return t}},e.define=function(t){var e=function(e){var n=t[e];if(null!=i.prototype.props[e])throw new Error(\"attempted to redefine property '\"+i.prototype.type+\".\"+e+\"'\");if(null!=i.prototype[e])throw new Error(\"attempted to redefine attribute '\"+i.prototype.type+\".\"+e+\"'\");Object.defineProperty(i.prototype,e,{get:function(){var t=this.getv(e);return t},set:function(t){var i;return this.setv(((i={})[e]=t,i)),this},configurable:!1,enumerable:!0});var r=n,o=r[0],s=r[1],a=r[2],l={type:o,default_value:i._fix_default(s,e),internal:a||!1},h=u.clone(i.prototype.props);h[e]=l,i.prototype.props=h},i=this;for(var n in t)e(n)},e.internal=function(t){var e={};for(var i in t){var n=t[i],r=n[0],o=n[1];e[i]=[r,o,!0]}this.define(e)},e.mixin=function(){for(var t=[],e=0;e<arguments.length;e++)t[e]=arguments[e];this.define(o.create(t));var i=this.prototype.mixins.concat(t);this.prototype.mixins=i},e.mixins=function(t){this.mixin.apply(this,t)},e.override=function(t){for(var e in t){var i=this._fix_default(t[e],e),r=this.prototype.props[e];if(null==r)throw new Error(\"attempted to override nonexistent '\"+this.prototype.type+\".\"+e+\"'\");var o=u.clone(this.prototype.props);o[e]=n.__assign({},r,{default_value:i}),this.prototype.props=o}},e.prototype.toString=function(){return this.type+\"(\"+this.id+\")\"},e.prototype.finalize=function(){var t=this;for(var e in this.properties){var i=this.properties[e];i.update(),null!=i.spec.transform&&this.connect(i.spec.transform.change,function(){return t.transformchange.emit()})}this.initialize(),this.connect_signals()},e.prototype.initialize=function(){},e.prototype.connect_signals=function(){},e.prototype.disconnect_signals=function(){r.Signal.disconnectReceiver(this)},e.prototype.destroy=function(){this.disconnect_signals(),this.destroyed.emit()},e.prototype.clone=function(){return new this.constructor(this.attributes)},e.prototype._setv=function(t,e){var i=e.check_eq,n=e.silent,r=[],o=this._changing;this._changing=!0;var s=this.attributes;for(var a in t){var l=t[a];!1!==i&&_.isEqual(s[a],l)||r.push(a),s[a]=l}if(!n){r.length>0&&(this._pending=!0);for(var h=0;h<r.length;h++)this.properties[r[h]].change.emit()}if(!o){if(!n&&!e.no_change)for(;this._pending;)this._pending=!1,this.change.emit();this._pending=!1,this._changing=!1}},e.prototype.setv=function(t,e){for(var i in void 0===e&&(e={}),t)if(t.hasOwnProperty(i)){var n=i;if(null==this.props[n])throw new Error(\"property \"+this.type+\".\"+n+\" wasn't declared\");null!=e&&e.defaults||(this._set_after_defaults[i]=!0)}if(!u.isEmpty(t)){var r={};for(var i in t)r[i]=this.getv(i);this._setv(t,e);var o=e.silent;if(null==o||!o)for(var i in t)this._tell_document_about_change(i,r[i],this.getv(i),e)}},e.prototype.getv=function(t){if(null==this.props[t])throw new Error(\"property \"+this.type+\".\"+t+\" wasn't declared\");return this.attributes[t]},e.prototype.ref=function(){return s.create_ref(this)},e.prototype.set_subtype=function(t){this._subtype=t},e.prototype.attribute_is_serializable=function(t){var e=this.props[t];if(null==e)throw new Error(this.type+\".attribute_is_serializable('\"+t+\"'): \"+t+\" wasn't declared\");return!e.internal},e.prototype.serializable_attributes=function(){var t={};for(var e in this.attributes){var i=this.attributes[e];this.attribute_is_serializable(e)&&(t[e]=i)}return t},e._value_to_json=function(t,i,n){if(i instanceof e)return i.ref();if(c.isArray(i)){for(var r=[],o=0;o<i.length;o++){var s=i[o];r.push(e._value_to_json(o.toString(),s,i))}return r}if(c.isPlainObject(i)){var a={};for(var l in i)i.hasOwnProperty(l)&&(a[l]=e._value_to_json(l,i[l],i));return a}return i},e.prototype.attributes_as_json=function(t,i){void 0===t&&(t=!0),void 0===i&&(i=e._value_to_json);var n=this.serializable_attributes(),r={};for(var o in n)if(n.hasOwnProperty(o)){var s=n[o];t?r[o]=s:o in this._set_after_defaults&&(r[o]=s)}return i(\"attributes\",r,this)},e._json_record_references=function(t,i,n,r){if(null==i);else if(s.is_ref(i)){if(!(i.id in n)){var o=t.get_model_by_id(i.id);e._value_record_references(o,n,r)}}else if(c.isArray(i))for(var a=0,l=i;a<l.length;a++){var h=l[a];e._json_record_references(t,h,n,r)}else if(c.isPlainObject(i))for(var u in i)if(i.hasOwnProperty(u)){var h=i[u];e._json_record_references(t,h,n,r)}},e._value_record_references=function(t,i,n){if(null==t);else if(t instanceof e){if(!(t.id in i)&&(i[t.id]=t,n))for(var r=t._immediate_references(),o=0,s=r;o<s.length;o++){var a=s[o];e._value_record_references(a,i,!0)}}else if(t.buffer instanceof ArrayBuffer);else if(c.isArray(t))for(var l=0,h=t;l<h.length;l++){var u=h[l];e._value_record_references(u,i,n)}else if(c.isPlainObject(t))for(var _ in t)if(t.hasOwnProperty(_)){var u=t[_];e._value_record_references(u,i,n)}},e.prototype._immediate_references=function(){var t={},i=this.serializable_attributes();for(var n in i){var r=i[n];e._value_record_references(r,t,!1)}return u.values(t)},e.prototype.references=function(){var t={};return e._value_record_references(this,t,!0),u.values(t)},e.prototype._doc_attached=function(){},e.prototype.attach_document=function(t){if(null!=this.document&&this.document!=t)throw new Error(\"models must be owned by only a single document\");this.document=t,this._doc_attached()},e.prototype.detach_document=function(){this.document=null},e.prototype._tell_document_about_change=function(t,i,n,r){if(this.attribute_is_serializable(t)&&null!=this.document){var o={};e._value_record_references(n,o,!1);var s={};e._value_record_references(i,s,!1);var a=!1;for(var l in o)if(!(l in s)){a=!0;break}if(!a)for(var h in s)if(!(h in o)){a=!0;break}a&&this.document._invalidate_all_models(),this.document._notify_change(this,t,i,n,r)}},e.prototype.materialize_dataspecs=function(t){var e={};for(var i in this.properties){var n=this.properties[i];if(n instanceof a.VectorSpec&&(!n.optional||null!=n.spec.value||i in this._set_after_defaults)){var r=n.array(t);e[\"_\"+i]=r,null!=n.spec.field&&n.spec.field in t._shapes&&(e[\"_\"+i+\"_shape\"]=t._shapes[n.spec.field]),n instanceof a.DistanceSpec&&(e[\"max_\"+i]=h.max(r))}}return e},e}(r.Signalable());i.HasProps=p,p.initClass()},function(t,e,i){var n=t(24),r=t(205);function o(t){return t*t}function s(t,e){return o(t.x-e.x)+o(t.y-e.y)}function a(t,e,i){var n=s(e,i);if(0==n)return s(t,e);var r=((t.x-e.x)*(i.x-e.x)+(t.y-e.y)*(i.y-e.y))/n;if(r<0)return s(t,e);if(r>1)return s(t,i);var o={x:e.x+r*(i.x-e.x),y:e.y+r*(i.y-e.y)};return s(t,o)}i.point_in_poly=function(t,e,i,n){for(var r=!1,o=i[i.length-1],s=n[n.length-1],a=0;a<i.length;a++){var l=i[a],h=n[a];s<e!=h<e&&o+(e-s)/(h-s)*(l-o)<t&&(r=!r),o=l,s=h}return r},i.point_in_ellipse=function(t,e,i,n,r,o,s){var a=Math.pow(Math.cos(i)/r,2)+Math.pow(Math.sin(i)/n,2),l=2*Math.cos(i)*Math.sin(i)*(Math.pow(1/r,2)-Math.pow(1/n,2)),h=Math.pow(Math.cos(i)/n,2)+Math.pow(Math.sin(i)/r,2);return a*Math.pow(t-o,2)+l*(t-o)*(e-s)+h*Math.pow(e-s,2)<=1},i.create_empty_hit_test_result=function(){return new r.Selection},i.create_hit_test_result_from_hits=function(t){var e=new r.Selection;return e.indices=n.sort_by(t,function(t){return t[0],t[1]}).map(function(t){var e=t[0];return t[1],e}),e},i.validate_bbox_coords=function(t,e){var i,n,r=t[0],o=t[1],s=e[0],a=e[1];return r>o&&(r=(i=[o,r])[0],o=i[1]),s>a&&(s=(n=[a,s])[0],a=n[1]),{minX:r,minY:s,maxX:o,maxY:a}},i.dist_2_pts=s,i.dist_to_segment_squared=a,i.dist_to_segment=function(t,e,i){return Math.sqrt(a(t,e,i))},i.check_2_segments_intersect=function(t,e,i,n,r,o,s,a){var l=(a-o)*(i-t)-(s-r)*(n-e);if(0==l)return{hit:!1,x:null,y:null};var h=e-o,u=t-r,c=(s-r)*h-(a-o)*u,_=(i-t)*h-(n-e)*u;u=_/l;var p=t+(h=c/l)*(i-t),d=e+h*(n-e);return{hit:h>0&&h<1&&u>0&&u<1,x:p,y:d}}},function(t,e,i){var n=t(388),r=t(14),o=t(27),s=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.children=[],e}return n.__extends(e,t),e}(r.Layoutable);i.Stack=s;var a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._measure=function(t){for(var e=0,i=0,n=0,r=this.children;n<r.length;n++){var o=r[n],s=o.measure({width:0,height:0});e+=s.width,i=Math.max(i,s.height)}return{width:e,height:i}},e.prototype._set_geometry=function(e,i){t.prototype._set_geometry.call(this,e,i);for(var n=e.top,r=e.bottom,s=e.left,a=0,l=this.children;a<l.length;a++){var h=l[a],u=h.measure({width:0,height:0}).width;h.set_geometry(new o.BBox({left:s,width:u,top:n,bottom:r})),s+=u}},e}(s);i.HStack=a;var l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._measure=function(t){for(var e=0,i=0,n=0,r=this.children;n<r.length;n++){var o=r[n],s=o.measure({width:0,height:0});e=Math.max(e,s.width),i+=s.height}return{width:e,height:i}},e.prototype._set_geometry=function(e,i){t.prototype._set_geometry.call(this,e,i);for(var n=e.left,r=e.right,s=e.top,a=0,l=this.children;a<l.length;a++){var h=l[a],u=h.measure({width:0,height:0}).height;h.set_geometry(new o.BBox({top:s,height:u,left:n,right:r})),s+=u}},e}(s);i.VStack=l;var h=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.children=[],e}return n.__extends(e,t),e.prototype._measure=function(t){for(var e=0,i=0,n=0,r=this.children;n<r.length;n++){var o=r[n].layout,s=o.measure(t);e=Math.max(e,s.width),i=Math.max(i,s.height)}return{width:e,height:i}},e.prototype._set_geometry=function(e,i){t.prototype._set_geometry.call(this,e,i);for(var n=0,r=this.children;n<r.length;n++){var s=r[n],a=s.layout,l=s.anchor,h=s.margin,u=e.left,c=e.right,_=e.top,p=e.bottom,d=e.hcenter,f=e.vcenter,v=a.measure(e),m=v.width,g=v.height,y=void 0;switch(l){case\"top_left\":y=new o.BBox({left:u+h,top:_+h,width:m,height:g});break;case\"top_center\":y=new o.BBox({hcenter:d,top:_+h,width:m,height:g});break;case\"top_right\":y=new o.BBox({right:c-h,top:_+h,width:m,height:g});break;case\"bottom_right\":y=new o.BBox({right:c-h,bottom:p-h,width:m,height:g});break;case\"bottom_center\":y=new o.BBox({hcenter:d,bottom:p-h,width:m,height:g});break;case\"bottom_left\":y=new o.BBox({left:u+h,bottom:p-h,width:m,height:g});break;case\"center_left\":y=new o.BBox({left:u+h,vcenter:f,width:m,height:g});break;case\"center\":y=new o.BBox({hcenter:d,vcenter:f,width:m,height:g});break;case\"center_right\":y=new o.BBox({right:c-h,vcenter:f,width:m,height:g});break;default:throw new Error(\"unreachable\")}a.set_geometry(y)}},e}(r.Layoutable);i.AnchorLayout=h},function(t,e,i){var n=t(388),r=t(16),o=t(14),s=t(46),a=t(27),l=t(24),h=Math.max,u=Math.round,c=function(){function t(t){this.def=t,this._map=new Map}return t.prototype.get=function(t){var e=this._map.get(t);return void 0===e&&(e=this.def(),this._map.set(t,e)),e},t.prototype.apply=function(t,e){var i=this.get(t);this._map.set(t,e(i))},t}(),_=function(){function t(){this._items=[],this._nrows=0,this._ncols=0}return Object.defineProperty(t.prototype,\"nrows\",{get:function(){return this._nrows},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"ncols\",{get:function(){return this._ncols},enumerable:!0,configurable:!0}),t.prototype.finalize=function(){},t.prototype.add=function(t,e){var i=t.r1,n=t.c1;this._nrows=h(this._nrows,i+1),this._ncols=h(this._ncols,n+1),this._items.push({span:t,data:e})},t.prototype.at=function(t,e){var i=this._items.filter(function(i){var n=i.span;return n.r0<=t&&t<=n.r1&&n.c0<=e&&e<=n.c1});return i.map(function(t){var e=t.data;return e})},t.prototype.foreach=function(t){for(var e=0,i=this._items;e<i.length;e++){var n=i[e],r=n.span,o=n.data;t(r,o)}},t.prototype.map=function(e){for(var i=new t,n=0,r=this._items;n<r.length;n++){var o=r[n],s=o.span,a=o.data;i.add(s,e(s,a))}return i},t}(),p=function(t){function e(e){void 0===e&&(e=[]);var i=t.call(this)||this;return i.items=e,i.rows=\"auto\",i.cols=\"auto\",i.spacing=0,i.absolute=!1,i}return n.__extends(e,t),e.prototype.is_width_expanding=function(){if(t.prototype.is_width_expanding.call(this))return!0;if(\"fixed\"!=this.sizing.width_policy)for(var e=this._state,i=e.cols,n=e.ncols,r=0;r<n;r++)if(\"flex\"==i[r].policy)return!0;return!1},e.prototype.is_height_expanding=function(){if(t.prototype.is_height_expanding.call(this))return!0;if(\"fixed\"!=this.sizing.height_policy)for(var e=this._state,i=e.rows,n=e.nrows,r=0;r<n;r++)if(\"flex\"==i[r].policy)return!0;return!1},e.prototype._init=function(){t.prototype._init.call(this);for(var e=new _,i=0,n=this.items;i<n.length;i++){var r=n[i],o=r.layout,a=r.row,l=r.col,h=r.row_span,u=r.col_span;if(o.sizing.visible){var c=a,p=l,d=a+(null!=h?h:1)-1,f=l+(null!=u?u:1)-1;e.add({r0:c,c0:p,r1:d,c1:f},o)}}e.finalize();for(var v=e.nrows,m=e.ncols,g=new Array(v),y=0;y<v;y++){var a=s.isObject(this.rows)?this.rows[y]||this.rows[\"*\"]:this.rows;if(null==a?a={policy:\"auto\"}:s.isNumber(a)?a={policy:\"fixed\",height:a}:s.isString(a)&&(a={policy:a}),\"auto\"==a.policy||\"fit\"==a.policy)t:for(var b=0;b<m;b++)for(var x=0,w=e.at(y,b);x<w.length;x++){var o=w[x];if(o.is_height_expanding()){a={policy:\"max\",align:a.align};break t}}var k=a.align||\"auto\";if(\"fixed\"==a.policy)g[y]={align:k,height:a.height,policy:\"fixed\"};else if(\"fit\"==a.policy)g[y]={align:k,policy:\"fit\"};else if(\"min\"==a.policy||\"auto\"==a.policy)g[y]={align:k,policy:\"min\"};else if(\"max\"==a.policy)g[y]={align:k,policy:\"flex\",factor:1};else{if(\"flex\"!=a.policy)throw new Error(\"unrechable\");g[y]={align:k,policy:\"flex\",factor:a.factor}}}for(var T=new Array(m),b=0;b<m;b++){var l=s.isObject(this.cols)?this.cols[b]||this.cols[\"*\"]:this.cols;if(null==l?l={policy:\"auto\"}:s.isNumber(l)?l={policy:\"fixed\",width:l}:s.isString(l)&&(l={policy:l}),\"auto\"==l.policy||\"fit\"==l.policy)t:for(var y=0;y<v;y++)for(var C=0,S=e.at(y,b);C<S.length;C++){var o=S[C];if(o.is_width_expanding()){l={policy:\"max\",align:l.align};break t}}var k=l.align||\"auto\";if(\"fixed\"==l.policy)T[b]={align:k,width:l.width,policy:\"fixed\"};else if(\"fit\"==l.policy)T[b]={align:k,policy:\"fit\"};else if(\"min\"==l.policy||\"auto\"==l.policy)T[b]={align:k,policy:\"min\"};else if(\"max\"==l.policy)T[b]={align:k,policy:\"flex\",factor:1};else{if(\"flex\"!=l.policy)throw new Error(\"unrechable\");T[b]={align:k,policy:\"flex\",factor:l.factor}}}var A=s.isNumber(this.spacing)?[this.spacing,this.spacing]:this.spacing,M=A[0],E=A[1];this._state={items:e,nrows:v,ncols:m,rows:g,cols:T,rspacing:M,cspacing:E}},e.prototype._measure_totals=function(t,e){var i=this._state,n=i.nrows,r=i.ncols,o=i.rspacing,s=i.cspacing;return{height:l.sum(t)+(n-1)*o,width:l.sum(e)+(r-1)*s}},e.prototype._measure_cells=function(t){for(var e=this._state,i=e.items,n=e.nrows,o=e.ncols,s=e.rows,a=e.cols,l=e.rspacing,c=e.cspacing,p=new Array(n),d=0;d<n;d++){var f=s[d];p[d]=\"fixed\"==f.policy?f.height:0}for(var v=new Array(o),m=0;m<o;m++){var g=a[m];v[m]=\"fixed\"==g.policy?g.width:0}var y=new _;i.foreach(function(e,i){for(var n=e.r0,o=e.c0,_=e.r1,d=e.c1,f=(_-n)*l,m=(d-o)*c,g=0,b=n;b<=_;b++)g+=t(b,o).height;g+=f;for(var x=0,w=o;w<=d;w++)x+=t(n,w).width;x+=m;var k=i.measure({width:x,height:g});y.add(e,{layout:i,size_hint:k});var T=new r.Sizeable(k).grow_by(i.sizing.margin);T.height-=f,T.width-=m;for(var C=[],b=n;b<=_;b++){var S=s[b];\"fixed\"==S.policy?T.height-=S.height:C.push(b)}if(T.height>0)for(var A=u(T.height/C.length),M=0,E=C;M<E.length;M++){var b=E[M];p[b]=h(p[b],A)}for(var z=[],w=o;w<=d;w++){var O=a[w];\"fixed\"==O.policy?T.width-=O.width:z.push(w)}if(T.width>0)for(var P=u(T.width/z.length),j=0,N=z;j<N.length;j++){var w=N[j];v[w]=h(v[w],P)}});var b=this._measure_totals(p,v);return{size:b,row_heights:p,col_widths:v,size_hints:y}},e.prototype._measure_grid=function(t){var e,i=this._state,n=i.nrows,r=i.ncols,o=i.rows,s=i.cols,a=i.rspacing,l=i.cspacing,c=this._measure_cells(function(t,e){var i=o[t],n=s[e];return{width:\"fixed\"==n.policy?n.width:1/0,height:\"fixed\"==i.policy?i.height:1/0}});e=\"fixed\"==this.sizing.height_policy&&null!=this.sizing.height?this.sizing.height:t.height!=1/0&&this.is_height_expanding()?t.height:c.size.height;for(var _,p=0,d=0;d<n;d++){var f=o[d];\"flex\"!=f.policy?e-=c.row_heights[d]:p+=f.factor}if(e-=(n-1)*a,0!=p&&e>0)for(var d=0;d<n;d++){var f=o[d];if(\"flex\"==f.policy){var v=u(e*(f.factor/p));e-=v,c.row_heights[d]=v,p-=f.factor}}else if(e<0){for(var m=0,d=0;d<n;d++){var f=o[d];\"fixed\"!=f.policy&&m++}for(var g=-e,d=0;d<n;d++){var f=o[d];if(\"fixed\"!=f.policy){var v=c.row_heights[d],y=u(g/m);c.row_heights[d]=h(v-y,0),g-=y>v?v:y,m--}}}_=\"fixed\"==this.sizing.width_policy&&null!=this.sizing.width?this.sizing.width:t.width!=1/0&&this.is_width_expanding()?t.width:c.size.width;for(var b=0,x=0;x<r;x++){var w=s[x];\"flex\"!=w.policy?_-=c.col_widths[x]:b+=w.factor}if(_-=(r-1)*l,0!=b&&_>0)for(var x=0;x<r;x++){var w=s[x];if(\"flex\"==w.policy){var k=u(_*(w.factor/b));_-=k,c.col_widths[x]=k,b-=w.factor}}else if(_<0){for(var m=0,x=0;x<r;x++){var w=s[x];\"fixed\"!=w.policy&&m++}for(var T=-_,x=0;x<r;x++){var w=s[x];if(\"fixed\"!=w.policy){var k=c.col_widths[x],y=u(T/m);c.col_widths[x]=h(k-y,0),T-=y>k?k:y,m--}}}var C=this._measure_cells(function(t,e){return{width:c.col_widths[e],height:c.row_heights[t]}}),S=C.row_heights,A=C.col_widths,M=C.size_hints,E=this._measure_totals(S,A);return{size:E,row_heights:S,col_widths:A,size_hints:M}},e.prototype._measure=function(t){var e=this._measure_grid(t).size;return e},e.prototype._set_geometry=function(e,i){t.prototype._set_geometry.call(this,e,i);for(var r=this._state,o=r.nrows,s=r.ncols,l=r.rspacing,_=r.cspacing,p=this._measure_grid(e),d=p.row_heights,f=p.col_widths,v=p.size_hints,m=this._state.rows.map(function(t,e){return n.__assign({},t,{top:0,height:d[e],get bottom(){return this.top+this.height}})}),g=this._state.cols.map(function(t,e){return n.__assign({},t,{left:0,width:f[e],get right(){return this.left+this.width}})}),y=v.map(function(t,e){return n.__assign({},e,{outer:new a.BBox,inner:new a.BBox})}),b=0,x=this.absolute?e.top:0;b<o;b++){var w=m[b];w.top=x,x+=w.height+l}for(var k=0,T=this.absolute?e.left:0;k<s;k++){var C=g[k];C.left=T,T+=C.width+_}function S(t,e){for(var i=(e-t)*_,n=t;n<=e;n++)i+=g[n].width;return i}function A(t,e){for(var i=(e-t)*l,n=t;n<=e;n++)i+=m[n].height;return i}y.foreach(function(t,e){var i=t.r0,n=t.c0,r=t.r1,o=t.c1,s=e.layout,l=e.size_hint,h=s.sizing,c=l.width,_=l.height,p={width:S(n,o),height:A(i,r)},d=n==o&&\"auto\"!=g[n].align?g[n].align:h.halign,f=i==r&&\"auto\"!=m[i].align?m[i].align:h.valign,v=g[n].left;\"start\"==d?v+=h.margin.left:\"center\"==d?v+=u((p.width-c)/2):\"end\"==d&&(v+=p.width-h.margin.right-c);var y=m[i].top;\"start\"==f?y+=h.margin.top:\"center\"==f?y+=u((p.height-_)/2):\"end\"==f&&(y+=p.height-h.margin.bottom-_),e.outer=new a.BBox({left:v,top:y,width:c,height:_})});var M=m.map(function(){return{start:new c(function(){return 0}),end:new c(function(){return 0})}}),E=g.map(function(){return{start:new c(function(){return 0}),end:new c(function(){return 0})}});y.foreach(function(t,e){var i=t.r0,n=t.c0,r=t.r1,o=t.c1,s=e.size_hint,a=e.outer,l=s.inner;null!=l&&(M[i].start.apply(a.top,function(t){return h(t,l.top)}),M[r].end.apply(m[r].bottom-a.bottom,function(t){return h(t,l.bottom)}),E[n].start.apply(a.left,function(t){return h(t,l.left)}),E[o].end.apply(g[o].right-a.right,function(t){return h(t,l.right)}))}),y.foreach(function(t,e){var i=t.r0,n=t.c0,r=t.r1,o=t.c1,s=e.size_hint,l=e.outer;function h(t){var e=t.left,i=t.right,n=t.top,r=t.bottom,o=l.width-e-i,s=l.height-n-r;return new a.BBox({left:e,top:n,width:o,height:s})}if(null!=s.inner){var u=h(s.inner);if(!1!==s.align){var c=M[i].start.get(l.top),_=M[r].end.get(m[r].bottom-l.bottom),p=E[n].start.get(l.left),d=E[o].end.get(g[o].right-l.right);try{u=h({top:c,bottom:_,left:p,right:d})}catch(t){}}e.inner=u}else e.inner=l}),y.foreach(function(t,e){var i=e.layout,n=e.outer,r=e.inner;i.set_geometry(n,r)})},e}(o.Layoutable);i.Grid=p;var d=function(t){function e(e){var i=t.call(this)||this;return i.items=e.map(function(t,e){return{layout:t,row:0,col:e}}),i.rows=\"fit\",i}return n.__extends(e,t),e}(p);i.Row=d;var f=function(t){function e(e){var i=t.call(this)||this;return i.items=e.map(function(t,e){return{layout:t,row:e,col:0}}),i.cols=\"fit\",i}return n.__extends(e,t),e}(p);i.Column=f},function(t,e,i){var n=t(388),r=t(14),o=t(16),s=t(5),a=function(t){function e(e){var i=t.call(this)||this;return i.content_size=s.unsized(e,function(){return new o.Sizeable(s.size(e))}),i}return n.__extends(e,t),e.prototype._content_size=function(){return this.content_size},e}(r.ContentLayoutable);i.ContentBox=a;var l=function(t){function e(e){var i=t.call(this)||this;return i.el=e,i}return n.__extends(e,t),e.prototype._measure=function(t){var e=this,i=new o.Sizeable(t).bounded_to(this.sizing.size);return s.sized(this.el,i,function(){var t=new o.Sizeable(s.content_size(e.el)),i=s.extents(e.el),n=i.border,r=i.padding;return t.grow_by(n).grow_by(r).map(Math.ceil)})},e}(r.Layoutable);i.VariadicBox=l},function(t,e,i){var n=t(16);i.Sizeable=n.Sizeable;var r=t(14);i.Layoutable=r.Layoutable,i.LayoutItem=r.LayoutItem;var o=t(10);i.HStack=o.HStack,i.VStack=o.VStack,i.AnchorLayout=o.AnchorLayout;var s=t(11);i.Grid=s.Grid,i.Row=s.Row,i.Column=s.Column;var a=t(12);i.ContentBox=a.ContentBox,i.VariadicBox=a.VariadicBox},function(t,e,i){var n=t(388),r=t(16),o=t(27),s=Math.min,a=Math.max,l=Math.round,h=function(){function t(){this._bbox=new o.BBox,this._inner_bbox=new o.BBox;var t=this;this._top={get value(){return t.bbox.top}},this._left={get value(){return t.bbox.left}},this._width={get value(){return t.bbox.width}},this._height={get value(){return t.bbox.height}},this._right={get value(){return t.bbox.right}},this._bottom={get value(){return t.bbox.bottom}},this._hcenter={get value(){return t.bbox.hcenter}},this._vcenter={get value(){return t.bbox.vcenter}}}return Object.defineProperty(t.prototype,\"bbox\",{get:function(){return this._bbox},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"inner_bbox\",{get:function(){return this._inner_bbox},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"sizing\",{get:function(){return this._sizing},enumerable:!0,configurable:!0}),t.prototype.set_sizing=function(t){var e=t.width_policy||\"fit\",i=t.width,n=null!=t.min_width?t.min_width:0,r=null!=t.max_width?t.max_width:1/0,o=t.height_policy||\"fit\",s=t.height,a=null!=t.min_height?t.min_height:0,l=null!=t.max_height?t.max_height:1/0,h=t.aspect,u=t.margin||{top:0,right:0,bottom:0,left:0},c=!1!==t.visible,_=t.halign||\"start\",p=t.valign||\"start\";this._sizing={width_policy:e,min_width:n,width:i,max_width:r,height_policy:o,min_height:a,height:s,max_height:l,aspect:h,margin:u,visible:c,halign:_,valign:p,size:{width:i,height:s},min_size:{width:n,height:a},max_size:{width:r,height:l}},this._init()},t.prototype._init=function(){},t.prototype._set_geometry=function(t,e){this._bbox=t,this._inner_bbox=e},t.prototype.set_geometry=function(t,e){this._set_geometry(t,e||t)},t.prototype.is_width_expanding=function(){return\"max\"==this.sizing.width_policy},t.prototype.is_height_expanding=function(){return\"max\"==this.sizing.height_policy},t.prototype.apply_aspect=function(t,e){var i=e.width,n=e.height,r=this.sizing.aspect;if(null!=r){var o=this.sizing,s=o.width_policy,a=o.height_policy;if(\"fixed\"!=s&&\"fixed\"!=a){var h=i,u=l(i/r),c=l(n*r),_=n,p=Math.abs(t.width-h)+Math.abs(t.height-u),d=Math.abs(t.width-c)+Math.abs(t.height-_);p<=d?(i=h,n=u):(i=c,n=_)}else if(\"fixed\"==s)n=l(i/r);else{if(\"fixed\"!=a)throw new Error(\"unrechable\");i=l(n*r)}}return{width:i,height:n}},t.prototype.measure=function(t){var e=this;if(!this.sizing.visible)return{width:0,height:0};var i=function(t){return\"fixed\"==e.sizing.width_policy&&null!=e.sizing.width?e.sizing.width:t},o=function(t){return\"fixed\"==e.sizing.height_policy&&null!=e.sizing.height?e.sizing.height:t},s=new r.Sizeable(t).shrink_by(this.sizing.margin).map(i,o),a=this._measure(s),l=this.clip_size(a),h=i(l.width),u=o(l.height),c=this.apply_aspect(s,{width:h,height:u});return n.__assign({},a,c)},t.prototype.compute=function(t){void 0===t&&(t={});var e=this.measure({width:null!=t.width&&this.is_width_expanding()?t.width:1/0,height:null!=t.height&&this.is_height_expanding()?t.height:1/0}),i=e.width,n=e.height,r=new o.BBox({left:0,top:0,width:i,height:n}),s=void 0;if(null!=e.inner){var a=e.inner,l=a.left,h=a.top,u=a.right,c=a.bottom;s=new o.BBox({left:l,top:h,right:i-u,bottom:n-c})}this.set_geometry(r,s)},Object.defineProperty(t.prototype,\"xview\",{get:function(){return this.bbox.xview},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"yview\",{get:function(){return this.bbox.yview},enumerable:!0,configurable:!0}),t.prototype.clip_width=function(t){return a(this.sizing.min_width,s(t,this.sizing.max_width))},t.prototype.clip_height=function(t){return a(this.sizing.min_height,s(t,this.sizing.max_height))},t.prototype.clip_size=function(t){var e=t.width,i=t.height;return{width:this.clip_width(e),height:this.clip_height(i)}},t}();i.Layoutable=h;var u=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._measure=function(t){var e,i,n=this.sizing,r=n.width_policy,o=n.height_policy;if(t.width==1/0)e=null!=this.sizing.width?this.sizing.width:0;else if(\"fixed\"==r)e=null!=this.sizing.width?this.sizing.width:0;else if(\"min\"==r)e=null!=this.sizing.width?s(t.width,this.sizing.width):0;else if(\"fit\"==r)e=null!=this.sizing.width?s(t.width,this.sizing.width):t.width;else{if(\"max\"!=r)throw new Error(\"unrechable\");e=null!=this.sizing.width?a(t.width,this.sizing.width):t.width}if(t.height==1/0)i=null!=this.sizing.height?this.sizing.height:0;else if(\"fixed\"==o)i=null!=this.sizing.height?this.sizing.height:0;else if(\"min\"==o)i=null!=this.sizing.height?s(t.height,this.sizing.height):0;else if(\"fit\"==o)i=null!=this.sizing.height?s(t.height,this.sizing.height):t.height;else{if(\"max\"!=o)throw new Error(\"unrechable\");i=null!=this.sizing.height?a(t.height,this.sizing.height):t.height}return{width:e,height:i}},e}(h);i.LayoutItem=u;var c=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._measure=function(t){var e=this,i=this._content_size(),n=t.bounded_to(this.sizing.size).bounded_to(i),r=function(){switch(e.sizing.width_policy){case\"fixed\":return null!=e.sizing.width?e.sizing.width:i.width;case\"min\":return i.width;case\"fit\":return n.width;case\"max\":return Math.max(i.width,n.width);default:throw new Error(\"unexpected\")}}(),o=function(){switch(e.sizing.height_policy){case\"fixed\":return null!=e.sizing.height?e.sizing.height:i.height;case\"min\":return i.height;case\"fit\":return n.height;case\"max\":return Math.max(i.height,n.height);default:throw new Error(\"unexpected\")}}();return{width:r,height:o}},e}(h);i.ContentLayoutable=c},function(t,e,i){var n=t(388),r=t(16),o=t(14),s=t(46),a=Math.PI/2,l=\"left\",h=\"center\",u={above:{parallel:0,normal:-a,horizontal:0,vertical:-a},below:{parallel:0,normal:a,horizontal:0,vertical:a},left:{parallel:-a,normal:0,horizontal:0,vertical:-a},right:{parallel:a,normal:0,horizontal:0,vertical:a}},c={above:{justified:\"top\",parallel:\"alphabetic\",normal:\"middle\",horizontal:\"alphabetic\",vertical:\"middle\"},below:{justified:\"bottom\",parallel:\"hanging\",normal:\"middle\",horizontal:\"hanging\",vertical:\"middle\"},left:{justified:\"top\",parallel:\"alphabetic\",normal:\"middle\",horizontal:\"middle\",vertical:\"alphabetic\"},right:{justified:\"top\",parallel:\"alphabetic\",normal:\"middle\",horizontal:\"middle\",vertical:\"alphabetic\"}},_={above:{justified:h,parallel:h,normal:l,horizontal:h,vertical:l},below:{justified:h,parallel:h,normal:l,horizontal:h,vertical:l},left:{justified:h,parallel:h,normal:\"right\",horizontal:\"right\",vertical:h},right:{justified:h,parallel:h,normal:l,horizontal:l,vertical:h}},p={above:\"right\",below:l,left:\"right\",right:l},d={above:l,below:\"right\",left:\"right\",right:l},f=function(t){function e(e,i){var n=t.call(this)||this;switch(n.side=e,n.obj=i,n.side){case\"above\":n._dim=0,n._normals=[0,-1];break;case\"below\":n._dim=0,n._normals=[0,1];break;case\"left\":n._dim=1,n._normals=[-1,0];break;case\"right\":n._dim=1,n._normals=[1,0];break;default:throw new Error(\"unreachable\")}return n.is_horizontal?n.set_sizing({width_policy:\"max\",height_policy:\"fixed\"}):n.set_sizing({width_policy:\"fixed\",height_policy:\"max\"}),n}return n.__extends(e,t),e.prototype._content_size=function(){return new r.Sizeable(this.get_oriented_size())},e.prototype.get_oriented_size=function(){var t=this.obj.get_size(),e=t.width,i=t.height;return!this.obj.rotate||this.is_horizontal?{width:e,height:i}:{width:i,height:e}},e.prototype.has_size_changed=function(){var t=this.get_oriented_size(),e=t.width,i=t.height;return this.is_horizontal?this.bbox.height!=i:this.bbox.width!=e},Object.defineProperty(e.prototype,\"dimension\",{get:function(){return this._dim},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"normals\",{get:function(){return this._normals},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"is_horizontal\",{get:function(){return 0==this._dim},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"is_vertical\",{get:function(){return 1==this._dim},enumerable:!0,configurable:!0}),e.prototype.apply_label_text_heuristics=function(t,e){var i,n,r=this.side;s.isString(e)?(i=c[r][e],n=_[r][e]):0===e?(i=\"whatever\",n=\"whatever\"):e<0?(i=\"middle\",n=p[r]):(i=\"middle\",n=d[r]),t.textBaseline=i,t.textAlign=n},e.prototype.get_label_angle_heuristic=function(t){return u[this.side][t]},e}(o.ContentLayoutable);i.SidePanel=f},function(t,e,i){var n=Math.min,r=Math.max,o=function(){function t(t){void 0===t&&(t={}),this.width=null!=t.width?t.width:0,this.height=null!=t.height?t.height:0}return t.prototype.bounded_to=function(e){var i=e.width,n=e.height;return new t({width:this.width==1/0&&null!=i?i:this.width,height:this.height==1/0&&null!=n?n:this.height})},t.prototype.expanded_to=function(e){var i=e.width,n=e.height;return new t({width:i!=1/0?r(this.width,i):this.width,height:n!=1/0?r(this.height,n):this.height})},t.prototype.expand_to=function(t){var e=t.width,i=t.height;this.width=r(this.width,e),this.height=r(this.height,i)},t.prototype.narrowed_to=function(e){var i=e.width,r=e.height;return new t({width:n(this.width,i),height:n(this.height,r)})},t.prototype.narrow_to=function(t){var e=t.width,i=t.height;this.width=n(this.width,e),this.height=n(this.height,i)},t.prototype.grow_by=function(e){var i=e.left,n=e.right,r=e.top,o=e.bottom,s=this.width+i+n,a=this.height+r+o;return new t({width:s,height:a})},t.prototype.shrink_by=function(e){var i=e.left,n=e.right,o=e.top,s=e.bottom,a=r(this.width-i-n,0),l=r(this.height-o-s,0);return new t({width:a,height:l})},t.prototype.map=function(e,i){return new 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i},e.prototype.clear=function(t){this.source.selected.clear(),null!=t&&this.get_or_create_inspector(t.model).clear()},e.prototype.get_or_create_inspector=function(t){return null==this.inspectors[t.id]&&(this.inspectors[t.id]=new o.Selection),this.inspectors[t.id]},e}(r.HasProps);i.SelectionManager=h,h.initClass()},function(t,e,i){var n=function(){function t(){this._dev=!1}return Object.defineProperty(t.prototype,\"dev\",{get:function(){return this._dev},set:function(t){this._dev=t},enumerable:!0,configurable:!0}),t}();i.Settings=n,i.settings=new n},function(t,e,i){var n=t(388),r=t(32),o=t(28),s=t(24),a=function(){function t(t,e){this.sender=t,this.name=e}return t.prototype.connect=function(t,e){void 0===e&&(e=null),h.has(this.sender)||h.set(this.sender,[]);var i=h.get(this.sender);if(null!=c(i,this,t,e))return!1;var n=e||t;u.has(n)||u.set(n,[]);var r=u.get(n),o={signal:this,slot:t,context:e};return i.push(o),r.push(o),!0},t.prototype.disconnect=function(t,e){void 0===e&&(e=null);var 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e=u.get(t);if(null!=e&&0!==e.length){for(var i=0,n=e;i<n.length;i++){var r=n[i];if(null==r.signal)return;var o=r.signal.sender;r.signal=null,p(h.get(o))}p(e)}},t.disconnectAll=function(t){var e=h.get(t);if(null!=e&&0!==e.length){for(var i=0,n=e;i<n.length;i++){var r=n[i];r.signal=null}p(e)}var o=u.get(t);if(null!=o&&0!==o.length){for(var s=0,a=o;s<a.length;s++){var r=a[s];r.signal=null}p(o)}}}(a=i.Signal||(i.Signal={})),i.Signal=a,i.Signalable=function(t){return null!=t?function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.connect=function(t,e){return t.connect(e,this)},e}(t):function(){function t(){}return t.prototype.connect=function(t,e){return t.connect(e,this)},t}()},function(t){t.connect=function(t,e){return t.connect(e,this)}}(i._Signalable||(i._Signalable={}));var h=new WeakMap,u=new WeakMap;function c(t,e,i,n){return s.find(t,function(t){return t.signal===e&&t.slot===i&&t.context===n})}var _=new r.Set;function p(t){0===_.size&&o.defer(d),_.add(t)}function d(){_.forEach(function(t){s.remove_by(t,function(t){return null==t.signal})}),_.clear()}},function(t,e,i){var n=t(388),r=t(357),o=t(22),s=t(17),a=t(5),l=t(47),h=t(24),u=t(35),c=t(46),_=t(31),p=t(3),d=function(){function t(t,e,i){var n=this;this.plot_view=t,this.toolbar=e,this.hit_area=i,this.pan_start=new o.Signal(this,\"pan:start\"),this.pan=new o.Signal(this,\"pan\"),this.pan_end=new o.Signal(this,\"pan:end\"),this.pinch_start=new o.Signal(this,\"pinch:start\"),this.pinch=new o.Signal(this,\"pinch\"),this.pinch_end=new o.Signal(this,\"pinch:end\"),this.rotate_start=new o.Signal(this,\"rotate:start\"),this.rotate=new o.Signal(this,\"rotate\"),this.rotate_end=new o.Signal(this,\"rotate:end\"),this.tap=new o.Signal(this,\"tap\"),this.doubletap=new o.Signal(this,\"doubletap\"),this.press=new o.Signal(this,\"press\"),this.move_enter=new o.Signal(this,\"move:enter\"),this.move=new o.Signal(this,\"move\"),this.move_exit=new o.Signal(this,\"move:exit\"),this.scroll=new o.Signal(this,\"scroll\"),this.keydown=new o.Signal(this,\"keydown\"),this.keyup=new o.Signal(this,\"keyup\"),this.hammer=new r(this.hit_area),this._configure_hammerjs(),this.hit_area.addEventListener(\"mousemove\",function(t){return n._mouse_move(t)}),this.hit_area.addEventListener(\"mouseenter\",function(t){return n._mouse_enter(t)}),this.hit_area.addEventListener(\"mouseleave\",function(t){return n._mouse_exit(t)}),this.hit_area.addEventListener(\"wheel\",function(t){return n._mouse_wheel(t)}),document.addEventListener(\"keydown\",this),document.addEventListener(\"keyup\",this)}return t.prototype.destroy=function(){this.hammer.destroy(),document.removeEventListener(\"keydown\",this),document.removeEventListener(\"keyup\",this)},t.prototype.handleEvent=function(t){\"keydown\"==t.type?this._key_down(t):\"keyup\"==t.type&&this._key_up(t)},t.prototype._configure_hammerjs=function(){var t=this;this.hammer.get(\"doubletap\").recognizeWith(\"tap\"),this.hammer.get(\"tap\").requireFailure(\"doubletap\"),this.hammer.get(\"doubletap\").dropRequireFailure(\"tap\"),this.hammer.on(\"doubletap\",function(e){return t._doubletap(e)}),this.hammer.on(\"tap\",function(e){return t._tap(e)}),this.hammer.on(\"press\",function(e){return t._press(e)}),this.hammer.get(\"pan\").set({direction:r.DIRECTION_ALL}),this.hammer.on(\"panstart\",function(e){return t._pan_start(e)}),this.hammer.on(\"pan\",function(e){return t._pan(e)}),this.hammer.on(\"panend\",function(e){return t._pan_end(e)}),this.hammer.get(\"pinch\").set({enable:!0}),this.hammer.on(\"pinchstart\",function(e){return t._pinch_start(e)}),this.hammer.on(\"pinch\",function(e){return t._pinch(e)}),this.hammer.on(\"pinchend\",function(e){return t._pinch_end(e)}),this.hammer.get(\"rotate\").set({enable:!0}),this.hammer.on(\"rotatestart\",function(e){return t._rotate_start(e)}),this.hammer.on(\"rotate\",function(e){return t._rotate(e)}),this.hammer.on(\"rotateend\",function(e){return t._rotate_end(e)})},t.prototype.register_tool=function(t){var e=this,i=t.model.event_type;null!=i&&(c.isString(i)?this._register_tool(t,i):i.forEach(function(i,n){return e._register_tool(t,i,n<1)}))},t.prototype._register_tool=function(t,e,i){void 0===i&&(i=!0);var n=t,r=n.model.id,o=function(t){return function(e){e.id==r&&t(e.e)}},a=function(t){return function(e){t(e.e)}};switch(e){case\"pan\":null!=n._pan_start&&n.connect(this.pan_start,o(n._pan_start.bind(n))),null!=n._pan&&n.connect(this.pan,o(n._pan.bind(n))),null!=n._pan_end&&n.connect(this.pan_end,o(n._pan_end.bind(n)));break;case\"pinch\":null!=n._pinch_start&&n.connect(this.pinch_start,o(n._pinch_start.bind(n))),null!=n._pinch&&n.connect(this.pinch,o(n._pinch.bind(n))),null!=n._pinch_end&&n.connect(this.pinch_end,o(n._pinch_end.bind(n)));break;case\"rotate\":null!=n._rotate_start&&n.connect(this.rotate_start,o(n._rotate_start.bind(n))),null!=n._rotate&&n.connect(this.rotate,o(n._rotate.bind(n))),null!=n._rotate_end&&n.connect(this.rotate_end,o(n._rotate_end.bind(n)));break;case\"move\":null!=n._move_enter&&n.connect(this.move_enter,o(n._move_enter.bind(n))),null!=n._move&&n.connect(this.move,o(n._move.bind(n))),null!=n._move_exit&&n.connect(this.move_exit,o(n._move_exit.bind(n)));break;case\"tap\":null!=n._tap&&n.connect(this.tap,o(n._tap.bind(n)));break;case\"press\":null!=n._press&&n.connect(this.press,o(n._press.bind(n)));break;case\"scroll\":null!=n._scroll&&n.connect(this.scroll,o(n._scroll.bind(n)));break;default:throw new Error(\"unsupported event_type: \"+e)}i&&(null!=n._doubletap&&n.connect(this.doubletap,a(n._doubletap.bind(n))),null!=n._keydown&&n.connect(this.keydown,a(n._keydown.bind(n))),null!=n._keyup&&n.connect(this.keyup,a(n._keyup.bind(n))),_.is_mobile&&null!=n._scroll&&\"pinch\"==e&&(s.logger.debug(\"Registering scroll on touch screen\"),n.connect(this.scroll,o(n._scroll.bind(n)))))},t.prototype._hit_test_renderers=function(t,e){for(var i=this.plot_view.get_renderer_views(),n=0,r=h.reversed(i);n<r.length;n++){var o=r[n],s=o.model.level;if((\"annotation\"==s||\"overlay\"==s)&&null!=o.interactive_hit&&o.interactive_hit(t,e))return o}return null},t.prototype._hit_test_frame=function(t,e){return this.plot_view.frame.bbox.contains(t,e)},t.prototype._hit_test_canvas=function(t,e){return this.plot_view.layout.bbox.contains(t,e)},t.prototype._trigger=function(t,e,i){var n=this,r=this.toolbar.gestures,o=t.name,s=o.split(\":\")[0],a=this._hit_test_renderers(e.sx,e.sy),l=this._hit_test_canvas(e.sx,e.sy);switch(s){case\"move\":var h=r[s].active;null!=h&&this.trigger(t,e,h.id);var c=this.toolbar.inspectors.filter(function(t){return t.active}),p=\"default\";null!=a?(p=a.cursor(e.sx,e.sy)||p,u.isEmpty(c)||(t=this.move_exit,o=t.name)):this._hit_test_frame(e.sx,e.sy)&&(u.isEmpty(c)||(p=\"crosshair\")),this.plot_view.set_cursor(p),this.plot_view.set_toolbar_visibility(l),c.map(function(i){return n.trigger(t,e,i.id)});break;case\"tap\":var d=i.target;if(null!=d&&d!=this.hit_area)return;null!=a&&null!=a.on_hit&&a.on_hit(e.sx,e.sy);var h=r[s].active;null!=h&&this.trigger(t,e,h.id);break;case\"scroll\":var f=_.is_mobile?\"pinch\":\"scroll\",h=r[f].active;null!=h&&(i.preventDefault(),i.stopPropagation(),this.trigger(t,e,h.id));break;default:var h=r[s].active;null!=h&&this.trigger(t,e,h.id)}this._trigger_bokeh_event(e)},t.prototype.trigger=function(t,e,i){void 0===i&&(i=null),t.emit({id:i,e:e})},t.prototype._trigger_bokeh_event=function(t){var e=this,i=function(){var i=e.plot_view.frame.xscales.default,n=e.plot_view.frame.yscales.default,r=t.sx,o=t.sy,s=i.invert(r),a=n.invert(o);switch(t.type){case\"wheel\":return new p.MouseWheel(r,o,s,a,t.delta);case\"mousemove\":return new p.MouseMove(r,o,s,a);case\"mouseenter\":return new p.MouseEnter(r,o,s,a);case\"mouseleave\":return new p.MouseLeave(r,o,s,a);case\"tap\":return new p.Tap(r,o,s,a);case\"doubletap\":return new p.DoubleTap(r,o,s,a);case\"press\":return new p.Press(r,o,s,a);case\"pan\":return new p.Pan(r,o,s,a,t.deltaX,t.deltaY);case\"panstart\":return new p.PanStart(r,o,s,a);case\"panend\":return new p.PanEnd(r,o,s,a);case\"pinch\":return new p.Pinch(r,o,s,a,t.scale);case\"pinchstart\":return new p.PinchStart(r,o,s,a);case\"pinchend\":return new p.PinchEnd(r,o,s,a);default:throw new Error(\"unreachable\")}}();this.plot_view.model.trigger_event(i)},t.prototype._get_sxy=function(t){var e=function(t){return\"undefined\"!=typeof TouchEvent&&t instanceof TouchEvent}(t)?(0!=t.touches.length?t.touches:t.changedTouches)[0]:t,i=e.pageX,n=e.pageY,r=a.offset(this.hit_area),o=r.left,s=r.top;return{sx:i-o,sy:n-s}},t.prototype._gesture_event=function(t){return n.__assign({type:t.type},this._get_sxy(t.srcEvent),{deltaX:t.deltaX,deltaY:t.deltaY,scale:t.scale,shiftKey:t.srcEvent.shiftKey})},t.prototype._tap_event=function(t){return n.__assign({type:t.type},this._get_sxy(t.srcEvent),{shiftKey:t.srcEvent.shiftKey})},t.prototype._move_event=function(t){return n.__assign({type:t.type},this._get_sxy(t))},t.prototype._scroll_event=function(t){return n.__assign({type:t.type},this._get_sxy(t),{delta:l.getDeltaY(t)})},t.prototype._key_event=function(t){return{type:t.type,keyCode:t.keyCode}},t.prototype._pan_start=function(t){var e=this._gesture_event(t);e.sx-=t.deltaX,e.sy-=t.deltaY,this._trigger(this.pan_start,e,t.srcEvent)},t.prototype._pan=function(t){this._trigger(this.pan,this._gesture_event(t),t.srcEvent)},t.prototype._pan_end=function(t){this._trigger(this.pan_end,this._gesture_event(t),t.srcEvent)},t.prototype._pinch_start=function(t){this._trigger(this.pinch_start,this._gesture_event(t),t.srcEvent)},t.prototype._pinch=function(t){this._trigger(this.pinch,this._gesture_event(t),t.srcEvent)},t.prototype._pinch_end=function(t){this._trigger(this.pinch_end,this._gesture_event(t),t.srcEvent)},t.prototype._rotate_start=function(t){this._trigger(this.rotate_start,this._gesture_event(t),t.srcEvent)},t.prototype._rotate=function(t){this._trigger(this.rotate,this._gesture_event(t),t.srcEvent)},t.prototype._rotate_end=function(t){this._trigger(this.rotate_end,this._gesture_event(t),t.srcEvent)},t.prototype._tap=function(t){this._trigger(this.tap,this._tap_event(t),t.srcEvent)},t.prototype._doubletap=function(t){var e=this._tap_event(t);this._trigger_bokeh_event(e),this.trigger(this.doubletap,e)},t.prototype._press=function(t){this._trigger(this.press,this._tap_event(t),t.srcEvent)},t.prototype._mouse_enter=function(t){this._trigger(this.move_enter,this._move_event(t),t)},t.prototype._mouse_move=function(t){this._trigger(this.move,this._move_event(t),t)},t.prototype._mouse_exit=function(t){this._trigger(this.move_exit,this._move_event(t),t)},t.prototype._mouse_wheel=function(t){this._trigger(this.scroll,this._scroll_event(t),t)},t.prototype._key_down=function(t){this.trigger(this.keydown,this._key_event(t))},t.prototype._key_up=function(t){this.trigger(this.keyup,this._key_event(t))},t}();i.UIEvents=d},function(t,e,i){var n=t(34),r=t(26),o=t(25);i.min=o.min,i.min_by=o.min_by,i.max=o.max,i.max_by=o.max_by,i.sum=o.sum,i.every=o.every,i.some=o.some,i.find=o.find,i.find_last=o.find_last,i.find_index=o.find_index,i.find_last_index=o.find_last_index,i.sorted_index=o.sorted_index;var 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n.__extends(e,t),e.prototype.set_value=function(t){t.strokeStyle=this.line_color.value(),t.globalAlpha=this.line_alpha.value(),t.lineWidth=this.line_width.value(),t.lineJoin=this.line_join.value(),t.lineCap=this.line_cap.value(),t.setLineDash(this.line_dash.value()),t.setLineDashOffset(this.line_dash_offset.value())},Object.defineProperty(e.prototype,\"doit\",{get:function(){return!(null===this.line_color.spec.value||0==this.line_alpha.spec.value||0==this.line_width.spec.value)},enumerable:!0,configurable:!0}),e.prototype._set_vectorize=function(t,e){this.cache_select(\"line_color\",e),t.strokeStyle!==this.cache.line_color&&(t.strokeStyle=this.cache.line_color),this.cache_select(\"line_alpha\",e),t.globalAlpha!==this.cache.line_alpha&&(t.globalAlpha=this.cache.line_alpha),this.cache_select(\"line_width\",e),t.lineWidth!==this.cache.line_width&&(t.lineWidth=this.cache.line_width),this.cache_select(\"line_join\",e),t.lineJoin!==this.cache.line_join&&(t.lineJoin=this.cache.line_join),this.cache_select(\"line_cap\",e),t.lineCap!==this.cache.line_cap&&(t.lineCap=this.cache.line_cap),this.cache_select(\"line_dash\",e),t.getLineDash()!==this.cache.line_dash&&t.setLineDash(this.cache.line_dash),this.cache_select(\"line_dash_offset\",e),t.getLineDashOffset()!==this.cache.line_dash_offset&&t.setLineDashOffset(this.cache.line_dash_offset)},e.prototype.color_value=function(){var t=o.color2rgba(this.line_color.value(),this.line_alpha.value()),e=t[0],i=t[1],n=t[2],r=t[3];return\"rgba(\"+255*e+\",\"+255*i+\",\"+255*n+\",\"+r+\")\"},e}(s);i.Line=a,a.prototype.attrs=Object.keys(r.line());var l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.set_value=function(t){t.fillStyle=this.fill_color.value(),t.globalAlpha=this.fill_alpha.value()},Object.defineProperty(e.prototype,\"doit\",{get:function(){return!(null===this.fill_color.spec.value||0==this.fill_alpha.spec.value)},enumerable:!0,configurable:!0}),e.prototype._set_vectorize=function(t,e){this.cache_select(\"fill_color\",e),t.fillStyle!==this.cache.fill_color&&(t.fillStyle=this.cache.fill_color),this.cache_select(\"fill_alpha\",e),t.globalAlpha!==this.cache.fill_alpha&&(t.globalAlpha=this.cache.fill_alpha)},e.prototype.color_value=function(){var t=o.color2rgba(this.fill_color.value(),this.fill_alpha.value()),e=t[0],i=t[1],n=t[2],r=t[3];return\"rgba(\"+255*e+\",\"+255*i+\",\"+255*n+\",\"+r+\")\"},e}(s);i.Fill=l,l.prototype.attrs=Object.keys(r.fill());var h=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.cache_select=function(e,i){var n;if(\"font\"==e){t.prototype.cache_select.call(this,\"text_font_style\",i),t.prototype.cache_select.call(this,\"text_font_size\",i),t.prototype.cache_select.call(this,\"text_font\",i);var r=this.cache,o=r.text_font_style,s=r.text_font_size,a=r.text_font;this.cache.font=n=o+\" \"+s+\" \"+a}else n=t.prototype.cache_select.call(this,e,i);return n},e.prototype.font_value=function(){var t=this.text_font.value(),e=this.text_font_size.value(),i=this.text_font_style.value();return i+\" \"+e+\" \"+t},e.prototype.color_value=function(){var t=o.color2rgba(this.text_color.value(),this.text_alpha.value()),e=t[0],i=t[1],n=t[2],r=t[3];return\"rgba(\"+255*e+\",\"+255*i+\",\"+255*n+\",\"+r+\")\"},e.prototype.set_value=function(t){t.font=this.font_value(),t.fillStyle=this.text_color.value(),t.globalAlpha=this.text_alpha.value(),t.textAlign=this.text_align.value(),t.textBaseline=this.text_baseline.value()},Object.defineProperty(e.prototype,\"doit\",{get:function(){return!(null===this.text_color.spec.value||0==this.text_alpha.spec.value)},enumerable:!0,configurable:!0}),e.prototype._set_vectorize=function(t,e){this.cache_select(\"font\",e),t.font!==this.cache.font&&(t.font=this.cache.font),this.cache_select(\"text_color\",e),t.fillStyle!==this.cache.text_color&&(t.fillStyle=this.cache.text_color),this.cache_select(\"text_alpha\",e),t.globalAlpha!==this.cache.text_alpha&&(t.globalAlpha=this.cache.text_alpha),this.cache_select(\"text_align\",e),t.textAlign!==this.cache.text_align&&(t.textAlign=this.cache.text_align),this.cache_select(\"text_baseline\",e),t.textBaseline!==this.cache.text_baseline&&(t.textBaseline=this.cache.text_baseline)},e}(s);i.Text=h,h.prototype.attrs=Object.keys(r.text());var u=function(){function t(t){for(var e=0,i=t.mixins;e<i.length;e++){var n=i[e],r=n.split(\":\"),o=r[0],s=r[1],u=void 0===s?\"\":s,c=void 0;switch(o){case\"line\":c=a;break;case\"fill\":c=l;break;case\"text\":c=h;break;default:throw new Error(\"unknown visual: \"+o)}this[u+o]=new c(t,u)}}return t.prototype.warm_cache=function(t){for(var e in this)if(this.hasOwnProperty(e)){var i=this[e];i instanceof s&&i.warm_cache(t)}},t.prototype.set_all_indices=function(t){for(var e in this)if(this.hasOwnProperty(e)){var i=this[e];i instanceof s&&(i.all_indices=t)}},t}();i.Visuals=u},function(t,e,i){var n=t(388),r=t(0),o=t(296),s=t(17),a=t(3),l=t(8),h=t(22),u=t(37),c=t(38),_=t(32),p=t(24),d=t(35),f=t(33),v=t(46),m=t(163),g=t(208),y=t(62),b=t(53),x=function(){function t(t){this.document=t,this.session=null,this.subscribed_models=new _.Set}return t.prototype.send_event=function(t){null!=this.session&&this.session.send_event(t)},t.prototype.trigger=function(t){for(var e=0,i=this.subscribed_models.values;e<i.length;e++){var n=i[e];if(null==t.origin||t.origin.id===n){var r=this.document._all_models[n];null!=r&&r instanceof y.Model&&r._process_event(t)}}},t}();i.EventManager=x,i.documents=[],i.DEFAULT_TITLE=\"Bokeh Application\";var w=function(){function t(){i.documents.push(this),this._init_timestamp=Date.now(),this._title=i.DEFAULT_TITLE,this._roots=[],this._all_models={},this._all_models_by_name=new _.MultiDict,this._all_models_freeze_count=0,this._callbacks=[],this.event_manager=new x(this),this.idle=new h.Signal0(this,\"idle\"),this._idle_roots=new WeakMap,this._interactive_timestamp=null,this._interactive_plot=null}return Object.defineProperty(t.prototype,\"layoutables\",{get:function(){return this._roots.filter(function(t){return t instanceof m.LayoutDOM})},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"is_idle\",{get:function(){for(var t=0,e=this.layoutables;t<e.length;t++){var i=e[t];if(!this._idle_roots.has(i))return!1}return!0},enumerable:!0,configurable:!0}),t.prototype.notify_idle=function(t){this._idle_roots.set(t,!0),this.is_idle&&(s.logger.info(\"document idle at \"+(Date.now()-this._init_timestamp)+\" ms\"),this.idle.emit())},t.prototype.clear=function(){this._push_all_models_freeze();try{for(;this._roots.length>0;)this.remove_root(this._roots[0])}finally{this._pop_all_models_freeze()}},t.prototype.interactive_start=function(t){null==this._interactive_plot&&(this._interactive_plot=t,this._interactive_plot.trigger_event(new a.LODStart)),this._interactive_timestamp=Date.now()},t.prototype.interactive_stop=function(t){null!=this._interactive_plot&&this._interactive_plot.id===t.id&&this._interactive_plot.trigger_event(new a.LODEnd),this._interactive_plot=null,this._interactive_timestamp=null},t.prototype.interactive_duration=function(){return null==this._interactive_timestamp?-1:Date.now()-this._interactive_timestamp},t.prototype.destructively_move=function(t){if(t===this)throw new Error(\"Attempted to overwrite a document with itself\");t.clear();var e=p.copy(this._roots);this.clear();for(var i=0,n=e;i<n.length;i++){var r=n[i];if(null!=r.document)throw new Error(\"Somehow we didn't detach \"+r)}if(0!==Object.keys(this._all_models).length)throw new Error(\"this._all_models still had stuff in it: \"+this._all_models);for(var o=0,s=e;o<s.length;o++){var r=s[o];t.add_root(r)}t.set_title(this._title)},t.prototype._push_all_models_freeze=function(){this._all_models_freeze_count+=1},t.prototype._pop_all_models_freeze=function(){this._all_models_freeze_count-=1,0===this._all_models_freeze_count&&this._recompute_all_models()},t.prototype._invalidate_all_models=function(){s.logger.debug(\"invalidating document models\"),0===this._all_models_freeze_count&&this._recompute_all_models()},t.prototype._recompute_all_models=function(){for(var t=new _.Set,e=0,i=this._roots;e<i.length;e++){var n=i[e];t=t.union(n.references())}for(var r=new _.Set(d.values(this._all_models)),o=r.diff(t),s=t.diff(r),a={},l=0,h=t.values;l<h.length;l++){var u=h[l];a[u.id]=u}for(var c=0,p=o.values;c<p.length;c++){var f=p[c];f.detach_document(),f instanceof y.Model&&null!=f.name&&this._all_models_by_name.remove_value(f.name,f)}for(var v=0,m=s.values;v<m.length;v++){var g=m[v];g.attach_document(this),g instanceof y.Model&&null!=g.name&&this._all_models_by_name.add_value(g.name,g)}this._all_models=a},t.prototype.roots=function(){return this._roots},t.prototype.add_root=function(t,e){if(s.logger.debug(\"Adding root: \"+t),!p.includes(this._roots,t)){this._push_all_models_freeze();try{this._roots.push(t)}finally{this._pop_all_models_freeze()}this._trigger_on_change(new b.RootAddedEvent(this,t,e))}},t.prototype.remove_root=function(t,e){var i=this._roots.indexOf(t);if(!(i<0)){this._push_all_models_freeze();try{this._roots.splice(i,1)}finally{this._pop_all_models_freeze()}this._trigger_on_change(new b.RootRemovedEvent(this,t,e))}},t.prototype.title=function(){return this._title},t.prototype.set_title=function(t,e){t!==this._title&&(this._title=t,this._trigger_on_change(new b.TitleChangedEvent(this,t,e)))},t.prototype.get_model_by_id=function(t){return t in this._all_models?this._all_models[t]:null},t.prototype.get_model_by_name=function(t){return this._all_models_by_name.get_one(t,\"Multiple models are named '\"+t+\"'\")},t.prototype.on_change=function(t){p.includes(this._callbacks,t)||this._callbacks.push(t)},t.prototype.remove_on_change=function(t){var e=this._callbacks.indexOf(t);e>=0&&this._callbacks.splice(e,1)},t.prototype._trigger_on_change=function(t){for(var e=0,i=this._callbacks;e<i.length;e++){var n=i[e];n(t)}},t.prototype._notify_change=function(t,e,i,n,r){\"name\"===e&&(this._all_models_by_name.remove_value(i,t),null!=n&&this._all_models_by_name.add_value(n,t));var o=null!=r?r.setter_id:void 0,s=null!=r?r.hint:void 0;this._trigger_on_change(new b.ModelChangedEvent(this,t,e,i,n,o,s))},t._references_json=function(t,e){void 0===e&&(e=!0);for(var i=[],n=0,r=t;n<r.length;n++){var o=r[n],s=o.ref();s.attributes=o.attributes_as_json(e),delete s.attributes.id,i.push(s)}return i},t._instantiate_object=function(t,e,i){var o=n.__assign({},i,{id:t,__deferred__:!0}),s=r.Models(e);return new s(o)},t._instantiate_references_json=function(e,i){for(var n={},r=0,o=e;r<o.length;r++){var s=o[r],a=s.id,l=s.type,h=s.attributes||{},u=void 0;a in i?u=i[a]:(u=t._instantiate_object(a,l,h),null!=s.subtype&&u.set_subtype(s.subtype)),n[u.id]=u}return n},t._resolve_refs=function(t,e,i){function n(t){if(u.is_ref(t)){if(t.id in e)return e[t.id];if(t.id in i)return i[t.id];throw new Error(\"reference \"+JSON.stringify(t)+\" isn't known (not in Document?)\")}return v.isArray(t)?function(t){for(var e=[],i=0,r=t;i<r.length;i++){var o=r[i];e.push(n(o))}return e}(t):v.isPlainObject(t)?function(t){var e={};for(var i in t){var r=t[i];e[i]=n(r)}return e}(t):t}return n(t)},t._initialize_references_json=function(e,i,n){for(var r={},o=0,s=e;o<s.length;o++){var a=s[o],h=a.id,u=a.attributes,c=!(h in i),_=c?n[h]:i[h],p=t._resolve_refs(u,i,n);r[_.id]=[_,p,c]}function d(t,e){var i={};function n(r){if(r instanceof l.HasProps){if(!(r.id in i)&&r.id in t){i[r.id]=!0;var o=t[r.id],s=o[1],a=o[2];for(var h in s){var u=s[h];n(u)}e(r,s,a)}}else if(v.isArray(r))for(var c=0,_=r;c<_.length;c++){var u=_[c];n(u)}else if(v.isPlainObject(r))for(var p in r){var u=r[p];n(u)}}for(var r in t){var o=t[r],s=o[0];n(s)}}d(r,function(t,e,i){i&&t.setv(e,{silent:!0})}),d(r,function(t,e,i){i&&t.finalize()})},t._event_for_attribute_change=function(t,e,i,n,r){var o=n.get_model_by_id(t.id);if(o.attribute_is_serializable(e)){var s={kind:\"ModelChanged\",model:{id:t.id,type:t.type},attr:e,new:i};return l.HasProps._json_record_references(n,i,r,!0),s}return null},t._events_to_sync_objects=function(e,i,n,r){for(var o=Object.keys(e.attributes),a=Object.keys(i.attributes),l=p.difference(o,a),h=p.difference(a,o),u=p.intersection(o,a),c=[],_=0,d=l;_<d.length;_++){var v=d[_];s.logger.warn(\"Server sent key \"+v+\" but we don't seem to have it in our JSON\")}for(var m=0,g=h;m<g.length;m++){var v=g[m],y=i.attributes[v];c.push(t._event_for_attribute_change(e,v,y,n,r))}for(var b=0,x=u;b<x.length;b++){var v=x[b],w=e.attributes[v],y=i.attributes[v];null==w&&null==y||(null==w||null==y?c.push(t._event_for_attribute_change(e,v,y,n,r)):f.isEqual(w,y)||c.push(t._event_for_attribute_change(e,v,y,n,r)))}return c.filter(function(t){return null!=t})},t._compute_patch_since_json=function(e,i){var n=i.to_json(!1);function r(t){for(var e={},i=0,n=t.roots.references;i<n.length;i++){var r=n[i];e[r.id]=r}return e}for(var o=r(e),s={},a=[],l=0,h=e.roots.root_ids;l<h.length;l++){var u=h[l];s[u]=o[u],a.push(u)}for(var c=r(n),_={},f=[],v=0,m=n.roots.root_ids;v<m.length;v++){var u=m[v];_[u]=c[u],f.push(u)}if(a.sort(),f.sort(),p.difference(a,f).length>0||p.difference(f,a).length>0)throw new Error(\"Not implemented: computing add/remove of document roots\");var g={},y=[];for(var b in i._all_models)if(b in o){var x=t._events_to_sync_objects(o[b],c[b],i,g);y=y.concat(x)}return{references:t._references_json(d.values(g),!1),events:y}},t.prototype.to_json_string=function(t){return void 0===t&&(t=!0),JSON.stringify(this.to_json(t))},t.prototype.to_json=function(e){void 0===e&&(e=!0);var i=this._roots.map(function(t){return t.id}),n=d.values(this._all_models);return{version:o.version,title:this._title,roots:{root_ids:i,references:t._references_json(n,e)}}},t.from_json_string=function(e){var i=JSON.parse(e);return t.from_json(i)},t.from_json=function(e){s.logger.debug(\"Creating Document from JSON\");var i=e.version,n=-1!==i.indexOf(\"+\")||-1!==i.indexOf(\"-\"),r=\"Library versions: JS (\"+o.version+\") / Python (\"+i+\")\";n||o.version===i?s.logger.debug(r):(s.logger.warn(\"JS/Python version mismatch\"),s.logger.warn(r));var a=e.roots,l=a.root_ids,h=a.references,u=t._instantiate_references_json(h,{});t._initialize_references_json(h,{},u);for(var c=new t,_=0,p=l;_<p.length;_++){var d=p[_];c.add_root(u[d])}return c.set_title(e.title),c},t.prototype.replace_with_json=function(e){var i=t.from_json(e);i.destructively_move(this)},t.prototype.create_json_patch_string=function(t){return JSON.stringify(this.create_json_patch(t))},t.prototype.create_json_patch=function(e){for(var i={},n=[],r=0,o=e;r<o.length;r++){var a=o[r];if(a.document!==this)throw s.logger.warn(\"Cannot create a patch using events from a different document, event had \",a.document,\" we are \",this),new Error(\"Cannot create a patch using events from a different document\");n.push(a.json(i))}return{events:n,references:t._references_json(d.values(i))}},t.prototype.apply_json_patch=function(e,i,n){var r;void 0===i&&(i=[]);for(var o=e.references,a=e.events,l=t._instantiate_references_json(o,this._all_models),h=0,u=a;h<u.length;h++){var _=u[h];switch(_.kind){case\"RootAdded\":case\"RootRemoved\":case\"ModelChanged\":var p=_.model.id;if(p in this._all_models)l[p]=this._all_models[p];else if(!(p in l))throw s.logger.warn(\"Got an event for unknown model \",_.model),new Error(\"event model wasn't known\")}}var d={},f={};for(var v in l){var m=l[v];v in this._all_models?d[v]=m:f[v]=m}t._initialize_references_json(o,d,f);for(var y=0,b=a;y<b.length;y++){var _=b[y];switch(_.kind){case\"ModelChanged\":var x=_.model.id;if(!(x in this._all_models))throw new Error(\"Cannot apply patch to \"+x+\" which is not in the document\");var w=this._all_models[x],k=_.attr,T=_.model.type;if(\"data\"===k&&\"ColumnDataSource\"===T){var C=c.decode_column_data(_.new,i),S=C[0],A=C[1];w.setv({_shapes:A,data:S},{setter_id:n})}else{var m=t._resolve_refs(_.new,d,f);w.setv(((r={})[k]=m,r),{setter_id:n})}break;case\"ColumnDataChanged\":var M=_.column_source.id;if(!(M in this._all_models))throw new Error(\"Cannot stream to \"+M+\" which is not in the document\");var E=this._all_models[M],z=c.decode_column_data(_.new,i),S=z[0],A=z[1];if(null!=_.cols){for(var O in E.data)O in S||(S[O]=E.data[O]);for(var O in E._shapes)O in A||(A[O]=E._shapes[O])}E.setv({_shapes:A,data:S},{setter_id:n,check_eq:!1});break;case\"ColumnsStreamed\":var M=_.column_source.id;if(!(M in this._all_models))throw new Error(\"Cannot stream to \"+M+\" which is not in the document\");var E=this._all_models[M];if(!(E instanceof g.ColumnDataSource))throw new Error(\"Cannot stream to non-ColumnDataSource\");var S=_.data,P=_.rollover;E.stream(S,P,n);break;case\"ColumnsPatched\":var M=_.column_source.id;if(!(M in this._all_models))throw new Error(\"Cannot patch \"+M+\" which is not in the document\");var E=this._all_models[M];if(!(E instanceof g.ColumnDataSource))throw new Error(\"Cannot patch non-ColumnDataSource\");var j=_.patches;E.patch(j,n);break;case\"RootAdded\":var N=_.model.id,D=l[N];this.add_root(D,n);break;case\"RootRemoved\":var N=_.model.id,D=l[N];this.remove_root(D,n);break;case\"TitleChanged\":this.set_title(_.title,n);break;default:throw new Error(\"Unknown patch event \"+JSON.stringify(_))}}},t}();i.Document=w},function(t,e,i){var n=t(388),r=t(8),o=function(t){this.document=t};i.DocumentChangedEvent=o;var s=function(t){function e(e,i,n,r,o,s,a){var l=t.call(this,e)||this;return l.model=i,l.attr=n,l.old=r,l.new_=o,l.setter_id=s,l.hint=a,l}return n.__extends(e,t),e.prototype.json=function(t){if(\"id\"===this.attr)throw new Error(\"'id' field should never change, whatever code just set it is wrong\");if(null!=this.hint)return this.hint.json(t);var e=this.new_,i=r.HasProps._value_to_json(this.attr,e,this.model),n={};for(var o in 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n.__extends(e,t),e.initClass=function(){this.prototype.type=\"NormalHead\",this.mixins([\"line\",\"fill\"]),this.override({fill_color:\"black\"})},e.prototype.clip=function(t,e){this.visuals.line.set_vectorize(t,e),t.moveTo(.5*this.size,this.size),t.lineTo(.5*this.size,-2),t.lineTo(-.5*this.size,-2),t.lineTo(-.5*this.size,this.size),t.lineTo(.5*this.size,this.size)},e.prototype.render=function(t,e){this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,e),this._normal(t,e),t.fill()),this.visuals.line.doit&&(this.visuals.line.set_vectorize(t,e),this._normal(t,e),t.stroke())},e.prototype._normal=function(t,e){t.beginPath(),t.moveTo(.5*this.size,this.size),t.lineTo(0,0),t.lineTo(-.5*this.size,this.size),t.closePath()},e}(a);i.NormalHead=h,h.initClass();var u=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"VeeHead\",this.mixins([\"line\",\"fill\"]),this.override({fill_color:\"black\"})},e.prototype.clip=function(t,e){this.visuals.line.set_vectorize(t,e),t.moveTo(.5*this.size,this.size),t.lineTo(.5*this.size,-2),t.lineTo(-.5*this.size,-2),t.lineTo(-.5*this.size,this.size),t.lineTo(0,.5*this.size),t.lineTo(.5*this.size,this.size)},e.prototype.render=function(t,e){this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,e),this._vee(t,e),t.fill()),this.visuals.line.doit&&(this.visuals.line.set_vectorize(t,e),this._vee(t,e),t.stroke())},e.prototype._vee=function(t,e){t.beginPath(),t.moveTo(.5*this.size,this.size),t.lineTo(0,0),t.lineTo(-.5*this.size,this.size),t.lineTo(0,.5*this.size),t.closePath()},e}(a);i.VeeHead=u,u.initClass();var c=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"TeeHead\",this.mixins([\"line\"])},e.prototype.render=function(t,e){this.visuals.line.doit&&(this.visuals.line.set_vectorize(t,e),t.beginPath(),t.moveTo(.5*this.size,0),t.lineTo(-.5*this.size,0),t.stroke())},e.prototype.clip=function(t,e){},e}(a);i.TeeHead=c,c.initClass()},function(t,e,i){var n=t(388),r=t(63),o=t(208),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.set_data(this.model.source)},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.source.streaming,function(){return e.set_data(e.model.source)}),this.connect(this.model.source.patching,function(){return e.set_data(e.model.source)}),this.connect(this.model.source.change,function(){return e.set_data(e.model.source)})},e.prototype.set_data=function(e){t.prototype.set_data.call(this,e),this.visuals.warm_cache(e),this.plot_view.request_render()},e.prototype._map_data=function(){var t,e,i,n=this.plot_view.frame,r=this.model.dimension,o=n.xscales[this.model.x_range_name],s=n.yscales[this.model.y_range_name],a=\"height\"==r?s:o,l=\"height\"==r?o:s,h=\"height\"==r?n.yview:n.xview,u=\"height\"==r?n.xview:n.yview;t=\"data\"==this.model.properties.lower.units?a.v_compute(this._lower):h.v_compute(this._lower),e=\"data\"==this.model.properties.upper.units?a.v_compute(this._upper):h.v_compute(this._upper),i=\"data\"==this.model.properties.base.units?l.v_compute(this._base):u.v_compute(this._base);var c=\"height\"==r?[1,0]:[0,1],_=c[0],p=c[1],d=[t,i],f=[e,i];this._lower_sx=d[_],this._lower_sy=d[p],this._upper_sx=f[_],this._upper_sy=f[p]},e.prototype.render=function(){if(this.model.visible){this._map_data();var t=this.plot_view.canvas_view.ctx;t.beginPath(),t.moveTo(this._lower_sx[0],this._lower_sy[0]);for(var e=0,i=this._lower_sx.length;e<i;e++)t.lineTo(this._lower_sx[e],this._lower_sy[e]);for(var n=this._upper_sx.length-1,e=n;e>=0;e--)t.lineTo(this._upper_sx[e],this._upper_sy[e]);t.closePath(),this.visuals.fill.doit&&(this.visuals.fill.set_value(t),t.fill()),t.beginPath(),t.moveTo(this._lower_sx[0],this._lower_sy[0]);for(var e=0,i=this._lower_sx.length;e<i;e++)t.lineTo(this._lower_sx[e],this._lower_sy[e]);this.visuals.line.doit&&(this.visuals.line.set_value(t),t.stroke()),t.beginPath(),t.moveTo(this._upper_sx[0],this._upper_sy[0]);for(var e=0,i=this._upper_sx.length;e<i;e++)t.lineTo(this._upper_sx[e],this._upper_sy[e]);this.visuals.line.doit&&(this.visuals.line.set_value(t),t.stroke())}},e}(r.AnnotationView);i.BandView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Band\",this.prototype.default_view=a,this.mixins([\"line\",\"fill\"]),this.define({lower:[s.DistanceSpec],upper:[s.DistanceSpec],base:[s.DistanceSpec],dimension:[s.Dimension,\"height\"],source:[s.Instance,function(){return new o.ColumnDataSource}],x_range_name:[s.String,\"default\"],y_range_name:[s.String,\"default\"]}),this.override({fill_color:\"#fff9ba\",fill_alpha:.4,line_color:\"#cccccc\",line_alpha:.3})},e}(r.Annotation);i.Band=l,l.initClass()},function(t,e,i){var n=t(388),r=t(63),o=t(22),s=t(5),a=t(18),l=t(27);i.EDGE_TOLERANCE=2.5;var h=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.plot_view.canvas_overlays.appendChild(this.el),this.el.classList.add(\"bk-shading\"),s.undisplay(this.el)},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),\"css\"==this.model.render_mode?(this.connect(this.model.change,function(){return e.render()}),this.connect(this.model.data_update,function(){return e.render()})):(this.connect(this.model.change,function(){return e.plot_view.request_render()}),this.connect(this.model.data_update,function(){return e.plot_view.request_render()}))},e.prototype.render=function(){var t=this;if(this.model.visible||\"css\"!=this.model.render_mode||s.undisplay(this.el),this.model.visible)if(null!=this.model.left||null!=this.model.right||null!=this.model.top||null!=this.model.bottom){var e=this.plot_view.frame,i=e.xscales[this.model.x_range_name],n=e.yscales[this.model.y_range_name],r=function(e,i,n,r,o){return null!=e?t.model.screen?e:\"data\"==i?n.compute(e):r.compute(e):o};this.sleft=r(this.model.left,this.model.left_units,i,e.xview,e._left.value),this.sright=r(this.model.right,this.model.right_units,i,e.xview,e._right.value),this.stop=r(this.model.top,this.model.top_units,n,e.yview,e._top.value),this.sbottom=r(this.model.bottom,this.model.bottom_units,n,e.yview,e._bottom.value);var o=\"css\"==this.model.render_mode?this._css_box.bind(this):this._canvas_box.bind(this);o(this.sleft,this.sright,this.sbottom,this.stop)}else s.undisplay(this.el)},e.prototype._css_box=function(t,e,i,n){var r=this.model.properties.line_width.value(),o=Math.floor(e-t)-r,a=Math.floor(i-n)-r;this.el.style.left=t+\"px\",this.el.style.width=o+\"px\",this.el.style.top=n+\"px\",this.el.style.height=a+\"px\",this.el.style.borderWidth=r+\"px\",this.el.style.borderColor=this.model.properties.line_color.value(),this.el.style.backgroundColor=this.model.properties.fill_color.value(),this.el.style.opacity=this.model.properties.fill_alpha.value();var l=this.model.properties.line_dash.value().length<2?\"solid\":\"dashed\";this.el.style.borderStyle=l,s.display(this.el)},e.prototype._canvas_box=function(t,e,i,n){var r=this.plot_view.canvas_view.ctx;r.save(),r.beginPath(),r.rect(t,n,e-t,i-n),this.visuals.fill.set_value(r),r.fill(),this.visuals.line.set_value(r),r.stroke(),r.restore()},e.prototype.interactive_bbox=function(){var t=this.model.properties.line_width.value()+i.EDGE_TOLERANCE;return new l.BBox({x0:this.sleft-t,y0:this.stop-t,x1:this.sright+t,y1:this.sbottom+t})},e.prototype.interactive_hit=function(t,e){if(null==this.model.in_cursor)return!1;var i=this.interactive_bbox();return i.contains(t,e)},e.prototype.cursor=function(t,e){return Math.abs(t-this.sleft)<3||Math.abs(t-this.sright)<3?this.model.ew_cursor:Math.abs(e-this.sbottom)<3||Math.abs(e-this.stop)<3?this.model.ns_cursor:t>this.sleft&&t<this.sright&&e>this.stop&&e<this.sbottom?this.model.in_cursor:null},e}(r.AnnotationView);i.BoxAnnotationView=h;var u=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"BoxAnnotation\",this.prototype.default_view=h,this.mixins([\"line\",\"fill\"]),this.define({render_mode:[a.RenderMode,\"canvas\"],x_range_name:[a.String,\"default\"],y_range_name:[a.String,\"default\"],top:[a.Number,null],top_units:[a.SpatialUnits,\"data\"],bottom:[a.Number,null],bottom_units:[a.SpatialUnits,\"data\"],left:[a.Number,null],left_units:[a.SpatialUnits,\"data\"],right:[a.Number,null],right_units:[a.SpatialUnits,\"data\"]}),this.internal({screen:[a.Boolean,!1],ew_cursor:[a.String,null],ns_cursor:[a.String,null],in_cursor:[a.String,null]}),this.override({fill_color:\"#fff9ba\",fill_alpha:.4,line_color:\"#cccccc\",line_alpha:.3})},e.prototype.initialize=function(){t.prototype.initialize.call(this),this.data_update=new o.Signal0(this,\"data_update\")},e.prototype.update=function(t){var e=t.left,i=t.right,n=t.top,r=t.bottom;this.setv({left:e,right:i,top:n,bottom:r,screen:!0},{silent:!0}),this.data_update.emit()},e}(r.Annotation);i.BoxAnnotation=u,u.initClass()},function(t,e,i){var n=t(388),r=t(63),o=t(217),s=t(107),a=t(174),l=t(200),h=t(201),u=t(191),c=t(18),_=t(43),p=t(24),d=t(25),f=t(35),v=t(46),m=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this._set_canvas_image()},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.properties.visible.change,function(){return e.plot_view.request_render()}),this.connect(this.model.ticker.change,function(){return e.plot_view.request_render()}),this.connect(this.model.formatter.change,function(){return e.plot_view.request_render()}),null!=this.model.color_mapper&&this.connect(this.model.color_mapper.change,function(){e._set_canvas_image(),e.plot_view.request_render()})},e.prototype._get_size=function(){if(null==this.model.color_mapper)return{width:0,height:0};var t=this.compute_legend_dimensions(),e=t.width,i=t.height;return{width:e,height:i}},e.prototype._set_canvas_image=function(){var t,e;if(null!=this.model.color_mapper){var i,n,r=this.model.color_mapper.palette;switch(\"vertical\"==this.model.orientation&&(r=p.reversed(r)),this.model.orientation){case\"vertical\":t=[1,r.length],i=t[0],n=t[1];break;case\"horizontal\":e=[r.length,1],i=e[0],n=e[1];break;default:throw new Error(\"unreachable code\")}var o=document.createElement(\"canvas\");o.width=i,o.height=n;var s=o.getContext(\"2d\"),l=s.getImageData(0,0,i,n),h=new a.LinearColorMapper({palette:r}).rgba_mapper,u=h.v_compute(p.range(0,r.length));l.data.set(u),s.putImageData(l,0,0),this.image=o}},e.prototype.compute_legend_dimensions=function(){var t,e,i=this._computed_image_dimensions(),n=[i.height,i.width],r=n[0],o=n[1],s=this._get_label_extent(),a=this._title_extent(),l=this._tick_extent(),h=this.model.padding;switch(this.model.orientation){case\"vertical\":t=r+a+2*h,e=o+l+s+2*h;break;case\"horizontal\":t=r+a+l+s+2*h,e=o+2*h;break;default:throw new Error(\"unreachable code\")}return{width:e,height:t}},e.prototype.compute_legend_location=function(){var t,e,i=this.compute_legend_dimensions(),n=[i.height,i.width],r=n[0],o=n[1],s=this.model.margin,a=null!=this.panel?this.panel:this.plot_view.frame,l=a.bbox.ranges,h=l[0],u=l[1],c=this.model.location;if(v.isString(c))switch(c){case\"top_left\":t=h.start+s,e=u.start+s;break;case\"top_center\":t=(h.end+h.start)/2-o/2,e=u.start+s;break;case\"top_right\":t=h.end-s-o,e=u.start+s;break;case\"bottom_right\":t=h.end-s-o,e=u.end-s-r;break;case\"bottom_center\":t=(h.end+h.start)/2-o/2,e=u.end-s-r;break;case\"bottom_left\":t=h.start+s,e=u.end-s-r;break;case\"center_left\":t=h.start+s,e=(u.end+u.start)/2-r/2;break;case\"center\":t=(h.end+h.start)/2-o/2,e=(u.end+u.start)/2-r/2;break;case\"center_right\":t=h.end-s-o,e=(u.end+u.start)/2-r/2;break;default:throw new Error(\"unreachable code\")}else{if(!v.isArray(c)||2!=c.length)throw new Error(\"unreachable code\");var _=c[0],p=c[1];t=a.xview.compute(_),e=a.yview.compute(p)-r}return{sx:t,sy:e}},e.prototype.render=function(){if(this.model.visible&&null!=this.model.color_mapper){var t=this.plot_view.canvas_view.ctx;t.save();var e=this.compute_legend_location(),i=e.sx,n=e.sy;t.translate(i,n),this._draw_bbox(t);var r=this._get_image_offset();if(t.translate(r.x,r.y),this._draw_image(t),null!=this.model.color_mapper.low&&null!=this.model.color_mapper.high){var o=this.tick_info();this._draw_major_ticks(t,o),this._draw_minor_ticks(t,o),this._draw_major_labels(t,o)}this.model.title&&this._draw_title(t),t.restore()}},e.prototype._draw_bbox=function(t){var e=this.compute_legend_dimensions();t.save(),this.visuals.background_fill.doit&&(this.visuals.background_fill.set_value(t),t.fillRect(0,0,e.width,e.height)),this.visuals.border_line.doit&&(this.visuals.border_line.set_value(t),t.strokeRect(0,0,e.width,e.height)),t.restore()},e.prototype._draw_image=function(t){var e=this._computed_image_dimensions();t.save(),t.setImageSmoothingEnabled(!1),t.globalAlpha=this.model.scale_alpha,t.drawImage(this.image,0,0,e.width,e.height),this.visuals.bar_line.doit&&(this.visuals.bar_line.set_value(t),t.strokeRect(0,0,e.width,e.height)),t.restore()},e.prototype._draw_major_ticks=function(t,e){if(this.visuals.major_tick_line.doit){var i=this._normals(),n=i[0],r=i[1],o=this._computed_image_dimensions(),s=[o.width*n,o.height*r],a=s[0],l=s[1],h=e.coords.major,u=h[0],c=h[1],_=this.model.major_tick_in,p=this.model.major_tick_out;t.save(),t.translate(a,l),this.visuals.major_tick_line.set_value(t);for(var d=0,f=u.length;d<f;d++)t.beginPath(),t.moveTo(Math.round(u[d]+n*p),Math.round(c[d]+r*p)),t.lineTo(Math.round(u[d]-n*_),Math.round(c[d]-r*_)),t.stroke();t.restore()}},e.prototype._draw_minor_ticks=function(t,e){if(this.visuals.minor_tick_line.doit){var i=this._normals(),n=i[0],r=i[1],o=this._computed_image_dimensions(),s=[o.width*n,o.height*r],a=s[0],l=s[1],h=e.coords.minor,u=h[0],c=h[1],_=this.model.minor_tick_in,p=this.model.minor_tick_out;t.save(),t.translate(a,l),this.visuals.minor_tick_line.set_value(t);for(var d=0,f=u.length;d<f;d++)t.beginPath(),t.moveTo(Math.round(u[d]+n*p),Math.round(c[d]+r*p)),t.lineTo(Math.round(u[d]-n*_),Math.round(c[d]-r*_)),t.stroke();t.restore()}},e.prototype._draw_major_labels=function(t,e){if(this.visuals.major_label_text.doit){var i=this._normals(),n=i[0],r=i[1],o=this._computed_image_dimensions(),s=[o.width*n,o.height*r],a=s[0],l=s[1],h=this.model.label_standoff+this._tick_extent(),u=[h*n,h*r],c=u[0],_=u[1],p=e.coords.major,d=p[0],f=p[1],v=e.labels.major;this.visuals.major_label_text.set_value(t),t.save(),t.translate(a+c,l+_);for(var m=0,g=d.length;m<g;m++)t.fillText(v[m],Math.round(d[m]+n*this.model.label_standoff),Math.round(f[m]+r*this.model.label_standoff));t.restore()}},e.prototype._draw_title=function(t){this.visuals.title_text.doit&&(t.save(),this.visuals.title_text.set_value(t),t.fillText(this.model.title,0,-this.model.title_standoff),t.restore())},e.prototype._get_label_extent=function(){var t,e=this.tick_info().labels.major;if(null==this.model.color_mapper.low||null==this.model.color_mapper.high||f.isEmpty(e))t=0;else{var i=this.plot_view.canvas_view.ctx;switch(i.save(),this.visuals.major_label_text.set_value(i),this.model.orientation){case\"vertical\":t=p.max(e.map(function(t){return i.measureText(t.toString()).width}));break;case\"horizontal\":t=_.measure_font(this.visuals.major_label_text.font_value()).height;break;default:throw new Error(\"unreachable code\")}t+=this.model.label_standoff,i.restore()}return t},e.prototype._get_image_offset=function(){var t=this.model.padding,e=this.model.padding+this._title_extent();return{x:t,y:e}},e.prototype._normals=function(){return\"vertical\"==this.model.orientation?[1,0]:[0,1]},e.prototype._title_extent=function(){var t=this.model.title_text_font+\" \"+this.model.title_text_font_size+\" \"+this.model.title_text_font_style,e=this.model.title?_.measure_font(t).height+this.model.title_standoff:0;return e},e.prototype._tick_extent=function(){return null!=this.model.color_mapper.low&&null!=this.model.color_mapper.high?p.max([this.model.major_tick_out,this.model.minor_tick_out]):0},e.prototype._computed_image_dimensions=function(){var t,e,i=this.plot_view.frame._height.value,n=this.plot_view.frame._width.value,r=this._title_extent();switch(this.model.orientation){case\"vertical\":\"auto\"==this.model.height?null!=this.panel?t=i-2*this.model.padding-r:(t=p.max([25*this.model.color_mapper.palette.length,.3*i]),t=p.min([t,.8*i-2*this.model.padding-r])):t=this.model.height,e=\"auto\"==this.model.width?25:this.model.width;break;case\"horizontal\":t=\"auto\"==this.model.height?25:this.model.height,\"auto\"==this.model.width?null!=this.panel?e=n-2*this.model.padding:(e=p.max([25*this.model.color_mapper.palette.length,.3*n]),e=p.min([e,.8*n-2*this.model.padding])):e=this.model.width;break;default:throw new Error(\"unreachable code\")}return{width:e,height:t}},e.prototype._tick_coordinate_scale=function(t){var e={source_range:new u.Range1d({start:this.model.color_mapper.low,end:this.model.color_mapper.high}),target_range:new u.Range1d({start:0,end:t})};switch(this.model.color_mapper.type){case\"LinearColorMapper\":return new l.LinearScale(e);case\"LogColorMapper\":return new h.LogScale(e);default:throw new Error(\"unreachable code\")}},e.prototype._format_major_labels=function(t,e){for(var i=this.model.formatter.doFormat(t,null),n=0,r=e.length;n<r;n++)e[n]in this.model.major_label_overrides&&(i[n]=this.model.major_label_overrides[e[n]]);return i},e.prototype.tick_info=function(){var t,e=this._computed_image_dimensions();switch(this.model.orientation){case\"vertical\":t=e.height;break;case\"horizontal\":t=e.width;break;default:throw new Error(\"unreachable code\")}for(var i=this._tick_coordinate_scale(t),n=this._normals(),r=n[0],o=n[1],s=[this.model.color_mapper.low,this.model.color_mapper.high],a=s[0],l=s[1],h=this.model.ticker.get_ticks(a,l,null,null,this.model.ticker.desired_num_ticks),u=h.major,c=h.minor,_=[[],[]],p=[[],[]],f=0,v=u.length;f<v;f++)u[f]<a||u[f]>l||(_[r].push(u[f]),_[o].push(0));for(var f=0,v=c.length;f<v;f++)c[f]<a||c[f]>l||(p[r].push(c[f]),p[o].push(0));var m={major:this._format_major_labels(_[r],u)},g={major:[[],[]],minor:[[],[]]};return g.major[r]=i.v_compute(_[r]),g.minor[r]=i.v_compute(p[r]),g.major[o]=_[o],g.minor[o]=p[o],\"vertical\"==this.model.orientation&&(g.major[r]=d.map(g.major[r],function(e){return t-e}),g.minor[r]=d.map(g.minor[r],function(e){return t-e})),{coords:g,labels:m}},e}(r.AnnotationView);i.ColorBarView=m;var g=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ColorBar\",this.prototype.default_view=m,this.mixins([\"text:major_label_\",\"text:title_\",\"line:major_tick_\",\"line:minor_tick_\",\"line:border_\",\"line:bar_\",\"fill:background_\"]),this.define({location:[c.Any,\"top_right\"],orientation:[c.Orientation,\"vertical\"],title:[c.String],title_standoff:[c.Number,2],width:[c.Any,\"auto\"],height:[c.Any,\"auto\"],scale_alpha:[c.Number,1],ticker:[c.Instance,function(){return new o.BasicTicker}],formatter:[c.Instance,function(){return new s.BasicTickFormatter}],major_label_overrides:[c.Any,{}],color_mapper:[c.Instance],label_standoff:[c.Number,5],margin:[c.Number,30],padding:[c.Number,10],major_tick_in:[c.Number,5],major_tick_out:[c.Number,0],minor_tick_in:[c.Number,0],minor_tick_out:[c.Number,0]}),this.override({background_fill_color:\"#ffffff\",background_fill_alpha:.95,bar_line_color:null,border_line_color:null,major_label_text_align:\"center\",major_label_text_baseline:\"middle\",major_label_text_font_size:\"8pt\",major_tick_line_color:\"#ffffff\",minor_tick_line_color:null,title_text_font_size:\"10pt\",title_text_font_style:\"italic\"})},e}(r.Annotation);i.ColorBar=g,g.initClass()},function(t,e,i){var n=t(63);i.Annotation=n.Annotation;var r=t(64);i.Arrow=r.Arrow;var o=t(65);i.ArrowHead=o.ArrowHead;var s=t(65);i.OpenHead=s.OpenHead;var a=t(65);i.NormalHead=a.NormalHead;var l=t(65);i.TeeHead=l.TeeHead;var h=t(65);i.VeeHead=h.VeeHead;var u=t(66);i.Band=u.Band;var c=t(67);i.BoxAnnotation=c.BoxAnnotation;var _=t(68);i.ColorBar=_.ColorBar;var p=t(70);i.Label=p.Label;var d=t(71);i.LabelSet=d.LabelSet;var f=t(72);i.Legend=f.Legend;var v=t(73);i.LegendItem=v.LegendItem;var m=t(74);i.PolyAnnotation=m.PolyAnnotation;var g=t(75);i.Slope=g.Slope;var y=t(76);i.Span=y.Span;var b=t(77);i.TextAnnotation=b.TextAnnotation;var x=t(78);i.Title=x.Title;var w=t(79);i.ToolbarPanel=w.ToolbarPanel;var k=t(80);i.Tooltip=k.Tooltip;var T=t(81);i.Whisker=T.Whisker},function(t,e,i){var n=t(388),r=t(77),o=t(5),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.visuals.warm_cache()},e.prototype._get_size=function(){var t=this.plot_view.canvas_view.ctx;this.visuals.text.set_value(t);var e=t.measureText(this.model.text),i=e.width,n=e.ascent;return{width:i,height:n}},e.prototype.render=function(){if(this.model.visible||\"css\"!=this.model.render_mode||o.undisplay(this.el),this.model.visible){var t;switch(this.model.angle_units){case\"rad\":t=-this.model.angle;break;case\"deg\":t=-this.model.angle*Math.PI/180;break;default:throw new Error(\"unreachable code\")}var e=null!=this.panel?this.panel:this.plot_view.frame,i=this.plot_view.frame.xscales[this.model.x_range_name],n=this.plot_view.frame.yscales[this.model.y_range_name],r=\"data\"==this.model.x_units?i.compute(this.model.x):e.xview.compute(this.model.x),s=\"data\"==this.model.y_units?n.compute(this.model.y):e.yview.compute(this.model.y);r+=this.model.x_offset,s-=this.model.y_offset;var a=\"canvas\"==this.model.render_mode?this._canvas_text.bind(this):this._css_text.bind(this);a(this.plot_view.canvas_view.ctx,this.model.text,r,s,t)}},e}(r.TextAnnotationView);i.LabelView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Label\",this.prototype.default_view=a,this.mixins([\"text\",\"line:border_\",\"fill:background_\"]),this.define({x:[s.Number],x_units:[s.SpatialUnits,\"data\"],y:[s.Number],y_units:[s.SpatialUnits,\"data\"],text:[s.String],angle:[s.Angle,0],angle_units:[s.AngleUnits,\"rad\"],x_offset:[s.Number,0],y_offset:[s.Number,0],x_range_name:[s.String,\"default\"],y_range_name:[s.String,\"default\"]}),this.override({background_fill_color:null,border_line_color:null})},e}(r.TextAnnotation);i.Label=l,l.initClass()},function(t,e,i){var n=t(388),r=t(77),o=t(208),s=t(5),a=t(18),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){if(t.prototype.initialize.call(this),this.set_data(this.model.source),\"css\"==this.model.render_mode)for(var e=0,i=this._text.length;e<i;e++){var n=s.div({class:\"bk-annotation-child\",style:{display:\"none\"}});this.el.appendChild(n)}},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),\"css\"==this.model.render_mode?(this.connect(this.model.change,function(){e.set_data(e.model.source),e.render()}),this.connect(this.model.source.streaming,function(){e.set_data(e.model.source),e.render()}),this.connect(this.model.source.patching,function(){e.set_data(e.model.source),e.render()}),this.connect(this.model.source.change,function(){e.set_data(e.model.source),e.render()})):(this.connect(this.model.change,function(){e.set_data(e.model.source),e.plot_view.request_render()}),this.connect(this.model.source.streaming,function(){e.set_data(e.model.source),e.plot_view.request_render()}),this.connect(this.model.source.patching,function(){e.set_data(e.model.source),e.plot_view.request_render()}),this.connect(this.model.source.change,function(){e.set_data(e.model.source),e.plot_view.request_render()}))},e.prototype.set_data=function(e){t.prototype.set_data.call(this,e),this.visuals.warm_cache(e)},e.prototype._map_data=function(){var t=this.plot_view.frame.xscales[this.model.x_range_name],e=this.plot_view.frame.yscales[this.model.y_range_name],i=null!=this.panel?this.panel:this.plot_view.frame,n=\"data\"==this.model.x_units?t.v_compute(this._x):i.xview.v_compute(this._x),r=\"data\"==this.model.y_units?e.v_compute(this._y):i.yview.v_compute(this._y);return[n,r]},e.prototype.render=function(){if(this.model.visible||\"css\"!=this.model.render_mode||s.undisplay(this.el),this.model.visible)for(var t=\"canvas\"==this.model.render_mode?this._v_canvas_text.bind(this):this._v_css_text.bind(this),e=this.plot_view.canvas_view.ctx,i=this._map_data(),n=i[0],r=i[1],o=0,a=this._text.length;o<a;o++)t(e,o,this._text[o],n[o]+this._x_offset[o],r[o]-this._y_offset[o],this._angle[o])},e.prototype._get_size=function(){var t=this.plot_view.canvas_view.ctx;this.visuals.text.set_value(t);var e=t.measureText(this._text[0]),i=e.width,n=e.ascent;return{width:i,height:n}},e.prototype._v_canvas_text=function(t,e,i,n,r,o){this.visuals.text.set_vectorize(t,e);var s=this._calculate_bounding_box_dimensions(t,i);t.save(),t.beginPath(),t.translate(n,r),t.rotate(o),t.rect(s[0],s[1],s[2],s[3]),this.visuals.background_fill.doit&&(this.visuals.background_fill.set_vectorize(t,e),t.fill()),this.visuals.border_line.doit&&(this.visuals.border_line.set_vectorize(t,e),t.stroke()),this.visuals.text.doit&&(this.visuals.text.set_vectorize(t,e),t.fillText(i,0,0)),t.restore()},e.prototype._v_css_text=function(t,e,i,n,r,o){var a=this.el.children[e];a.textContent=i,this.visuals.text.set_vectorize(t,e);var l=this._calculate_bounding_box_dimensions(t,i),h=this.visuals.border_line.line_dash.value(),u=h.length<2?\"solid\":\"dashed\";this.visuals.border_line.set_vectorize(t,e),this.visuals.background_fill.set_vectorize(t,e),a.style.position=\"absolute\",a.style.left=n+l[0]+\"px\",a.style.top=r+l[1]+\"px\",a.style.color=\"\"+this.visuals.text.text_color.value(),a.style.opacity=\"\"+this.visuals.text.text_alpha.value(),a.style.font=\"\"+this.visuals.text.font_value(),a.style.lineHeight=\"normal\",o&&(a.style.transform=\"rotate(\"+o+\"rad)\"),this.visuals.background_fill.doit&&(a.style.backgroundColor=\"\"+this.visuals.background_fill.color_value()),this.visuals.border_line.doit&&(a.style.borderStyle=\"\"+u,a.style.borderWidth=this.visuals.border_line.line_width.value()+\"px\",a.style.borderColor=\"\"+this.visuals.border_line.color_value()),s.display(a)},e}(r.TextAnnotationView);i.LabelSetView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"LabelSet\",this.prototype.default_view=l,this.mixins([\"text\",\"line:border_\",\"fill:background_\"]),this.define({x:[a.NumberSpec],y:[a.NumberSpec],x_units:[a.SpatialUnits,\"data\"],y_units:[a.SpatialUnits,\"data\"],text:[a.StringSpec,{field:\"text\"}],angle:[a.AngleSpec,0],x_offset:[a.NumberSpec,{value:0}],y_offset:[a.NumberSpec,{value:0}],source:[a.Instance,function(){return new o.ColumnDataSource}],x_range_name:[a.String,\"default\"],y_range_name:[a.String,\"default\"]}),this.override({background_fill_color:null,border_line_color:null})},e}(r.TextAnnotation);i.LabelSet=h,h.initClass()},function(t,e,i){var n=t(388),r=t(63),o=t(18),s=t(22),a=t(43),l=t(27),h=t(24),u=t(35),c=t(46),_=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.cursor=function(t,e){return\"none\"==this.model.click_policy?null:\"pointer\"},Object.defineProperty(e.prototype,\"legend_padding\",{get:function(){return null!=this.visuals.border_line.line_color.value()?this.model.padding:0},enumerable:!0,configurable:!0}),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.change,function(){return e.plot_view.request_render()}),this.connect(this.model.item_change,function(){return e.plot_view.request_render()})},e.prototype.compute_legend_bbox=function(){var t=this.model.get_legend_names(),e=this.model,i=e.glyph_height,n=e.glyph_width,r=this.model,o=r.label_height,s=r.label_width;this.max_label_height=h.max([a.measure_font(this.visuals.label_text.font_value()).height,o,i]);var _=this.plot_view.canvas_view.ctx;_.save(),this.visuals.label_text.set_value(_),this.text_widths={};for(var p=0,d=t;p<d.length;p++){var f=d[p];this.text_widths[f]=h.max([_.measureText(f).width,s])}_.restore();var v,m,g=Math.max(h.max(u.values(this.text_widths)),0),y=this.model.margin,b=this.legend_padding,x=this.model.spacing,w=this.model.label_standoff;if(\"vertical\"==this.model.orientation)v=t.length*this.max_label_height+Math.max(t.length-1,0)*x+2*b,m=g+n+w+2*b;else{for(var k in m=2*b+Math.max(t.length-1,0)*x,this.text_widths){var T=this.text_widths[k];m+=h.max([T,s])+n+w}v=this.max_label_height+2*b}var C,S,A=null!=this.panel?this.panel:this.plot_view.frame,M=A.bbox.ranges,E=M[0],z=M[1],O=this.model.location;if(c.isString(O))switch(O){case\"top_left\":C=E.start+y,S=z.start+y;break;case\"top_center\":C=(E.end+E.start)/2-m/2,S=z.start+y;break;case\"top_right\":C=E.end-y-m,S=z.start+y;break;case\"bottom_right\":C=E.end-y-m,S=z.end-y-v;break;case\"bottom_center\":C=(E.end+E.start)/2-m/2,S=z.end-y-v;break;case\"bottom_left\":C=E.start+y,S=z.end-y-v;break;case\"center_left\":C=E.start+y,S=(z.end+z.start)/2-v/2;break;case\"center\":C=(E.end+E.start)/2-m/2,S=(z.end+z.start)/2-v/2;break;case\"center_right\":C=E.end-y-m,S=(z.end+z.start)/2-v/2;break;default:throw new Error(\"unreachable code\")}else{if(!c.isArray(O)||2!=O.length)throw new Error(\"unreachable code\");var P=O[0],j=O[1];C=A.xview.compute(P),S=A.yview.compute(j)-v}return new l.BBox({left:C,top:S,width:m,height:v})},e.prototype.interactive_bbox=function(){return this.compute_legend_bbox()},e.prototype.interactive_hit=function(t,e){var i=this.interactive_bbox();return i.contains(t,e)},e.prototype.on_hit=function(t,e){for(var i,n,r,o=this.model.glyph_width,s=this.legend_padding,a=this.model.spacing,h=this.model.label_standoff,u=r=s,c=this.compute_legend_bbox(),_=\"vertical\"==this.model.orientation,p=0,d=this.model.items;p<d.length;p++)for(var f=d[p],v=f.get_labels_list_from_label_prop(),m=0,g=v;m<g.length;m++){var y=g[m],b=c.x+u,x=c.y+r,w=void 0,k=void 0;_?(i=[c.width-2*s,this.max_label_height],w=i[0],k=i[1]):(n=[this.text_widths[y]+o+h,this.max_label_height],w=n[0],k=n[1]);var T=new l.BBox({left:b,top:x,width:w,height:k});if(T.contains(t,e)){switch(this.model.click_policy){case\"hide\":for(var C=0,S=f.renderers;C<S.length;C++){var A=S[C];A.visible=!A.visible}break;case\"mute\":for(var M=0,E=f.renderers;M<E.length;M++){var A=E[M];A.muted=!A.muted}}return!0}_?r+=this.max_label_height+a:u+=this.text_widths[y]+o+h+a}return!1},e.prototype.render=function(){if(this.model.visible&&0!=this.model.items.length){for(var t=0,e=this.model.items;t<e.length;t++){var i=e[t];i.legend=this.model}var n=this.plot_view.canvas_view.ctx,r=this.compute_legend_bbox();n.save(),this._draw_legend_box(n,r),this._draw_legend_items(n,r),n.restore()}},e.prototype._draw_legend_box=function(t,e){t.beginPath(),t.rect(e.x,e.y,e.width,e.height),this.visuals.background_fill.set_value(t),t.fill(),this.visuals.border_line.doit&&(this.visuals.border_line.set_value(t),t.stroke())},e.prototype._draw_legend_items=function(t,e){for(var i=this,n=this.model,r=n.glyph_width,o=n.glyph_height,s=this.legend_padding,a=this.model.spacing,l=this.model.label_standoff,u=s,c=s,_=\"vertical\"==this.model.orientation,p=function(n){var p,f,v=n.get_labels_list_from_label_prop(),m=n.get_field_from_label_prop();if(0==v.length)return\"continue\";for(var g=function(){switch(i.model.click_policy){case\"none\":return!0;case\"hide\":return h.every(n.renderers,function(t){return t.visible});case\"mute\":return h.every(n.renderers,function(t){return!t.muted})}}(),y=0,b=v;y<b.length;y++){var x=b[y],w=e.x+u,k=e.y+c,T=w+r,C=k+o;_?c+=d.max_label_height+a:u+=d.text_widths[x]+r+l+a,d.visuals.label_text.set_value(t),t.fillText(x,T+l,k+d.max_label_height/2);for(var S=0,A=n.renderers;S<A.length;S++){var M=A[S],E=d.plot_view.renderer_views[M.id];E.draw_legend(t,w,T,k,C,m,x,n.index)}if(!g){var z=void 0,O=void 0;_?(p=[e.width-2*s,d.max_label_height],z=p[0],O=p[1]):(f=[d.text_widths[x]+r+l,d.max_label_height],z=f[0],O=f[1]),t.beginPath(),t.rect(w,k,z,O),d.visuals.inactive_fill.set_value(t),t.fill()}}},d=this,f=0,v=this.model.items;f<v.length;f++){var m=v[f];p(m)}},e.prototype._get_size=function(){var t=this.compute_legend_bbox(),e=t.width,i=t.height;return{width:e+2*this.model.margin,height:i+2*this.model.margin}},e}(r.AnnotationView);i.LegendView=_;var p=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.item_change=new s.Signal0(this,\"item_change\")},e.initClass=function(){this.prototype.type=\"Legend\",this.prototype.default_view=_,this.mixins([\"text:label_\",\"fill:inactive_\",\"line:border_\",\"fill:background_\"]),this.define({orientation:[o.Orientation,\"vertical\"],location:[o.Any,\"top_right\"],label_standoff:[o.Number,5],glyph_height:[o.Number,20],glyph_width:[o.Number,20],label_height:[o.Number,20],label_width:[o.Number,20],margin:[o.Number,10],padding:[o.Number,10],spacing:[o.Number,3],items:[o.Array,[]],click_policy:[o.Any,\"none\"]}),this.override({border_line_color:\"#e5e5e5\",border_line_alpha:.5,border_line_width:1,background_fill_color:\"#ffffff\",background_fill_alpha:.95,inactive_fill_color:\"white\",inactive_fill_alpha:.7,label_text_font_size:\"10pt\",label_text_baseline:\"middle\"})},e.prototype.get_legend_names=function(){for(var t=[],e=0,i=this.items;e<i.length;e++){var n=i[e],r=n.get_labels_list_from_label_prop();t.push.apply(t,r)}return t},e}(r.Annotation);i.Legend=p,p.initClass()},function(t,e,i){var n=t(388),r=t(62),o=t(209),s=t(49),a=t(18),l=t(17),h=t(24),u=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"LegendItem\",this.define({label:[a.StringSpec,null],renderers:[a.Array,[]],index:[a.Number,null]})},e.prototype._check_data_sources_on_renderers=function(){var t=this.get_field_from_label_prop();if(null!=t){if(this.renderers.length<1)return!1;var e=this.renderers[0].data_source;if(null!=e)for(var i=0,n=this.renderers;i<n.length;i++){var r=n[i];if(r.data_source!=e)return!1}}return!0},e.prototype._check_field_label_on_data_source=function(){var t=this.get_field_from_label_prop();if(null!=t){if(this.renderers.length<1)return!1;var e=this.renderers[0].data_source;if(null!=e&&!h.includes(e.columns(),t))return!1}return!0},e.prototype.initialize=function(){var e=this;t.prototype.initialize.call(this),this.legend=null,this.connect(this.change,function(){null!=e.legend&&e.legend.item_change.emit()});var i=this._check_data_sources_on_renderers();i||l.logger.error(\"Non matching data sources on legend item renderers\");var n=this._check_field_label_on_data_source();n||l.logger.error(\"Bad column name on label: \"+this.label)},e.prototype.get_field_from_label_prop=function(){var t=this.label;return s.isField(t)?t.field:null},e.prototype.get_labels_list_from_label_prop=function(){if(s.isValue(this.label)){var t=this.label.value;return null!=t?[t]:[]}var e=this.get_field_from_label_prop();if(null!=e){var i=void 0;if(!this.renderers[0]||null==this.renderers[0].data_source)return[\"No source found\"];if((i=this.renderers[0].data_source)instanceof o.ColumnarDataSource){var n=i.get_column(e);return null!=n?h.uniq(Array.from(n)):[\"Invalid field\"]}}return[]},e}(r.Model);i.LegendItem=u,u.initClass()},function(t,e,i){var n=t(388),r=t(63),o=t(22),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.change,function(){return e.plot_view.request_render()}),this.connect(this.model.data_update,function(){return e.plot_view.request_render()})},e.prototype.render=function(){if(this.model.visible){var t=this.model,e=t.xs,i=t.ys;if(e.length==i.length&&!(e.length<3||i.length<3)){for(var n=this.plot_view.frame,r=this.plot_view.canvas_view.ctx,o=0,s=e.length;o<s;o++){var a=void 0;if(\"screen\"!=this.model.xs_units)throw new Error(\"not implemented\");a=this.model.screen?e[o]:n.xview.compute(e[o]);var l=void 0;if(\"screen\"!=this.model.ys_units)throw new Error(\"not implemented\");l=this.model.screen?i[o]:n.yview.compute(i[o]),0==o?(r.beginPath(),r.moveTo(a,l)):r.lineTo(a,l)}r.closePath(),this.visuals.line.doit&&(this.visuals.line.set_value(r),r.stroke()),this.visuals.fill.doit&&(this.visuals.fill.set_value(r),r.fill())}}},e}(r.AnnotationView);i.PolyAnnotationView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"PolyAnnotation\",this.prototype.default_view=a,this.mixins([\"line\",\"fill\"]),this.define({xs:[s.Array,[]],xs_units:[s.SpatialUnits,\"data\"],ys:[s.Array,[]],ys_units:[s.SpatialUnits,\"data\"],x_range_name:[s.String,\"default\"],y_range_name:[s.String,\"default\"]}),this.internal({screen:[s.Boolean,!1]}),this.override({fill_color:\"#fff9ba\",fill_alpha:.4,line_color:\"#cccccc\",line_alpha:.3})},e.prototype.initialize=function(){t.prototype.initialize.call(this),this.data_update=new o.Signal0(this,\"data_update\")},e.prototype.update=function(t){var e=t.xs,i=t.ys;this.setv({xs:e,ys:i,screen:!0},{silent:!0}),this.data_update.emit()},e}(r.Annotation);i.PolyAnnotation=l,l.initClass()},function(t,e,i){var n=t(388),r=t(63),o=t(18),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this)},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.change,function(){return e.plot_view.request_render()})},e.prototype.render=function(){this.model.visible&&this._draw_slope()},e.prototype._draw_slope=function(){var t=this.model.gradient,e=this.model.y_intercept;if(null!=t&&null!=e){var i=this.plot_view.frame,n=i.xscales[this.model.x_range_name],r=i.yscales[this.model.y_range_name],o=i._top.value,s=o+i._height.value,a=r.invert(o),l=r.invert(s),h=(a-e)/t,u=(l-e)/t,c=n.compute(h),_=n.compute(u),p=this.plot_view.canvas_view.ctx;p.save(),p.beginPath(),this.visuals.line.set_value(p),p.moveTo(c,o),p.lineTo(_,s),p.stroke(),p.restore()}},e}(r.AnnotationView);i.SlopeView=s;var a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Slope\",this.prototype.default_view=s,this.mixins([\"line\"]),this.define({gradient:[o.Number,null],y_intercept:[o.Number,null],x_range_name:[o.String,\"default\"],y_range_name:[o.String,\"default\"]}),this.override({line_color:\"black\"})},e}(r.Annotation);i.Slope=a,a.initClass()},function(t,e,i){var n=t(388),r=t(63),o=t(5),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.plot_view.canvas_overlays.appendChild(this.el),this.el.style.position=\"absolute\",o.undisplay(this.el)},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.model.for_hover?this.connect(this.model.properties.computed_location.change,function(){return e._draw_span()}):\"canvas\"==this.model.render_mode?(this.connect(this.model.change,function(){return e.plot_view.request_render()}),this.connect(this.model.properties.location.change,function(){return e.plot_view.request_render()})):(this.connect(this.model.change,function(){return e.render()}),this.connect(this.model.properties.location.change,function(){return e._draw_span()}))},e.prototype.render=function(){this.model.visible||\"css\"!=this.model.render_mode||o.undisplay(this.el),this.model.visible&&this._draw_span()},e.prototype._draw_span=function(){var t=this,e=this.model.for_hover?this.model.computed_location:this.model.location;if(null!=e){var i,n,r,s,a=this.plot_view.frame,l=a.xscales[this.model.x_range_name],h=a.yscales[this.model.y_range_name],u=function(i,n){return t.model.for_hover?t.model.computed_location:\"data\"==t.model.location_units?i.compute(e):n.compute(e)};if(\"width\"==this.model.dimension?(r=u(h,a.yview),n=a._left.value,s=a._width.value,i=this.model.properties.line_width.value()):(r=a._top.value,n=u(l,a.xview),s=this.model.properties.line_width.value(),i=a._height.value),\"css\"==this.model.render_mode)this.el.style.top=r+\"px\",this.el.style.left=n+\"px\",this.el.style.width=s+\"px\",this.el.style.height=i+\"px\",this.el.style.backgroundColor=this.model.properties.line_color.value(),this.el.style.opacity=this.model.properties.line_alpha.value(),o.display(this.el);else if(\"canvas\"==this.model.render_mode){var c=this.plot_view.canvas_view.ctx;c.save(),c.beginPath(),this.visuals.line.set_value(c),c.moveTo(n,r),\"width\"==this.model.dimension?c.lineTo(n+s,r):c.lineTo(n,r+i),c.stroke(),c.restore()}}else o.undisplay(this.el)},e}(r.AnnotationView);i.SpanView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Span\",this.prototype.default_view=a,this.mixins([\"line\"]),this.define({render_mode:[s.RenderMode,\"canvas\"],x_range_name:[s.String,\"default\"],y_range_name:[s.String,\"default\"],location:[s.Number,null],location_units:[s.SpatialUnits,\"data\"],dimension:[s.Dimension,\"width\"]}),this.override({line_color:\"black\"}),this.internal({for_hover:[s.Boolean,!1],computed_location:[s.Number,null]})},e}(r.Annotation);i.Span=l,l.initClass()},function(t,e,i){var n=t(388),r=t(63),o=t(5),s=t(18),a=t(43),l=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.rotate=!0,e}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),\"css\"==this.model.render_mode&&(this.el.classList.add(\"bk-annotation\"),this.plot_view.canvas_overlays.appendChild(this.el))},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),\"css\"==this.model.render_mode?this.connect(this.model.change,function(){return e.render()}):this.connect(this.model.change,function(){return e.plot_view.request_render()})},e.prototype._calculate_text_dimensions=function(t,e){var i=t.measureText(e).width,n=a.measure_font(this.visuals.text.font_value()).height;return[i,n]},e.prototype._calculate_bounding_box_dimensions=function(t,e){var i,n,r=this._calculate_text_dimensions(t,e),o=r[0],s=r[1];switch(t.textAlign){case\"left\":i=0;break;case\"center\":i=-o/2;break;case\"right\":i=-o;break;default:throw new Error(\"unreachable code\")}switch(t.textBaseline){case\"top\":n=0;break;case\"middle\":n=-.5*s;break;case\"bottom\":n=-1*s;break;case\"alphabetic\":n=-.8*s;break;case\"hanging\":n=-.17*s;break;case\"ideographic\":n=-.83*s;break;default:throw new Error(\"unreachable code\")}return[i,n,o,s]},e.prototype._canvas_text=function(t,e,i,n,r){this.visuals.text.set_value(t);var o=this._calculate_bounding_box_dimensions(t,e);t.save(),t.beginPath(),t.translate(i,n),r&&t.rotate(r),t.rect(o[0],o[1],o[2],o[3]),this.visuals.background_fill.doit&&(this.visuals.background_fill.set_value(t),t.fill()),this.visuals.border_line.doit&&(this.visuals.border_line.set_value(t),t.stroke()),this.visuals.text.doit&&(this.visuals.text.set_value(t),t.fillText(e,0,0)),t.restore()},e.prototype._css_text=function(t,e,i,n,r){o.undisplay(this.el),this.visuals.text.set_value(t);var s=this._calculate_bounding_box_dimensions(t,e),a=this.visuals.border_line.line_dash.value(),l=a.length<2?\"solid\":\"dashed\";this.visuals.border_line.set_value(t),this.visuals.background_fill.set_value(t),this.el.style.position=\"absolute\",this.el.style.left=i+s[0]+\"px\",this.el.style.top=n+s[1]+\"px\",this.el.style.color=\"\"+this.visuals.text.text_color.value(),this.el.style.opacity=\"\"+this.visuals.text.text_alpha.value(),this.el.style.font=\"\"+this.visuals.text.font_value(),this.el.style.lineHeight=\"normal\",r&&(this.el.style.transform=\"rotate(\"+r+\"rad)\"),this.visuals.background_fill.doit&&(this.el.style.backgroundColor=\"\"+this.visuals.background_fill.color_value()),this.visuals.border_line.doit&&(this.el.style.borderStyle=\"\"+l,this.el.style.borderWidth=this.visuals.border_line.line_width.value()+\"px\",this.el.style.borderColor=\"\"+this.visuals.border_line.color_value()),this.el.textContent=e,o.display(this.el)},e}(r.AnnotationView);i.TextAnnotationView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"TextAnnotation\",this.define({render_mode:[s.RenderMode,\"canvas\"]})},e}(r.Annotation);i.TextAnnotation=h,h.initClass()},function(t,e,i){var n=t(388),r=t(77),o=t(5),s=t(51),a=t(18),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.visuals.text=new s.Text(this.model)},e.prototype._get_location=function(){var t,e,i=this.panel,n=this.model.offset;switch(i.side){case\"above\":case\"below\":switch(this.model.vertical_align){case\"top\":e=i._top.value+5;break;case\"middle\":e=i._vcenter.value;break;case\"bottom\":e=i._bottom.value-5;break;default:throw new Error(\"unreachable code\")}switch(this.model.align){case\"left\":t=i._left.value+n;break;case\"center\":t=i._hcenter.value;break;case\"right\":t=i._right.value-n;break;default:throw new Error(\"unreachable code\")}break;case\"left\":switch(this.model.vertical_align){case\"top\":t=i._left.value-5;break;case\"middle\":t=i._hcenter.value;break;case\"bottom\":t=i._right.value+5;break;default:throw new Error(\"unreachable code\")}switch(this.model.align){case\"left\":e=i._bottom.value-n;break;case\"center\":e=i._vcenter.value;break;case\"right\":e=i._top.value+n;break;default:throw new Error(\"unreachable code\")}break;case\"right\":switch(this.model.vertical_align){case\"top\":t=i._right.value-5;break;case\"middle\":t=i._hcenter.value;break;case\"bottom\":t=i._left.value+5;break;default:throw new Error(\"unreachable code\")}switch(this.model.align){case\"left\":e=i._top.value+n;break;case\"center\":e=i._vcenter.value;break;case\"right\":e=i._bottom.value-n;break;default:throw new Error(\"unreachable code\")}break;default:throw new Error(\"unreachable code\")}return[t,e]},e.prototype.render=function(){if(this.model.visible){var t=this.model.text;if(null!=t&&0!=t.length){this.model.text_baseline=this.model.vertical_align,this.model.text_align=this.model.align;var e=this._get_location(),i=e[0],n=e[1],r=this.panel.get_label_angle_heuristic(\"parallel\"),s=\"canvas\"==this.model.render_mode?this._canvas_text.bind(this):this._css_text.bind(this);s(this.plot_view.canvas_view.ctx,t,i,n,r)}}else\"css\"==this.model.render_mode&&o.undisplay(this.el)},e.prototype._get_size=function(){var t=this.model.text;if(null==t||0==t.length)return{width:0,height:0};this.visuals.text.set_value(this.ctx);var e=this.ctx.measureText(t),i=e.width,n=e.ascent;return{width:i,height:n+10}},e}(r.TextAnnotationView);i.TitleView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Title\",this.prototype.default_view=l,this.mixins([\"line:border_\",\"fill:background_\"]),this.define({text:[a.String],text_font:[a.Font,\"helvetica\"],text_font_size:[a.FontSizeSpec,\"10pt\"],text_font_style:[a.FontStyle,\"bold\"],text_color:[a.ColorSpec,\"#444444\"],text_alpha:[a.NumberSpec,1],vertical_align:[a.VerticalAlign,\"bottom\"],align:[a.TextAlign,\"left\"],offset:[a.Number,0]}),this.override({background_fill_color:null,border_line_color:null}),this.internal({text_align:[a.TextAlign,\"left\"],text_baseline:[a.TextBaseline,\"bottom\"]})},e}(r.TextAnnotation);i.Title=h,h.initClass()},function(t,e,i){var n=t(388),r=t(63),o=t(4),s=t(5),a=t(18),l=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.rotate=!0,e}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.plot_view.canvas_events.appendChild(this.el),this._toolbar_views={},o.build_views(this._toolbar_views,[this.model.toolbar],{parent:this});var e=this._toolbar_views[this.model.toolbar.id];this.plot_view.visibility_callbacks.push(function(t){return e.set_visibility(t)})},e.prototype.remove=function(){o.remove_views(this._toolbar_views),t.prototype.remove.call(this)},e.prototype.render=function(){if(t.prototype.render.call(this),this.model.visible){this.el.style.position=\"absolute\",this.el.style.overflow=\"hidden\",s.position(this.el,this.panel.bbox);var e=this._toolbar_views[this.model.toolbar.id];e.render(),s.empty(this.el),this.el.appendChild(e.el),s.display(this.el)}else s.undisplay(this.el)},e.prototype._get_size=function(){var t=this.model.toolbar,e=t.tools,i=t.logo;return{width:30*e.length+(null!=i?25:0),height:30}},e}(r.AnnotationView);i.ToolbarPanelView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ToolbarPanel\",this.prototype.default_view=l,this.define({toolbar:[a.Instance]})},e}(r.Annotation);i.ToolbarPanel=h,h.initClass()},function(t,e,i){var n=t(388),r=t(63),o=t(5),s=t(18);function a(t,e,i,n,r){var o;switch(t){case\"horizontal\":o=e<n?\"right\":\"left\";break;case\"vertical\":o=i<r?\"below\":\"above\";break;default:o=t}return o}i.compute_side=a;var l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.plot_view.canvas_overlays.appendChild(this.el),o.undisplay(this.el)},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.properties.data.change,function(){return e._draw_tips()})},e.prototype.css_classes=function(){return t.prototype.css_classes.call(this).concat(\"bk-tooltip\")},e.prototype.render=function(){this.model.visible&&this._draw_tips()},e.prototype._draw_tips=function(){var t=this.model.data;if(o.empty(this.el),o.undisplay(this.el),this.model.custom?this.el.classList.add(\"bk-tooltip-custom\"):this.el.classList.remove(\"bk-tooltip-custom\"),0!=t.length){for(var e=this.plot_view.frame,i=0,n=t;i<n.length;i++){var r=n[i],s=r[0],l=r[1],h=r[2];if(!this.model.inner_only||e.bbox.contains(s,l)){var u=o.div({},h);this.el.appendChild(u)}}var c,_,p=t[t.length-1],d=p[0],f=p[1],v=a(this.model.attachment,d,f,e._hcenter.value,e._vcenter.value);switch(this.el.classList.remove(\"bk-right\"),this.el.classList.remove(\"bk-left\"),this.el.classList.remove(\"bk-above\"),this.el.classList.remove(\"bk-below\"),o.display(this.el),v){case\"right\":this.el.classList.add(\"bk-left\"),c=d+(this.el.offsetWidth-this.el.clientWidth)+10,_=f-this.el.offsetHeight/2;break;case\"left\":this.el.classList.add(\"bk-right\"),c=d-this.el.offsetWidth-10,_=f-this.el.offsetHeight/2;break;case\"below\":this.el.classList.add(\"bk-above\"),_=f+(this.el.offsetHeight-this.el.clientHeight)+10,c=Math.round(d-this.el.offsetWidth/2);break;case\"above\":this.el.classList.add(\"bk-below\"),_=f-this.el.offsetHeight-10,c=Math.round(d-this.el.offsetWidth/2);break;default:throw new Error(\"unreachable code\")}this.model.show_arrow&&this.el.classList.add(\"bk-tooltip-arrow\"),this.el.childNodes.length>0?(this.el.style.top=_+\"px\",this.el.style.left=c+\"px\"):o.undisplay(this.el)}},e}(r.AnnotationView);i.TooltipView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Tooltip\",this.prototype.default_view=l,this.define({attachment:[s.TooltipAttachment,\"horizontal\"],inner_only:[s.Boolean,!0],show_arrow:[s.Boolean,!0]}),this.override({level:\"overlay\"}),this.internal({data:[s.Any,[]],custom:[s.Any]})},e.prototype.clear=function(){this.data=[]},e.prototype.add=function(t,e,i){this.data=this.data.concat([[t,e,i]])},e}(r.Annotation);i.Tooltip=h,h.initClass()},function(t,e,i){var n=t(388),r=t(63),o=t(208),s=t(65),a=t(18),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.set_data(this.model.source)},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.source.streaming,function(){return e.set_data(e.model.source)}),this.connect(this.model.source.patching,function(){return e.set_data(e.model.source)}),this.connect(this.model.source.change,function(){return e.set_data(e.model.source)})},e.prototype.set_data=function(e){t.prototype.set_data.call(this,e),this.visuals.warm_cache(e),this.plot_view.request_render()},e.prototype._map_data=function(){var t,e,i,n=this.plot_view.frame,r=this.model.dimension,o=n.xscales[this.model.x_range_name],s=n.yscales[this.model.y_range_name],a=\"height\"==r?s:o,l=\"height\"==r?o:s,h=\"height\"==r?n.yview:n.xview,u=\"height\"==r?n.xview:n.yview;t=\"data\"==this.model.properties.lower.units?a.v_compute(this._lower):h.v_compute(this._lower),e=\"data\"==this.model.properties.upper.units?a.v_compute(this._upper):h.v_compute(this._upper),i=\"data\"==this.model.properties.base.units?l.v_compute(this._base):u.v_compute(this._base);var c=\"height\"==r?[1,0]:[0,1],_=c[0],p=c[1],d=[t,i],f=[e,i];this._lower_sx=d[_],this._lower_sy=d[p],this._upper_sx=f[_],this._upper_sy=f[p]},e.prototype.render=function(){if(this.model.visible){this._map_data();var t=this.plot_view.canvas_view.ctx;if(this.visuals.line.doit)for(var e=0,i=this._lower_sx.length;e<i;e++)this.visuals.line.set_vectorize(t,e),t.beginPath(),t.moveTo(this._lower_sx[e],this._lower_sy[e]),t.lineTo(this._upper_sx[e],this._upper_sy[e]),t.stroke();var n=\"height\"==this.model.dimension?0:Math.PI/2;if(null!=this.model.lower_head)for(var e=0,i=this._lower_sx.length;e<i;e++)t.save(),t.translate(this._lower_sx[e],this._lower_sy[e]),t.rotate(n+Math.PI),this.model.lower_head.render(t,e),t.restore();if(null!=this.model.upper_head)for(var e=0,i=this._upper_sx.length;e<i;e++)t.save(),t.translate(this._upper_sx[e],this._upper_sy[e]),t.rotate(n),this.model.upper_head.render(t,e),t.restore()}},e}(r.AnnotationView);i.WhiskerView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Whisker\",this.prototype.default_view=l,this.mixins([\"line\"]),this.define({lower:[a.DistanceSpec],lower_head:[a.Instance,function(){return new s.TeeHead({level:\"underlay\",size:10})}],upper:[a.DistanceSpec],upper_head:[a.Instance,function(){return new s.TeeHead({level:\"underlay\",size:10})}],base:[a.DistanceSpec],dimension:[a.Dimension,\"height\"],source:[a.Instance,function(){return new o.ColumnDataSource}],x_range_name:[a.String,\"default\"],y_range_name:[a.String,\"default\"]}),this.override({level:\"underlay\"})},e}(r.Annotation);i.Whisker=h,h.initClass()},function(t,e,i){var n=t(388),r=t(195),o=t(18),s=t(24),a=t(46),l=t(188),h=Math.abs,u=Math.min,c=Math.max,_=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.rotate=!0,e}return n.__extends(e,t),Object.defineProperty(e.prototype,\"panel\",{get:function(){return this.layout},enumerable:!0,configurable:!0}),e.prototype.render=function(){if(this.model.visible){var t={tick:this._tick_extent(),tick_label:this._tick_label_extents(),axis_label:this._axis_label_extent()},e=this.tick_coords,i=this.plot_view.canvas_view.ctx;i.save(),this._draw_rule(i,t),this._draw_major_ticks(i,t,e),this._draw_minor_ticks(i,t,e),this._draw_major_labels(i,t,e),this._draw_axis_label(i,t,e),null!=this._render&&this._render(i,t,e),i.restore()}},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.change,function(){return e.plot_view.request_paint()});var i=this.model.properties;this.on_change(i.visible,function(){return e.plot_view.request_layout()})},e.prototype.get_size=function(){if(this.model.visible&&null==this.model.fixed_location){var t=this._get_size();return{width:0,height:Math.round(t)}}return{width:0,height:0}},e.prototype._get_size=function(){return this._tick_extent()+this._tick_label_extent()+this._axis_label_extent()},Object.defineProperty(e.prototype,\"needs_clip\",{get:function(){return null!=this.model.fixed_location},enumerable:!0,configurable:!0}),e.prototype._draw_rule=function(t,e){if(this.visuals.axis_line.doit){var i=this.rule_coords,n=i[0],r=i[1],o=this.plot_view.map_to_screen(n,r,this.model.x_range_name,this.model.y_range_name),s=o[0],a=o[1],l=this.normals,h=l[0],u=l[1],c=this.offsets,_=c[0],p=c[1];this.visuals.axis_line.set_value(t),t.beginPath(),t.moveTo(Math.round(s[0]+h*_),Math.round(a[0]+u*p));for(var d=1;d<s.length;d++){var f=Math.round(s[d]+h*_),v=Math.round(a[d]+u*p);t.lineTo(f,v)}t.stroke()}},e.prototype._draw_major_ticks=function(t,e,i){var n=this.model.major_tick_in,r=this.model.major_tick_out,o=this.visuals.major_tick_line;this._draw_ticks(t,i.major,n,r,o)},e.prototype._draw_minor_ticks=function(t,e,i){var n=this.model.minor_tick_in,r=this.model.minor_tick_out,o=this.visuals.minor_tick_line;this._draw_ticks(t,i.minor,n,r,o)},e.prototype._draw_major_labels=function(t,e,i){var n=i.major,r=this.compute_labels(n[this.dimension]),o=this.model.major_label_orientation,s=e.tick+this.model.major_label_standoff,a=this.visuals.major_label_text;this._draw_oriented_labels(t,r,n,o,this.panel.side,s,a)},e.prototype._draw_axis_label=function(t,e,i){if(null!=this.model.axis_label&&0!=this.model.axis_label.length&&null==this.model.fixed_location){var n,r;switch(this.panel.side){case\"above\":n=this.panel._hcenter.value,r=this.panel._bottom.value;break;case\"below\":n=this.panel._hcenter.value,r=this.panel._top.value;break;case\"left\":n=this.panel._right.value,r=this.panel._vcenter.value;break;case\"right\":n=this.panel._left.value,r=this.panel._vcenter.value;break;default:throw new Error(\"unknown side: \"+this.panel.side)}var o=[[n],[r]],a=e.tick+s.sum(e.tick_label)+this.model.axis_label_standoff,l=this.visuals.axis_label_text;this._draw_oriented_labels(t,[this.model.axis_label],o,\"parallel\",this.panel.side,a,l,\"screen\")}},e.prototype._draw_ticks=function(t,e,i,n,r){if(r.doit){var o=e[0],s=e[1],a=this.plot_view.map_to_screen(o,s,this.model.x_range_name,this.model.y_range_name),l=a[0],h=a[1],u=this.normals,c=u[0],_=u[1],p=this.offsets,d=p[0],f=p[1],v=[c*(d-i),_*(f-i)],m=v[0],g=v[1],y=[c*(d+n),_*(f+n)],b=y[0],x=y[1];r.set_value(t);for(var w=0;w<l.length;w++){var k=Math.round(l[w]+b),T=Math.round(h[w]+x),C=Math.round(l[w]+m),S=Math.round(h[w]+g);t.beginPath(),t.moveTo(k,T),t.lineTo(C,S),t.stroke()}}},e.prototype._draw_oriented_labels=function(t,e,i,n,r,o,s,l){var h,u,c;if(void 0===l&&(l=\"data\"),s.doit&&0!=e.length){var _,p,d,f;if(\"screen\"==l)_=i[0],p=i[1],d=(h=[0,0])[0],f=h[1];else{var v=i[0],m=i[1];u=this.plot_view.map_to_screen(v,m,this.model.x_range_name,this.model.y_range_name),_=u[0],p=u[1],c=this.offsets,d=c[0],f=c[1]}var g,y=this.normals,b=y[0],x=y[1],w=b*(d+o),k=x*(f+o);s.set_value(t),this.panel.apply_label_text_heuristics(t,n),g=a.isString(n)?this.panel.get_label_angle_heuristic(n):-n;for(var T=0;T<_.length;T++){var C=Math.round(_[T]+w),S=Math.round(p[T]+k);t.translate(C,S),t.rotate(g),t.fillText(e[T],0,0),t.rotate(-g),t.translate(-C,-S)}}},e.prototype._axis_label_extent=function(){if(null==this.model.axis_label||\"\"==this.model.axis_label)return 0;var t=this.model.axis_label_standoff,e=this.visuals.axis_label_text;return this._oriented_labels_extent([this.model.axis_label],\"parallel\",this.panel.side,t,e)},e.prototype._tick_extent=function(){return this.model.major_tick_out},e.prototype._tick_label_extent=function(){return s.sum(this._tick_label_extents())},e.prototype._tick_label_extents=function(){var t=this.tick_coords.major,e=this.compute_labels(t[this.dimension]),i=this.model.major_label_orientation,n=this.model.major_label_standoff,r=this.visuals.major_label_text;return[this._oriented_labels_extent(e,i,this.panel.side,n,r)]},e.prototype._oriented_labels_extent=function(t,e,i,n,r){if(0==t.length)return 0;var o,s,l=this.plot_view.canvas_view.ctx;r.set_value(l),a.isString(e)?(o=1,s=this.panel.get_label_angle_heuristic(e)):(o=2,s=-e),s=Math.abs(s);for(var h=Math.cos(s),u=Math.sin(s),c=0,_=0;_<t.length;_++){var p=1.1*l.measureText(t[_]).width,d=.9*l.measureText(t[_]).ascent,f=void 0;(f=\"above\"==i||\"below\"==i?p*u+d/o*h:p*h+d/o*u)>c&&(c=f)}return c>0&&(c+=n),c},Object.defineProperty(e.prototype,\"normals\",{get:function(){return this.panel.normals},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"dimension\",{get:function(){return this.panel.dimension},enumerable:!0,configurable:!0}),e.prototype.compute_labels=function(t){for(var e=this.model.formatter.doFormat(t,this),i=0;i<t.length;i++)t[i]in this.model.major_label_overrides&&(e[i]=this.model.major_label_overrides[t[i]]);return e},Object.defineProperty(e.prototype,\"offsets\",{get:function(){if(null!=this.model.fixed_location)return[0,0];var t=this.plot_view.frame,e=[0,0],i=e[0],n=e[1];switch(this.panel.side){case\"below\":n=h(this.panel._top.value-t._bottom.value);break;case\"above\":n=h(this.panel._bottom.value-t._top.value);break;case\"right\":i=h(this.panel._left.value-t._right.value);break;case\"left\":i=h(this.panel._right.value-t._left.value)}return[i,n]},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"ranges\",{get:function(){var t=this.dimension,e=(t+1)%2,i=this.plot_view.frame,n=[i.x_ranges[this.model.x_range_name],i.y_ranges[this.model.y_range_name]];return[n[t],n[e]]},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"computed_bounds\",{get:function(){var t=this.ranges[0],e=this.model.bounds,i=[t.min,t.max];if(\"auto\"==e)return[t.min,t.max];if(a.isArray(e)){var n=void 0,r=void 0,o=e[0],s=e[1],l=i[0],_=i[1];return h(o-s)>h(l-_)?(n=c(u(o,s),l),r=u(c(o,s),_)):(n=u(o,s),r=c(o,s)),[n,r]}throw new Error(\"user bounds '\"+e+\"' not understood\")},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"rule_coords\",{get:function(){var t=this.dimension,e=(t+1)%2,i=this.ranges[0],n=this.computed_bounds,r=n[0],o=n[1],s=new Array(2),a=new Array(2),l=[s,a];return l[t][0]=Math.max(r,i.min),l[t][1]=Math.min(o,i.max),l[t][0]>l[t][1]&&(l[t][0]=l[t][1]=NaN),l[e][0]=this.loc,l[e][1]=this.loc,l},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"tick_coords\",{get:function(){for(var t=this.dimension,e=(t+1)%2,i=this.ranges[0],n=this.computed_bounds,r=n[0],o=n[1],s=this.model.ticker.get_ticks(r,o,i,this.loc,{}),a=s.major,l=s.minor,h=[[],[]],u=[[],[]],c=[i.min,i.max],_=c[0],p=c[1],d=0;d<a.length;d++)a[d]<_||a[d]>p||(h[t].push(a[d]),h[e].push(this.loc));for(var d=0;d<l.length;d++)l[d]<_||l[d]>p||(u[t].push(l[d]),u[e].push(this.loc));return{major:h,minor:u}},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"loc\",{get:function(){var t=this.model.fixed_location;if(null!=t){if(a.isNumber(t))return t;var e=this.ranges,i=e[1];if(i instanceof l.FactorRange)return i.synthetic(t);throw new Error(\"unexpected\")}var n=this.ranges,r=n[1];switch(this.panel.side){case\"left\":case\"below\":return r.start;case\"right\":case\"above\":return r.end}},enumerable:!0,configurable:!0}),e.prototype.serializable_state=function(){return n.__assign({},t.prototype.serializable_state.call(this),{bbox:this.layout.bbox.rect})},e}(r.GuideRendererView);i.AxisView=_;var p=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Axis\",this.prototype.default_view=_,this.mixins([\"line:axis_\",\"line:major_tick_\",\"line:minor_tick_\",\"text:major_label_\",\"text:axis_label_\"]),this.define({bounds:[o.Any,\"auto\"],ticker:[o.Instance],formatter:[o.Instance],x_range_name:[o.String,\"default\"],y_range_name:[o.String,\"default\"],axis_label:[o.String,\"\"],axis_label_standoff:[o.Int,5],major_label_standoff:[o.Int,5],major_label_orientation:[o.Any,\"horizontal\"],major_label_overrides:[o.Any,{}],major_tick_in:[o.Number,2],major_tick_out:[o.Number,6],minor_tick_in:[o.Number,0],minor_tick_out:[o.Number,4],fixed_location:[o.Any,null]}),this.override({axis_line_color:\"black\",major_tick_line_color:\"black\",minor_tick_line_color:\"black\",major_label_text_font_size:\"8pt\",major_label_text_align:\"center\",major_label_text_baseline:\"alphabetic\",axis_label_text_font_size:\"10pt\",axis_label_text_font_style:\"italic\"})},e}(r.GuideRenderer);i.Axis=p,p.initClass()},function(t,e,i){var n=t(388),r=t(82),o=t(218),s=t(108),a=t(18),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._render=function(t,e,i){this._draw_group_separators(t,e,i)},e.prototype._draw_group_separators=function(t,e,i){var n,r=this.ranges[0],o=this.computed_bounds,s=o[0],a=o[1];if(r.tops&&!(r.tops.length<2)&&this.visuals.separator_line.doit){for(var l=this.dimension,h=(l+1)%2,u=[[],[]],c=0,_=0;_<r.tops.length-1;_++){for(var p=void 0,d=void 0,f=c;f<r.factors.length;f++)if(r.factors[f][0]==r.tops[_+1]){n=[r.factors[f-1],r.factors[f]],p=n[0],d=n[1],c=f;break}var v=(r.synthetic(p)+r.synthetic(d))/2;v>s&&v<a&&(u[l].push(v),u[h].push(this.loc))}var m=this._tick_label_extent();this._draw_ticks(t,u,-3,m-6,this.visuals.separator_line)}},e.prototype._draw_major_labels=function(t,e,i){for(var n=this._get_factor_info(),r=e.tick+this.model.major_label_standoff,o=0;o<n.length;o++){var s=n[o],a=s[0],l=s[1],h=s[2],u=s[3];this._draw_oriented_labels(t,a,l,h,this.panel.side,r,u),r+=e.tick_label[o]}},e.prototype._tick_label_extents=function(){for(var t=this._get_factor_info(),e=[],i=0,n=t;i<n.length;i++){var r=n[i],o=r[0],s=r[2],a=r[3],l=this._oriented_labels_extent(o,s,this.panel.side,this.model.major_label_standoff,a);e.push(l)}return e},e.prototype._get_factor_info=function(){var t=this.ranges[0],e=this.computed_bounds,i=e[0],n=e[1],r=this.loc,o=this.model.ticker.get_ticks(i,n,t,r,{}),s=this.tick_coords,a=[];if(1==t.levels){var l=o.major,h=this.model.formatter.doFormat(l,this);a.push([h,s.major,this.model.major_label_orientation,this.visuals.major_label_text])}else if(2==t.levels){var l=o.major.map(function(t){return t[1]}),h=this.model.formatter.doFormat(l,this);a.push([h,s.major,this.model.major_label_orientation,this.visuals.major_label_text]),a.push([o.tops,s.tops,this.model.group_label_orientation,this.visuals.group_text])}else if(3==t.levels){var l=o.major.map(function(t){return t[2]}),h=this.model.formatter.doFormat(l,this),u=o.mids.map(function(t){return t[1]});a.push([h,s.major,this.model.major_label_orientation,this.visuals.major_label_text]),a.push([u,s.mids,this.model.subgroup_label_orientation,this.visuals.subgroup_text]),a.push([o.tops,s.tops,this.model.group_label_orientation,this.visuals.group_text])}return a},Object.defineProperty(e.prototype,\"tick_coords\",{get:function(){var t=this,e=this.dimension,i=(e+1)%2,n=this.ranges[0],r=this.computed_bounds,o=r[0],s=r[1],a=this.model.ticker.get_ticks(o,s,n,this.loc,{}),l={major:[[],[]],mids:[[],[]],tops:[[],[]],minor:[[],[]]};return l.major[e]=a.major,l.major[i]=a.major.map(function(e){return t.loc}),3==n.levels&&(l.mids[e]=a.mids),l.mids[i]=a.mids.map(function(e){return t.loc}),n.levels>1&&(l.tops[e]=a.tops),l.tops[i]=a.tops.map(function(e){return t.loc}),l},enumerable:!0,configurable:!0}),e}(r.AxisView);i.CategoricalAxisView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"CategoricalAxis\",this.prototype.default_view=l,this.mixins([\"line:separator_\",\"text:group_\",\"text:subgroup_\"]),this.define({group_label_orientation:[a.Any,\"parallel\"],subgroup_label_orientation:[a.Any,\"parallel\"]}),this.override({ticker:function(){return new o.CategoricalTicker},formatter:function(){return new s.CategoricalTickFormatter},separator_line_color:\"lightgrey\",separator_line_width:2,group_text_font_style:\"bold\",group_text_font_size:\"8pt\",group_text_color:\"grey\",subgroup_text_font_style:\"bold\",subgroup_text_font_size:\"8pt\"})},e}(r.Axis);i.CategoricalAxis=h,h.initClass()},function(t,e,i){var n=t(388),r=t(82),o=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ContinuousAxis\"},e}(r.Axis);i.ContinuousAxis=o,o.initClass()},function(t,e,i){var n=t(388),r=t(87),o=t(109),s=t(221),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e}(r.LinearAxisView);i.DatetimeAxisView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"DatetimeAxis\",this.prototype.default_view=a,this.override({ticker:function(){return new s.DatetimeTicker},formatter:function(){return new o.DatetimeTickFormatter}})},e}(r.LinearAxis);i.DatetimeAxis=l,l.initClass()},function(t,e,i){var n=t(82);i.Axis=n.Axis;var r=t(83);i.CategoricalAxis=r.CategoricalAxis;var o=t(84);i.ContinuousAxis=o.ContinuousAxis;var s=t(85);i.DatetimeAxis=s.DatetimeAxis;var a=t(87);i.LinearAxis=a.LinearAxis;var l=t(88);i.LogAxis=l.LogAxis;var h=t(89);i.MercatorAxis=h.MercatorAxis},function(t,e,i){var n=t(388),r=t(82),o=t(84),s=t(107),a=t(217),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e}(r.AxisView);i.LinearAxisView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"LinearAxis\",this.prototype.default_view=l,this.override({ticker:function(){return new a.BasicTicker},formatter:function(){return new s.BasicTickFormatter}})},e}(o.ContinuousAxis);i.LinearAxis=h,h.initClass()},function(t,e,i){var n=t(388),r=t(82),o=t(84),s=t(112),a=t(225),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e}(r.AxisView);i.LogAxisView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"LogAxis\",this.prototype.default_view=l,this.override({ticker:function(){return new a.LogTicker},formatter:function(){return new s.LogTickFormatter}})},e}(o.ContinuousAxis);i.LogAxis=h,h.initClass()},function(t,e,i){var n=t(388),r=t(82),o=t(87),s=t(113),a=t(226),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e}(r.AxisView);i.MercatorAxisView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"MercatorAxis\",this.prototype.default_view=l,this.override({ticker:function(){return new a.MercatorTicker({dimension:\"lat\"})},formatter:function(){return new s.MercatorTickFormatter({dimension:\"lat\"})}})},e}(o.LinearAxis);i.MercatorAxis=h,h.initClass()},function(t,e,i){var n=t(388),r=t(62),o=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Callback\"},e}(r.Model);i.Callback=o,o.initClass()},function(t,e,i){var n=t(388),r=t(90),o=t(18),s=t(35),a=t(40),l=function(e){function i(t){return e.call(this,t)||this}return n.__extends(i,e),i.initClass=function(){this.prototype.type=\"CustomJS\",this.define({args:[o.Any,{}],code:[o.String,\"\"],use_strict:[o.Boolean,!1]})},Object.defineProperty(i.prototype,\"names\",{get:function(){return s.keys(this.args)},enumerable:!0,configurable:!0}),Object.defineProperty(i.prototype,\"values\",{get:function(){return s.values(this.args)},enumerable:!0,configurable:!0}),Object.defineProperty(i.prototype,\"func\",{get:function(){var t=this.use_strict?a.use_strict(this.code):this.code;return new(Function.bind.apply(Function,[void 0].concat(this.names,[\"cb_obj\",\"cb_data\",\"require\",\"exports\",t])))},enumerable:!0,configurable:!0}),i.prototype.execute=function(e,i){return void 0===i&&(i={}),this.func.apply(e,this.values.concat(e,i,t,{}))},i}(r.Callback);i.CustomJS=l,l.initClass()},function(t,e,i){var n=t(91);i.CustomJS=n.CustomJS;var r=t(93);i.OpenURL=r.OpenURL},function(t,e,i){var n=t(388),r=t(90),o=t(42),s=t(18),a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"OpenURL\",this.define({url:[s.String,\"http://\"],same_tab:[s.Boolean,!1]})},e.prototype.execute=function(t,e){for(var i=this,n=e.source,r=function(t){var e=o.replace_placeholders(i.url,n,t);i.same_tab?window.location.href=e:window.open(e)},s=n.selected,a=0,l=s.indices;a<l.length;a++){var h=l[a];r(h)}for(var u=0,c=s.line_indices;u<c.length;u++){var h=c[u];r(h)}},e}(r.Callback);i.OpenURL=a,a.initClass()},function(t,e,i){var n=t(388),r=t(8),o=t(6),s=t(17),a=t(18),l=t(5),h=t(27),u=t(31),c=t(29);u.is_ie&&\"undefined\"!=typeof CanvasPixelArray&&(CanvasPixelArray.prototype.set=function(t){for(var e=0;e<this.length;e++)this[e]=t[e]});var _=t(297),p=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),Object.defineProperty(e.prototype,\"ctx\",{get:function(){return this._ctx},enumerable:!0,configurable:!0}),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.map_el=this.model.map?this.el.appendChild(l.div({class:\"bk-canvas-map\"})):null;var e={position:\"absolute\",top:\"0\",left:\"0\",width:\"100%\",height:\"100%\"};switch(this.model.output_backend){case\"canvas\":case\"webgl\":this.canvas_el=this.el.appendChild(l.canvas({class:\"bk-canvas\",style:e}));var i=this.canvas_el.getContext(\"2d\");if(null==i)throw new Error(\"unable to obtain 2D rendering context\");this._ctx=i;break;case\"svg\":var i=new _;this._ctx=i,this.canvas_el=this.el.appendChild(i.getSvg())}this.overlays_el=this.el.appendChild(l.div({class:\"bk-canvas-overlays\",style:e})),this.events_el=this.el.appendChild(l.div({class:\"bk-canvas-events\",style:e})),c.fixup_ctx(this._ctx),s.logger.debug(\"CanvasView initialized\")},e.prototype.get_canvas_element=function(){return this.canvas_el},e.prototype.prepare_canvas=function(t,e){this.bbox=new h.BBox({left:0,top:0,width:t,height:e}),this.el.style.width=t+\"px\",this.el.style.height=e+\"px\";var i=c.get_scale_ratio(this.ctx,this.model.use_hidpi,this.model.output_backend);this.model.pixel_ratio=i,this.canvas_el.style.width=t+\"px\",this.canvas_el.style.height=e+\"px\",this.canvas_el.setAttribute(\"width\",\"\"+t*i),this.canvas_el.setAttribute(\"height\",\"\"+e*i),s.logger.debug(\"Rendering CanvasView with width: \"+t+\", height: \"+e+\", pixel ratio: \"+i)},e}(o.DOMView);i.CanvasView=p;var d=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Canvas\",this.prototype.default_view=p,this.internal({map:[a.Boolean,!1],use_hidpi:[a.Boolean,!0],pixel_ratio:[a.Number,1],output_backend:[a.OutputBackend,\"canvas\"]})},e}(r.HasProps);i.Canvas=d,d.initClass()},function(t,e,i){var n=t(388),r=t(198),o=t(200),s=t(201),a=t(191),l=t(187),h=t(188),u=t(13),c=function(t){function e(e,i,n,r,o,s){void 0===o&&(o={}),void 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e=this._yscales[i];e.target_range=this._v_target}},e.prototype._set_geometry=function(e,i){t.prototype._set_geometry.call(this,e,i),this._update_scales()},Object.defineProperty(e.prototype,\"x_ranges\",{get:function(){return this._x_ranges},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"y_ranges\",{get:function(){return this._y_ranges},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"xscales\",{get:function(){return this._xscales},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"yscales\",{get:function(){return this._yscales},enumerable:!0,configurable:!0}),e}(u.LayoutItem);i.CartesianFrame=c},function(t,e,i){var n=t(94);i.Canvas=n.Canvas;var r=t(95);i.CartesianFrame=r.CartesianFrame},function(t,e,i){var n=t(388),r=t(98),o=t(18),s=function(t){function e(e){return t.call(this,e)||this}return 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n.__extends(e,t),e.initClass=function(){this.prototype.type=\"BooleanFilter\",this.define({booleans:[o.Array,null]})},e.prototype.compute_indices=function(t){var e=this.booleans;return null!=e&&e.length>0?a.every(e,l.isBoolean)?(e.length!==t.get_length()&&s.logger.warn(\"BooleanFilter \"+this.id+\": length of booleans doesn't match data source\"),a.range(0,e.length).filter(function(t){return!0===e[t]})):(s.logger.warn(\"BooleanFilter \"+this.id+\": booleans should be array of booleans, defaulting to no filtering\"),null):(null!=e&&0==e.length?s.logger.warn(\"BooleanFilter \"+this.id+\": booleans is empty, defaulting to no filtering\"):s.logger.warn(\"BooleanFilter \"+this.id+\": booleans was not set, defaulting to no filtering\"),null)},e}(r.Filter);i.BooleanFilter=h,h.initClass()},function(t,e,i){var n=t(388),r=t(103),o=t(18),s=t(35),a=t(40),l=function(e){function i(t){return e.call(this,t)||this}return n.__extends(i,e),i.initClass=function(){this.prototype.type=\"CustomJSFilter\",this.define({args:[o.Any,{}],code:[o.String,\"\"],use_strict:[o.Boolean,!1]})},Object.defineProperty(i.prototype,\"names\",{get:function(){return s.keys(this.args)},enumerable:!0,configurable:!0}),Object.defineProperty(i.prototype,\"values\",{get:function(){return s.values(this.args)},enumerable:!0,configurable:!0}),Object.defineProperty(i.prototype,\"func\",{get:function(){var t=this.use_strict?a.use_strict(this.code):this.code;return new(Function.bind.apply(Function,[void 0].concat(this.names,[\"source\",\"require\",\"exports\",t])))},enumerable:!0,configurable:!0}),i.prototype.compute_indices=function(i){return this.filter=this.func.apply(this,this.values.concat([i,t,{}])),e.prototype.compute_indices.call(this,i)},i}(r.Filter);i.CustomJSFilter=l,l.initClass()},function(t,e,i){var n=t(388),r=t(62),o=t(18),s=t(46),a=t(24),l=t(17),h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Filter\",this.define({filter:[o.Array,null]})},e.prototype.compute_indices=function(t){var e=this.filter;return null!=e&&e.length>=0?s.isArrayOf(e,s.isBoolean)?a.range(0,e.length).filter(function(t){return!0===e[t]}):s.isArrayOf(e,s.isInteger)?e:(l.logger.warn(\"Filter \"+this.id+\": filter should either be array of only booleans or only integers, defaulting to no filtering\"),null):(l.logger.warn(\"Filter \"+this.id+\": filter was not set to be an array, defaulting to no filtering\"),null)},e}(r.Model);i.Filter=h,h.initClass()},function(t,e,i){var n=t(388),r=t(103),o=t(18),s=t(17),a=t(24),l=function(t){function e(e){var i=t.call(this,e)||this;return i.indices=null,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"GroupFilter\",this.define({column_name:[o.String],group:[o.String]})},e.prototype.compute_indices=function(t){var e=this,i=t.get_column(this.column_name);return null==i?(s.logger.warn(\"group 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n=!1;if(this.use_scientific)for(var r=0,o=t;r<o.length;r++){var a=o[r],l=Math.abs(a);if(l>i&&(l>=this.scientific_limit_high||l<=this.scientific_limit_low)){n=!0;break}}var h=new Array(t.length),u=this.precision;if(null==u||s.isNumber(u))if(n)for(var c=0,_=t.length;c<_;c++)h[c]=t[c].toExponential(u||void 0);else for(var c=0,_=t.length;c<_;c++)h[c]=t[c].toFixed(u||void 0).replace(/(\\.[0-9]*?)0+$/,\"$1\").replace(/\\.$/,\"\");else for(var p=this.last_precision,d=this.last_precision<=15;d?p<=15:p>=15;d?p++:p--){var f=!0;if(n){for(var c=0,_=t.length;c<_;c++)if(h[c]=t[c].toExponential(p),c>0&&h[c]===h[c-1]){f=!1;break}if(f)break}else{for(var c=0,_=t.length;c<_;c++)if(h[c]=t[c].toFixed(p).replace(/(\\.[0-9]*?)0+$/,\"$1\").replace(/\\.$/,\"\"),c>0&&h[c]==h[c-1]){f=!1;break}if(f)break}if(f){this.last_precision=p;break}}return h},e}(r.TickFormatter);i.BasicTickFormatter=a,a.initClass()},function(t,e,i){var n=t(388),r=t(116),o=t(24),s=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"CategoricalTickFormatter\"},e.prototype.doFormat=function(t,e){return o.copy(t)},e}(r.TickFormatter);i.CategoricalTickFormatter=s,s.initClass()},function(t,e,i){var n=t(388),r=t(387),o=t(116),s=t(17),a=t(18),l=t(42),h=t(24),u=t(46);function c(t){return r(t,\"%Y %m %d %H %M %S\").split(/\\s+/).map(function(t){return parseInt(t,10)})}function _(t,e){if(u.isFunction(e))return e(t);var i=l.sprintf(\"$1%06d\",function(t){return Math.round(t/1e3%1*1e6)}(t));return-1==(e=e.replace(/((^|[^%])(%%)*)%f/,i)).indexOf(\"%\")?e:r(t,e)}var p=[\"microseconds\",\"milliseconds\",\"seconds\",\"minsec\",\"minutes\",\"hourmin\",\"hours\",\"days\",\"months\",\"years\"],d=function(t){function e(e){var i=t.call(this,e)||this;return i.strip_leading_zeros=!0,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"DatetimeTickFormatter\",this.define({microseconds:[a.Array,[\"%fus\"]],milliseconds:[a.Array,[\"%3Nms\",\"%S.%3Ns\"]],seconds:[a.Array,[\"%Ss\"]],minsec:[a.Array,[\":%M:%S\"]],minutes:[a.Array,[\":%M\",\"%Mm\"]],hourmin:[a.Array,[\"%H:%M\"]],hours:[a.Array,[\"%Hh\",\"%H:%M\"]],days:[a.Array,[\"%m/%d\",\"%a%d\"]],months:[a.Array,[\"%m/%Y\",\"%b %Y\"]],years:[a.Array,[\"%Y\"]]})},e.prototype.initialize=function(){t.prototype.initialize.call(this),this._update_width_formats()},e.prototype._update_width_formats=function(){var t=+r(new Date),e=function(e){var i=e.map(function(e){return _(t,e).length}),n=h.sort_by(h.zip(i,e),function(t){var e=t[0];return e});return h.unzip(n)};this._width_formats={microseconds:e(this.microseconds),milliseconds:e(this.milliseconds),seconds:e(this.seconds),minsec:e(this.minsec),minutes:e(this.minutes),hourmin:e(this.hourmin),hours:e(this.hours),days:e(this.days),months:e(this.months),years:e(this.years)}},e.prototype._get_resolution_str=function(t,e){var i=1.1*t;switch(!1){case!(i<.001):return\"microseconds\";case!(i<1):return\"milliseconds\";case!(i<60):return e>=60?\"minsec\":\"seconds\";case!(i<3600):return e>=3600?\"hourmin\":\"minutes\";case!(i<86400):return\"hours\";case!(i<2678400):return\"days\";case!(i<31536e3):return\"months\";default:return\"years\"}},e.prototype.doFormat=function(t,e){if(0==t.length)return[];for(var i=Math.abs(t[t.length-1]-t[0])/1e3,n=i/(t.length-1),r=this._get_resolution_str(n,i),o=this._width_formats[r],a=o[1][0],l=[],h=p.indexOf(r),u={},d=0,f=p;d<f.length;d++){var v=f[d];u[v]=0}u.seconds=5,u.minsec=4,u.minutes=4,u.hourmin=3,u.hours=3;for(var m=0,g=t;m<g.length;m++){var y=g[m],b=void 0,x=void 0;try{x=c(y),b=_(y,a)}catch(t){s.logger.warn(\"unable to format tick for timestamp value \"+y),s.logger.warn(\" - \"+t),l.push(\"ERR\");continue}for(var w=!1,k=h;0==x[u[p[k]]];){var T=void 0;if((k+=1)==p.length)break;if((\"minsec\"==r||\"hourmin\"==r)&&!w){if(\"minsec\"==r&&0==x[4]&&0!=x[5]||\"hourmin\"==r&&0==x[3]&&0!=x[4]){T=this._width_formats[p[h-1]][1][0],b=_(y,T);break}w=!0}T=this._width_formats[p[k]][1][0],b=_(y,T)}if(this.strip_leading_zeros){var C=b.replace(/^0+/g,\"\");C!=b&&isNaN(parseInt(C))&&(C=\"0\"+C),l.push(C)}else l.push(b)}return l},e}(o.TickFormatter);i.DatetimeTickFormatter=d,d.initClass()},function(t,e,i){var n=t(388),r=t(116),o=t(18),s=t(35),a=t(40),l=function(e){function i(t){return e.call(this,t)||this}return n.__extends(i,e),i.initClass=function(){this.prototype.type=\"FuncTickFormatter\",this.define({args:[o.Any,{}],code:[o.String,\"\"],use_strict:[o.Boolean,!1]})},Object.defineProperty(i.prototype,\"names\",{get:function(){return 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h=t(114);i.NumeralTickFormatter=h.NumeralTickFormatter;var u=t(115);i.PrintfTickFormatter=u.PrintfTickFormatter;var c=t(116);i.TickFormatter=c.TickFormatter},function(t,e,i){var n=t(388),r=t(116),o=t(107),s=t(17),a=t(18),l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"LogTickFormatter\",this.define({ticker:[a.Instance,null]})},e.prototype.initialize=function(){t.prototype.initialize.call(this),this.basic_formatter=new o.BasicTickFormatter,null==this.ticker&&s.logger.warn(\"LogTickFormatter not configured with a ticker, using default base of 10 (labels will be incorrect if ticker base is not 10)\")},e.prototype.doFormat=function(t,e){if(0==t.length)return[];for(var i=null!=this.ticker?this.ticker.base:10,n=!1,r=new Array(t.length),o=0,s=t.length;o<s;o++)if(r[o]=i+\"^\"+Math.round(Math.log(t[o])/Math.log(i)),o>0&&r[o]==r[o-1]){n=!0;break}return n?this.basic_formatter.doFormat(t,e):r},e}(r.TickFormatter);i.LogTickFormatter=l,l.initClass()},function(t,e,i){var n=t(388),r=t(107),o=t(18),s=t(36),a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"MercatorTickFormatter\",this.define({dimension:[o.LatLon]})},e.prototype.doFormat=function(e,i){if(null==this.dimension)throw new Error(\"MercatorTickFormatter.dimension not configured\");if(0==e.length)return[];var n=e.length,r=new Array(n);if(\"lon\"==this.dimension)for(var o=0;o<n;o++){var a=s.wgs84_mercator.inverse([e[o],i.loc])[0];r[o]=a}else for(var o=0;o<n;o++){var l=s.wgs84_mercator.inverse([i.loc,e[o]]),h=l[1];r[o]=h}return t.prototype.doFormat.call(this,r,i)},e}(r.BasicTickFormatter);i.MercatorTickFormatter=a,a.initClass()},function(t,e,i){var n=t(388),r=t(358),o=t(116),s=t(18),a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"NumeralTickFormatter\",this.define({format:[s.String,\"0,0\"],language:[s.String,\"en\"],rounding:[s.RoundingFunction,\"round\"]})},Object.defineProperty(e.prototype,\"_rounding_fn\",{get:function(){switch(this.rounding){case\"round\":case\"nearest\":return Math.round;case\"floor\":case\"rounddown\":return Math.floor;case\"ceil\":case\"roundup\":return Math.ceil}},enumerable:!0,configurable:!0}),e.prototype.doFormat=function(t,e){var i=this.format,n=this.language,o=this._rounding_fn;return t.map(function(t){return r.format(t,i,n,o)})},e}(o.TickFormatter);i.NumeralTickFormatter=a,a.initClass()},function(t,e,i){var n=t(388),r=t(116),o=t(42),s=t(18),a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"PrintfTickFormatter\",this.define({format:[s.String,\"%s\"]})},e.prototype.doFormat=function(t,e){var i=this;return t.map(function(t){return o.sprintf(i.format,t)})},e}(r.TickFormatter);i.PrintfTickFormatter=a,a.initClass()},function(t,e,i){var n=t(388),r=t(62),o=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"TickFormatter\"},e}(r.Model);i.TickFormatter=o,o.initClass()},function(t,e,i){var n=t(388),r=t(150),o=t(147),s=t(9),a=t(18),l=t(34),h=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._map_data=function(){\"data\"==this.model.properties.inner_radius.units?this.sinner_radius=this.sdist(this.renderer.xscale,this._x,this._inner_radius):this.sinner_radius=this._inner_radius,\"data\"==this.model.properties.outer_radius.units?this.souter_radius=this.sdist(this.renderer.xscale,this._x,this._outer_radius):this.souter_radius=this._outer_radius,this._angle=new Float32Array(this._start_angle.length);for(var t=0,e=this._start_angle.length;t<e;t++)this._angle[t]=this._end_angle[t]-this._start_angle[t]},e.prototype._render=function(t,e,i){for(var n=i.sx,r=i.sy,o=i._start_angle,s=i._angle,a=i.sinner_radius,l=i.souter_radius,h=this.model.properties.direction.value(),u=0,c=e;u<c.length;u++){var _=c[u];isNaN(n[_]+r[_]+a[_]+l[_]+o[_]+s[_])||(t.translate(n[_],r[_]),t.rotate(o[_]),t.moveTo(l[_],0),t.beginPath(),t.arc(0,0,l[_],0,s[_],h),t.rotate(s[_]),t.lineTo(a[_],0),t.arc(0,0,a[_],0,-s[_],!h),t.closePath(),t.rotate(-s[_]-o[_]),t.translate(-n[_],-r[_]),this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,_),t.fill()),this.visuals.line.doit&&(this.visuals.line.set_vectorize(t,_),t.stroke()))}},e.prototype._hit_point=function(t){var e,i,n,r,o,a,h=t.sx,u=t.sy,c=this.renderer.xscale.invert(h),_=this.renderer.yscale.invert(u);if(\"data\"==this.model.properties.outer_radius.units)n=c-this.max_outer_radius,o=c+this.max_outer_radius,r=_-this.max_outer_radius,a=_+this.max_outer_radius;else{var p=h-this.max_outer_radius,d=h+this.max_outer_radius;e=this.renderer.xscale.r_invert(p,d),n=e[0],o=e[1];var f=u-this.max_outer_radius,v=u+this.max_outer_radius;i=this.renderer.yscale.r_invert(f,v),r=i[0],a=i[1]}for(var m=[],g=s.validate_bbox_coords([n,o],[r,a]),y=0,b=this.index.indices(g);y<b.length;y++){var x=b[y],w=Math.pow(this.souter_radius[x],2),k=Math.pow(this.sinner_radius[x],2),T=this.renderer.xscale.r_compute(c,this._x[x]),p=T[0],d=T[1],C=this.renderer.yscale.r_compute(_,this._y[x]),f=C[0],v=C[1],S=Math.pow(p-d,2)+Math.pow(f-v,2);S<=w&&S>=k&&m.push([x,S])}for(var A=this.model.properties.direction.value(),M=[],E=0,z=m;E<z.length;E++){var O=z[E],x=O[0],S=O[1],P=Math.atan2(u-this.sy[x],h-this.sx[x]);l.angle_between(-P,-this._start_angle[x],-this._end_angle[x],A)&&M.push([x,S])}return s.create_hit_test_result_from_hits(M)},e.prototype.draw_legend_for_index=function(t,e,i){o.generic_area_legend(this.visuals,t,e,i)},e.prototype._scenterxy=function(t){var e=(this.sinner_radius[t]+this.souter_radius[t])/2,i=(this._start_angle[t]+this._end_angle[t])/2;return{x:this.sx[t]+e*Math.cos(i),y:this.sy[t]+e*Math.sin(i)}},e.prototype.scenterx=function(t){return this._scenterxy(t).x},e.prototype.scentery=function(t){return this._scenterxy(t).y},e}(r.XYGlyphView);i.AnnularWedgeView=h;var u=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"AnnularWedge\",this.prototype.default_view=h,this.mixins([\"line\",\"fill\"]),this.define({direction:[a.Direction,\"anticlock\"],inner_radius:[a.DistanceSpec],outer_radius:[a.DistanceSpec],start_angle:[a.AngleSpec],end_angle:[a.AngleSpec]})},e}(r.XYGlyph);i.AnnularWedge=u,u.initClass()},function(t,e,i){var n=t(388),r=t(150),o=t(9),s=t(18),a=t(31),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._map_data=function(){\"data\"==this.model.properties.inner_radius.units?this.sinner_radius=this.sdist(this.renderer.xscale,this._x,this._inner_radius):this.sinner_radius=this._inner_radius,\"data\"==this.model.properties.outer_radius.units?this.souter_radius=this.sdist(this.renderer.xscale,this._x,this._outer_radius):this.souter_radius=this._outer_radius},e.prototype._render=function(t,e,i){for(var n=i.sx,r=i.sy,o=i.sinner_radius,s=i.souter_radius,l=0,h=e;l<h.length;l++){var u=h[l];if(!isNaN(n[u]+r[u]+o[u]+s[u])){if(this.visuals.fill.doit){if(this.visuals.fill.set_vectorize(t,u),t.beginPath(),a.is_ie)for(var c=0,_=[!1,!0];c<_.length;c++){var p=_[c];t.arc(n[u],r[u],o[u],0,Math.PI,p),t.arc(n[u],r[u],s[u],Math.PI,0,!p)}else t.arc(n[u],r[u],o[u],0,2*Math.PI,!0),t.arc(n[u],r[u],s[u],2*Math.PI,0,!1);t.fill()}this.visuals.line.doit&&(this.visuals.line.set_vectorize(t,u),t.beginPath(),t.arc(n[u],r[u],o[u],0,2*Math.PI),t.moveTo(n[u]+s[u],r[u]),t.arc(n[u],r[u],s[u],0,2*Math.PI),t.stroke())}}},e.prototype._hit_point=function(t){var e,i,n,r,s,a,l=t.sx,h=t.sy,u=this.renderer.xscale.invert(l),c=this.renderer.yscale.invert(h);if(\"data\"==this.model.properties.outer_radius.units)n=u-this.max_outer_radius,s=u+this.max_outer_radius,r=c-this.max_outer_radius,a=c+this.max_outer_radius;else{var _=l-this.max_outer_radius,p=l+this.max_outer_radius;e=this.renderer.xscale.r_invert(_,p),n=e[0],s=e[1];var d=h-this.max_outer_radius,f=h+this.max_outer_radius;i=this.renderer.yscale.r_invert(d,f),r=i[0],a=i[1]}for(var v=[],m=o.validate_bbox_coords([n,s],[r,a]),g=0,y=this.index.indices(m);g<y.length;g++){var b=y[g],x=Math.pow(this.souter_radius[b],2),w=Math.pow(this.sinner_radius[b],2),k=this.renderer.xscale.r_compute(u,this._x[b]),_=k[0],p=k[1],T=this.renderer.yscale.r_compute(c,this._y[b]),d=T[0],f=T[1],C=Math.pow(_-p,2)+Math.pow(d-f,2);C<=x&&C>=w&&v.push([b,C])}return o.create_hit_test_result_from_hits(v)},e.prototype.draw_legend_for_index=function(t,e,i){var n=e.x0,r=e.y0,o=e.x1,s=e.y1,a=i+1,l=new Array(a);l[i]=(n+o)/2;var h=new Array(a);h[i]=(r+s)/2;var u=.5*Math.min(Math.abs(o-n),Math.abs(s-r)),c=new Array(a);c[i]=.4*u;var _=new Array(a);_[i]=.8*u,this._render(t,[i],{sx:l,sy:h,sinner_radius:c,souter_radius:_})},e}(r.XYGlyphView);i.AnnulusView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Annulus\",this.prototype.default_view=l,this.mixins([\"line\",\"fill\"]),this.define({inner_radius:[s.DistanceSpec],outer_radius:[s.DistanceSpec]})},e}(r.XYGlyph);i.Annulus=h,h.initClass()},function(t,e,i){var n=t(388),r=t(150),o=t(147),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._map_data=function(){\"data\"==this.model.properties.radius.units?this.sradius=this.sdist(this.renderer.xscale,this._x,this._radius):this.sradius=this._radius},e.prototype._render=function(t,e,i){var n=i.sx,r=i.sy,o=i.sradius,s=i._start_angle,a=i._end_angle;if(this.visuals.line.doit)for(var l=this.model.properties.direction.value(),h=0,u=e;h<u.length;h++){var c=u[h];isNaN(n[c]+r[c]+o[c]+s[c]+a[c])||(t.beginPath(),t.arc(n[c],r[c],o[c],s[c],a[c],l),this.visuals.line.set_vectorize(t,c),t.stroke())}},e.prototype.draw_legend_for_index=function(t,e,i){o.generic_line_legend(this.visuals,t,e,i)},e}(r.XYGlyphView);i.ArcView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Arc\",this.prototype.default_view=a,this.mixins([\"line\"]),this.define({direction:[s.Direction,\"anticlock\"],radius:[s.DistanceSpec],start_angle:[s.AngleSpec],end_angle:[s.AngleSpec]})},e}(r.XYGlyph);i.Arc=l,l.initClass()},function(t,e,i){var n=t(388),r=t(39),o=t(126),s=t(147);function a(t,e,i,n,r,o,s,a){for(var l=[],h=[[],[]],u=0;u<=2;u++){var c=void 0,_=void 0,p=void 0;if(0===u?(_=6*t-12*i+6*r,c=-3*t+9*i-9*r+3*s,p=3*i-3*t):(_=6*e-12*n+6*o,c=-3*e+9*n-9*o+3*a,p=3*n-3*e),Math.abs(c)<1e-12){if(Math.abs(_)<1e-12)continue;var d=-p/_;0<d&&d<1&&l.push(d)}else{var f=_*_-4*p*c,v=Math.sqrt(f);if(!(f<0)){var m=(-_+v)/(2*c);0<m&&m<1&&l.push(m);var g=(-_-v)/(2*c);0<g&&g<1&&l.push(g)}}}for(var y=l.length,b=y;y--;){var d=l[y],x=1-d,w=x*x*x*t+3*x*x*d*i+3*x*d*d*r+d*d*d*s;h[0][y]=w;var k=x*x*x*e+3*x*x*d*n+3*x*d*d*o+d*d*d*a;h[1][y]=k}return h[0][b]=t,h[1][b]=e,h[0][b+1]=s,h[1][b+1]=a,[Math.min.apply(Math,h[0]),Math.max.apply(Math,h[1]),Math.max.apply(Math,h[0]),Math.min.apply(Math,h[1])]}var l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._index_data=function(){for(var t=[],e=0,i=this._x0.length;e<i;e++)if(!isNaN(this._x0[e]+this._x1[e]+this._y0[e]+this._y1[e]+this._cx0[e]+this._cy0[e]+this._cx1[e]+this._cy1[e])){var n=a(this._x0[e],this._y0[e],this._x1[e],this._y1[e],this._cx0[e],this._cy0[e],this._cx1[e],this._cy1[e]),o=n[0],s=n[1],l=n[2],h=n[3];t.push({minX:o,minY:s,maxX:l,maxY:h,i:e})}return new r.SpatialIndex(t)},e.prototype._render=function(t,e,i){var n=i.sx0,r=i.sy0,o=i.sx1,s=i.sy1,a=i.scx0,l=i.scy0,h=i.scx1,u=i.scy1;if(this.visuals.line.doit)for(var c=0,_=e;c<_.length;c++){var p=_[c];isNaN(n[p]+r[p]+o[p]+s[p]+a[p]+l[p]+h[p]+u[p])||(t.beginPath(),t.moveTo(n[p],r[p]),t.bezierCurveTo(a[p],l[p],h[p],u[p],o[p],s[p]),this.visuals.line.set_vectorize(t,p),t.stroke())}},e.prototype.draw_legend_for_index=function(t,e,i){s.generic_line_legend(this.visuals,t,e,i)},e.prototype.scenterx=function(){throw new Error(\"not implemented\")},e.prototype.scentery=function(){throw new Error(\"not implemented\")},e}(o.GlyphView);i.BezierView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Bezier\",this.prototype.default_view=l,this.coords([[\"x0\",\"y0\"],[\"x1\",\"y1\"],[\"cx0\",\"cy0\"],[\"cx1\",\"cy1\"]]),this.mixins([\"line\"])},e}(o.Glyph);i.Bezier=h,h.initClass()},function(t,e,i){var n=t(388),r=t(39),o=t(126),s=t(147),a=t(9),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._index_box=function(t){for(var e=[],i=0;i<t;i++){var n=this._lrtb(i),o=n[0],s=n[1],a=n[2],l=n[3];!isNaN(o+s+a+l)&&isFinite(o+s+a+l)&&e.push({minX:Math.min(o,s),minY:Math.min(a,l),maxX:Math.max(s,o),maxY:Math.max(a,l),i:i})}return new r.SpatialIndex(e)},e.prototype._render=function(t,e,i){for(var n=i.sleft,r=i.sright,o=i.stop,s=i.sbottom,a=0,l=e;a<l.length;a++){var h=l[a];isNaN(n[h]+o[h]+r[h]+s[h])||(this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,h),t.fillRect(n[h],o[h],r[h]-n[h],s[h]-o[h])),this.visuals.line.doit&&(t.beginPath(),t.rect(n[h],o[h],r[h]-n[h],s[h]-o[h]),this.visuals.line.set_vectorize(t,h),t.stroke()))}},e.prototype._clamp_viewport=function(){for(var t=this.renderer.plot_view.frame.bbox.h_range,e=this.renderer.plot_view.frame.bbox.v_range,i=this.stop.length,n=0;n<i;n++)this.stop[n]=Math.max(this.stop[n],e.start),this.sbottom[n]=Math.min(this.sbottom[n],e.end),this.sleft[n]=Math.max(this.sleft[n],t.start),this.sright[n]=Math.min(this.sright[n],t.end)},e.prototype._hit_rect=function(t){return this._hit_rect_against_index(t)},e.prototype._hit_point=function(t){var e=t.sx,i=t.sy,n=this.renderer.xscale.invert(e),r=this.renderer.yscale.invert(i),o=this.index.indices({minX:n,minY:r,maxX:n,maxY:r}),s=a.create_empty_hit_test_result();return s.indices=o,s},e.prototype._hit_span=function(t){var e,i=t.sx,n=t.sy;if(\"v\"==t.direction){var r=this.renderer.yscale.invert(n),o=this.renderer.plot_view.frame.bbox.h_range,s=this.renderer.xscale.r_invert(o.start,o.end),l=s[0],h=s[1];e=this.index.indices({minX:l,minY:r,maxX:h,maxY:r})}else{var u=this.renderer.xscale.invert(i),c=this.renderer.plot_view.frame.bbox.v_range,_=this.renderer.yscale.r_invert(c.start,c.end),p=_[0],d=_[1];e=this.index.indices({minX:u,minY:p,maxX:u,maxY:d})}var f=a.create_empty_hit_test_result();return f.indices=e,f},e.prototype.draw_legend_for_index=function(t,e,i){s.generic_area_legend(this.visuals,t,e,i)},e}(o.GlyphView);i.BoxView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Box\",this.mixins([\"line\",\"fill\"])},e}(o.Glyph);i.Box=h,h.initClass()},function(t,e,i){var n=t(388),r=t(150),o=t(18),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e}(r.XYGlyphView);i.CenterRotatableView=s;var a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"CenterRotatable\",this.mixins([\"line\",\"fill\"]),this.define({angle:[o.AngleSpec,0],width:[o.DistanceSpec],height:[o.DistanceSpec]})},e}(r.XYGlyph);i.CenterRotatable=a,a.initClass()},function(t,e,i){var n=t(388),r=t(150),o=t(9),s=t(18),a=t(24),l=t(25),h=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._map_data=function(){if(null!=this._radius)if(\"data\"==this.model.properties.radius.spec.units){var t=this.model.properties.radius_dimension.spec.value;switch(t){case\"x\":this.sradius=this.sdist(this.renderer.xscale,this._x,this._radius);break;case\"y\":this.sradius=this.sdist(this.renderer.yscale,this._y,this._radius);break;case\"max\":var e=this.sdist(this.renderer.xscale,this._x,this._radius),i=this.sdist(this.renderer.yscale,this._y,this._radius);this.sradius=l.map(e,function(t,e){return Math.max(t,i[e])});break;case\"min\":var e=this.sdist(this.renderer.xscale,this._x,this._radius),n=this.sdist(this.renderer.yscale,this._y,this._radius);this.sradius=l.map(e,function(t,e){return Math.min(t,n[e])})}}else this.sradius=this._radius,this.max_size=2*this.max_radius;else this.sradius=l.map(this._size,function(t){return t/2})},e.prototype._mask_data=function(){var t,e,i,n,r,s,a,l,h=this.renderer.plot_view.frame.bbox.ranges,u=h[0],c=h[1];if(null!=this._radius&&\"data\"==this.model.properties.radius.units){var _=u.start,p=u.end;t=this.renderer.xscale.r_invert(_,p),r=t[0],a=t[1],r-=this.max_radius,a+=this.max_radius;var d=c.start,f=c.end;e=this.renderer.yscale.r_invert(d,f),s=e[0],l=e[1],s-=this.max_radius,l+=this.max_radius}else{var _=u.start-this.max_size,p=u.end+this.max_size;i=this.renderer.xscale.r_invert(_,p),r=i[0],a=i[1];var d=c.start-this.max_size,f=c.end+this.max_size;n=this.renderer.yscale.r_invert(d,f),s=n[0],l=n[1]}var v=o.validate_bbox_coords([r,a],[s,l]);return this.index.indices(v)},e.prototype._render=function(t,e,i){for(var n=i.sx,r=i.sy,o=i.sradius,s=0,a=e;s<a.length;s++){var l=a[s];isNaN(n[l]+r[l]+o[l])||(t.beginPath(),t.arc(n[l],r[l],o[l],0,2*Math.PI,!1),this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,l),t.fill()),this.visuals.line.doit&&(this.visuals.line.set_vectorize(t,l),t.stroke()))}},e.prototype._hit_point=function(t){var e,i,n,r,s,a,l,h,u,c,_,p,d,f,v,m,g=t.sx,y=t.sy,b=this.renderer.xscale.invert(g),x=this.renderer.yscale.invert(y);null!=this._radius&&\"data\"==this.model.properties.radius.units?(d=b-this.max_radius,f=b+this.max_radius,v=x-this.max_radius,m=x+this.max_radius):(u=g-this.max_size,c=g+this.max_size,e=this.renderer.xscale.r_invert(u,c),d=e[0],f=e[1],i=[Math.min(d,f),Math.max(d,f)],d=i[0],f=i[1],_=y-this.max_size,p=y+this.max_size,n=this.renderer.yscale.r_invert(_,p),v=n[0],m=n[1],r=[Math.min(v,m),Math.max(v,m)],v=r[0],m=r[1]);var w=o.validate_bbox_coords([d,f],[v,m]),k=this.index.indices(w),T=[];if(null!=this._radius&&\"data\"==this.model.properties.radius.units)for(var C=0,S=k;C<S.length;C++){var A=S[C];h=Math.pow(this.sradius[A],2),s=this.renderer.xscale.r_compute(b,this._x[A]),u=s[0],c=s[1],a=this.renderer.yscale.r_compute(x,this._y[A]),_=a[0],p=a[1],(l=Math.pow(u-c,2)+Math.pow(_-p,2))<=h&&T.push([A,l])}else for(var M=0,E=k;M<E.length;M++){var A=E[M];h=Math.pow(this.sradius[A],2),(l=Math.pow(this.sx[A]-g,2)+Math.pow(this.sy[A]-y,2))<=h&&T.push([A,l])}return o.create_hit_test_result_from_hits(T)},e.prototype._hit_span=function(t){var e,i,n,r,s,a,l,h,u,c=t.sx,_=t.sy,p=this.bounds(),d=p.minX,f=p.minY,v=p.maxX,m=p.maxY,g=o.create_empty_hit_test_result();if(\"h\"==t.direction){var y=void 0,b=void 0;h=f,u=m,null!=this._radius&&\"data\"==this.model.properties.radius.units?(y=c-this.max_radius,b=c+this.max_radius,e=this.renderer.xscale.r_invert(y,b),a=e[0],l=e[1]):(s=this.max_size/2,y=c-s,b=c+s,i=this.renderer.xscale.r_invert(y,b),a=i[0],l=i[1])}else{var x=void 0,w=void 0;a=d,l=v,null!=this._radius&&\"data\"==this.model.properties.radius.units?(x=_-this.max_radius,w=_+this.max_radius,n=this.renderer.yscale.r_invert(x,w),h=n[0],u=n[1]):(s=this.max_size/2,x=_-s,w=_+s,r=this.renderer.yscale.r_invert(x,w),h=r[0],u=r[1])}var k=o.validate_bbox_coords([a,l],[h,u]),T=this.index.indices(k);return g.indices=T,g},e.prototype._hit_rect=function(t){var e=t.sx0,i=t.sx1,n=t.sy0,r=t.sy1,s=this.renderer.xscale.r_invert(e,i),a=s[0],l=s[1],h=this.renderer.yscale.r_invert(n,r),u=h[0],c=h[1],_=o.validate_bbox_coords([a,l],[u,c]),p=o.create_empty_hit_test_result();return p.indices=this.index.indices(_),p},e.prototype._hit_poly=function(t){for(var e=t.sx,i=t.sy,n=a.range(0,this.sx.length),r=[],s=0,l=n.length;s<l;s++){var h=n[s];o.point_in_poly(this.sx[s],this.sy[s],e,i)&&r.push(h)}var u=o.create_empty_hit_test_result();return u.indices=r,u},e.prototype.draw_legend_for_index=function(t,e,i){var n=e.x0,r=e.y0,o=e.x1,s=e.y1,a=i+1,l=new Array(a);l[i]=(n+o)/2;var h=new Array(a);h[i]=(r+s)/2;var u=new Array(a);u[i]=.2*Math.min(Math.abs(o-n),Math.abs(s-r)),this._render(t,[i],{sx:l,sy:h,sradius:u})},e}(r.XYGlyphView);i.CircleView=h;var u=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Circle\",this.prototype.default_view=h,this.mixins([\"line\",\"fill\"]),this.define({angle:[s.AngleSpec,0],size:[s.DistanceSpec,{units:\"screen\",value:4}],radius:[s.DistanceSpec],radius_dimension:[s.RadiusDimension,\"x\"]})},e.prototype.initialize=function(){t.prototype.initialize.call(this),this.properties.radius.optional=!0},e}(r.XYGlyph);i.Circle=u,u.initClass()},function(t,e,i){var n=t(388),r=t(125),o=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e}(r.EllipseOvalView);i.EllipseView=o;var s=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Ellipse\",this.prototype.default_view=o},e}(r.EllipseOval);i.Ellipse=s,s.initClass()},function(t,e,i){var n=t(388),r=t(122),o=t(9),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._set_data=function(){this.max_w2=0,\"data\"==this.model.properties.width.units&&(this.max_w2=this.max_width/2),this.max_h2=0,\"data\"==this.model.properties.height.units&&(this.max_h2=this.max_height/2)},e.prototype._map_data=function(){\"data\"==this.model.properties.width.units?this.sw=this.sdist(this.renderer.xscale,this._x,this._width,\"center\"):this.sw=this._width,\"data\"==this.model.properties.height.units?this.sh=this.sdist(this.renderer.yscale,this._y,this._height,\"center\"):this.sh=this._height},e.prototype._render=function(t,e,i){for(var n=i.sx,r=i.sy,o=i.sw,s=i.sh,a=i._angle,l=0,h=e;l<h.length;l++){var u=h[l];isNaN(n[u]+r[u]+o[u]+s[u]+a[u])||(t.beginPath(),t.ellipse(n[u],r[u],o[u]/2,s[u]/2,a[u],0,2*Math.PI),this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,u),t.fill()),this.visuals.line.doit&&(this.visuals.line.set_vectorize(t,u),t.stroke()))}},e.prototype._hit_point=function(t){var e,i,n,r,s,a,l,h,u,c,_,p,d,f=t.sx,v=t.sy,m=this.renderer.xscale.invert(f),g=this.renderer.yscale.invert(v);\"data\"==this.model.properties.width.units?(s=m-this.max_width,a=m+this.max_width):(c=f-this.max_width,_=f+this.max_width,e=this.renderer.xscale.r_invert(c,_),s=e[0],a=e[1]),\"data\"==this.model.properties.height.units?(l=g-this.max_height,h=g+this.max_height):(p=v-this.max_height,d=v+this.max_height,i=this.renderer.yscale.r_invert(p,d),l=i[0],h=i[1]);for(var y=o.validate_bbox_coords([s,a],[l,h]),b=this.index.indices(y),x=[],w=0,k=b;w<k.length;w++){var T=k[w];o.point_in_ellipse(f,v,this._angle[T],this.sh[T]/2,this.sw[T]/2,this.sx[T],this.sy[T])&&(n=this.renderer.xscale.r_compute(m,this._x[T]),c=n[0],_=n[1],r=this.renderer.yscale.r_compute(g,this._y[T]),p=r[0],d=r[1],u=Math.pow(c-_,2)+Math.pow(p-d,2),x.push([T,u]))}return o.create_hit_test_result_from_hits(x)},e.prototype.draw_legend_for_index=function(t,e,i){var n=e.x0,r=e.y0,o=e.x1,s=e.y1,a=i+1,l=new Array(a);l[i]=(n+o)/2;var h=new Array(a);h[i]=(r+s)/2;var u=this.sw[i]/this.sh[i],c=.8*Math.min(Math.abs(o-n),Math.abs(s-r)),_=new Array(a),p=new Array(a);u>1?(_[i]=c,p[i]=c/u):(_[i]=c*u,p[i]=c),this._render(t,[i],{sx:l,sy:h,sw:_,sh:p,_angle:[0]})},e.prototype._bounds=function(t){var e=t.minX,i=t.maxX,n=t.minY,r=t.maxY;return{minX:e-this.max_w2,maxX:i+this.max_w2,minY:n-this.max_h2,maxY:r+this.max_h2}},e}(r.CenterRotatableView);i.EllipseOvalView=s;var a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"EllipseOval\"},e}(r.CenterRotatable);i.EllipseOval=a,a.initClass()},function(t,e,i){var n=t(388),r=t(9),o=t(18),s=t(27),a=t(36),l=t(51),h=t(50),u=t(62),c=t(17),_=t(25),p=t(35),d=t(46),f=t(134),v=t(188),m=function(e){function i(){var t=null!==e&&e.apply(this,arguments)||this;return t._nohit_warned={},t}return n.__extends(i,e),Object.defineProperty(i.prototype,\"renderer\",{get:function(){return this.parent},enumerable:!0,configurable:!0}),i.prototype.initialize=function(){e.prototype.initialize.call(this),this._nohit_warned={},this.visuals=new l.Visuals(this.model);var i=this.renderer.plot_view.gl;if(null!=i){var n=null;try{n=t(454)}catch(t){if(\"MODULE_NOT_FOUND\"!==t.code)throw t;c.logger.warn(\"WebGL was requested and is supported, but bokeh-gl(.min).js is not available, falling back to 2D rendering.\")}if(null!=n){var r=n[this.model.type+\"GLGlyph\"];null!=r&&(this.glglyph=new r(i.ctx,this))}}},i.prototype.set_visuals=function(t){this.visuals.warm_cache(t),null!=this.glglyph&&this.glglyph.set_visuals_changed()},i.prototype.render=function(t,e,i){t.beginPath(),null!=this.glglyph&&this.glglyph.render(t,e,i)||this._render(t,e,i)},i.prototype.has_finished=function(){return!0},i.prototype.notify_finished=function(){this.renderer.notify_finished()},i.prototype._bounds=function(t){return t},i.prototype.bounds=function(){return this._bounds(this.index.bbox)},i.prototype.log_bounds=function(){for(var t=s.empty(),e=this.index.search(s.positive_x()),i=0,n=e;i<n.length;i++){var r=n[i];r.minX<t.minX&&(t.minX=r.minX),r.maxX>t.maxX&&(t.maxX=r.maxX)}for(var o=this.index.search(s.positive_y()),a=0,l=o;a<l.length;a++){var h=l[a];h.minY<t.minY&&(t.minY=h.minY),h.maxY>t.maxY&&(t.maxY=h.maxY)}return this._bounds(t)},i.prototype.get_anchor_point=function(t,e,i){var n=i[0],r=i[1];switch(t){case\"center\":return{x:this.scenterx(e,n,r),y:this.scentery(e,n,r)};default:return null}},i.prototype.sdist=function(t,e,i,n,r){var o,s;void 0===n&&(n=\"edge\"),void 0===r&&(r=!1);var a=e.length;if(\"center\"==n){var l=_.map(i,function(t){return t/2});o=new Float64Array(a);for(var h=0;h<a;h++)o[h]=e[h]-l[h];s=new Float64Array(a);for(var h=0;h<a;h++)s[h]=e[h]+l[h]}else{o=e,s=new Float64Array(a);for(var h=0;h<a;h++)s[h]=o[h]+i[h]}var u=t.v_compute(o),c=t.v_compute(s);return r?_.map(u,function(t,e){return Math.ceil(Math.abs(c[e]-u[e]))}):_.map(u,function(t,e){return Math.abs(c[e]-u[e])})},i.prototype.draw_legend_for_index=function(t,e,i){},i.prototype.hit_test=function(t){var e=null,i=\"_hit_\"+t.type;return null!=this[i]?e=this[i](t):null==this._nohit_warned[t.type]&&(c.logger.debug(\"'\"+t.type+\"' selection not available for \"+this.model.type),this._nohit_warned[t.type]=!0),e},i.prototype._hit_rect_against_index=function(t){var e=t.sx0,i=t.sx1,n=t.sy0,o=t.sy1,s=this.renderer.xscale.r_invert(e,i),a=s[0],l=s[1],h=this.renderer.yscale.r_invert(n,o),u=h[0],c=h[1],_=r.validate_bbox_coords([a,l],[u,c]),p=r.create_empty_hit_test_result();return p.indices=this.index.indices(_),p},i.prototype.set_data=function(t,e,i){var n,r,o,s,l=this.model.materialize_dataspecs(t);if(this.visuals.set_all_indices(e),e&&!(this instanceof f.LineView)){var h={},u=function(t){var i=l[t];\"_\"===t.charAt(0)?h[t]=e.map(function(t){return i[t]}):h[t]=i};for(var c in l)u(c);l=h}if(p.extend(this,l),this.renderer.plot_view.model.use_map&&(null!=this._x&&(n=a.project_xy(this._x,this._y),this._x=n[0],this._y=n[1]),null!=this._xs&&(r=a.project_xsys(this._xs,this._ys),this._xs=r[0],this._ys=r[1]),null!=this._x0&&(o=a.project_xy(this._x0,this._y0),this._x0=o[0],this._y0=o[1]),null!=this._x1&&(s=a.project_xy(this._x1,this._y1),this._x1=s[0],this._y1=s[1])),null!=this.renderer.plot_view.frame.x_ranges)for(var d=this.renderer.plot_view.frame.x_ranges[this.model.x_range_name],m=this.renderer.plot_view.frame.y_ranges[this.model.y_range_name],g=0,y=this.model._coords;g<y.length;g++){var b=y[g],x=b[0],w=b[1];x=\"_\"+x,w=\"_\"+w,null!=this._xs?(d instanceof v.FactorRange&&(this[x]=_.map(this[x],function(t){return d.v_synthetic(t)})),m instanceof v.FactorRange&&(this[w]=_.map(this[w],function(t){return m.v_synthetic(t)}))):(d instanceof v.FactorRange&&(this[x]=d.v_synthetic(this[x])),m instanceof v.FactorRange&&(this[w]=m.v_synthetic(this[w])))}null!=this.glglyph&&this.glglyph.set_data_changed(this._x.length),this._set_data(i),this.index_data()},i.prototype._set_data=function(t){},i.prototype.index_data=function(){this.index=this._index_data()},i.prototype.mask_data=function(t){return null!=this.glglyph||null==this._mask_data?t:this._mask_data()},i.prototype.map_data=function(){for(var t,e=0,i=this.model._coords;e<i.length;e++){var n=i[e],r=n[0],o=n[1],s=\"s\"+r,a=\"s\"+o;if(o=\"_\"+o,null!=this[r=\"_\"+r]&&(d.isArray(this[r][0])||d.isTypedArray(this[r][0]))){var l=this[r].length;this[s]=new Array(l),this[a]=new Array(l);for(var h=0;h<l;h++){var u=this.map_to_screen(this[r][h],this[o][h]),c=u[0],_=u[1];this[s][h]=c,this[a][h]=_}}else t=this.map_to_screen(this[r],this[o]),this[s]=t[0],this[a]=t[1]}this._map_data()},i.prototype._map_data=function(){},i.prototype.map_to_screen=function(t,e){return this.renderer.plot_view.map_to_screen(t,e,this.model.x_range_name,this.model.y_range_name)},i}(h.View);i.GlyphView=m;var g=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Glyph\",this.prototype._coords=[],this.internal({x_range_name:[o.String,\"default\"],y_range_name:[o.String,\"default\"]})},e.coords=function(t){var e=this.prototype._coords.concat(t);this.prototype._coords=e;for(var i={},n=0,r=t;n<r.length;n++){var s=r[n],a=s[0],l=s[1];i[a]=[o.CoordinateSpec],i[l]=[o.CoordinateSpec]}this.define(i)},e}(u.Model);i.Glyph=g,g.initClass()},function(t,e,i){var n=t(388),r=t(121),o=t(18),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.scenterx=function(t){return(this.sleft[t]+this.sright[t])/2},e.prototype.scentery=function(t){return this.sy[t]},e.prototype._index_data=function(){return this._index_box(this._y.length)},e.prototype._lrtb=function(t){var e=Math.min(this._left[t],this._right[t]),i=Math.max(this._left[t],this._right[t]),n=this._y[t]+.5*this._height[t],r=this._y[t]-.5*this._height[t];return[e,i,n,r]},e.prototype._map_data=function(){this.sy=this.renderer.yscale.v_compute(this._y),this.sh=this.sdist(this.renderer.yscale,this._y,this._height,\"center\"),this.sleft=this.renderer.xscale.v_compute(this._left),this.sright=this.renderer.xscale.v_compute(this._right);var t=this.sy.length;this.stop=new Float64Array(t),this.sbottom=new Float64Array(t);for(var e=0;e<t;e++)this.stop[e]=this.sy[e]-this.sh[e]/2,this.sbottom[e]=this.sy[e]+this.sh[e]/2;this._clamp_viewport()},e}(r.BoxView);i.HBarView=s;var a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"HBar\",this.prototype.default_view=s,this.coords([[\"left\",\"y\"]]),this.define({height:[o.DistanceSpec],right:[o.CoordinateSpec]}),this.override({left:0})},e}(r.Box);i.HBar=a,a.initClass()},function(t,e,i){var n=t(388),r=t(126),o=t(9),s=t(18),a=t(39),l=t(147),h=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.scenterx=function(t){return this.sx[t]},e.prototype.scentery=function(t){return this.sy[t]},e.prototype._set_data=function(){var t=this._q.length,e=this.model.size,i=this.model.aspect_scale;if(this._x=new Float64Array(t),this._y=new Float64Array(t),\"pointytop\"==this.model.orientation)for(var n=0;n<t;n++)this._x[n]=e*Math.sqrt(3)*(this._q[n]+this._r[n]/2)/i,this._y[n]=3*-e/2*this._r[n];else for(var n=0;n<t;n++)this._x[n]=3*e/2*this._q[n],this._y[n]=-e*Math.sqrt(3)*(this._r[n]+this._q[n]/2)*i},e.prototype._index_data=function(){var t,e=this.model.size,i=Math.sqrt(3)*e/2;\"flattop\"==this.model.orientation?(i=(t=[e,i])[0],e=t[1],e*=this.model.aspect_scale):i/=this.model.aspect_scale;for(var n=[],r=0;r<this._x.length;r++){var o=this._x[r],s=this._y[r];!isNaN(o+s)&&isFinite(o+s)&&n.push({minX:o-i,minY:s-e,maxX:o+i,maxY:s+e,i:r})}return new a.SpatialIndex(n)},e.prototype.map_data=function(){var t,e;t=this.map_to_screen(this._x,this._y),this.sx=t[0],this.sy=t[1],e=this._get_unscaled_vertices(),this.svx=e[0],this.svy=e[1]},e.prototype._get_unscaled_vertices=function(){var t=this.model.size,e=this.model.aspect_scale;if(\"pointytop\"==this.model.orientation){var i=this.renderer.yscale,n=this.renderer.xscale,r=Math.abs(i.compute(0)-i.compute(t)),o=Math.sqrt(3)/2*Math.abs(n.compute(0)-n.compute(t))/e,s=r/2,a=[0,-o,-o,0,o,o],l=[r,s,-s,-r,-s,s];return[a,l]}var i=this.renderer.xscale,n=this.renderer.yscale,r=Math.abs(i.compute(0)-i.compute(t)),o=Math.sqrt(3)/2*Math.abs(n.compute(0)-n.compute(t))*e,s=r/2,a=[r,s,-s,-r,-s,s],l=[0,-o,-o,0,o,o];return[a,l]},e.prototype._render=function(t,e,i){for(var n=i.sx,r=i.sy,o=i.svx,s=i.svy,a=i._scale,l=0,h=e;l<h.length;l++){var u=h[l];if(!isNaN(n[u]+r[u]+a[u])){t.translate(n[u],r[u]),t.beginPath();for(var c=0;c<6;c++)t.lineTo(o[c]*a[u],s[c]*a[u]);t.closePath(),t.translate(-n[u],-r[u]),this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,u),t.fill()),this.visuals.line.doit&&(this.visuals.line.set_vectorize(t,u),t.stroke())}}},e.prototype._hit_point=function(t){for(var e=t.sx,i=t.sy,n=this.renderer.xscale.invert(e),r=this.renderer.yscale.invert(i),s=this.index.indices({minX:n,minY:r,maxX:n,maxY:r}),a=[],l=0,h=s;l<h.length;l++){var u=h[l];o.point_in_poly(e-this.sx[u],i-this.sy[u],this.svx,this.svy)&&a.push(u)}var c=o.create_empty_hit_test_result();return c.indices=a,c},e.prototype._hit_span=function(t){var e,i=t.sx,n=t.sy;if(\"v\"==t.direction){var r=this.renderer.yscale.invert(n),s=this.renderer.plot_view.frame.bbox.h_range,a=this.renderer.xscale.r_invert(s.start,s.end),l=a[0],h=a[1];e=this.index.indices({minX:l,minY:r,maxX:h,maxY:r})}else{var u=this.renderer.xscale.invert(i),c=this.renderer.plot_view.frame.bbox.v_range,_=this.renderer.yscale.r_invert(c.start,c.end),p=_[0],d=_[1];e=this.index.indices({minX:u,minY:p,maxX:u,maxY:d})}var f=o.create_empty_hit_test_result();return f.indices=e,f},e.prototype._hit_rect=function(t){var e=t.sx0,i=t.sx1,n=t.sy0,r=t.sy1,s=this.renderer.xscale.r_invert(e,i),a=s[0],l=s[1],h=this.renderer.yscale.r_invert(n,r),u=h[0],c=h[1],_=o.validate_bbox_coords([a,l],[u,c]),p=o.create_empty_hit_test_result();return p.indices=this.index.indices(_),p},e.prototype.draw_legend_for_index=function(t,e,i){l.generic_area_legend(this.visuals,t,e,i)},e}(r.GlyphView);i.HexTileView=h;var u=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"HexTile\",this.prototype.default_view=h,this.coords([[\"r\",\"q\"]]),this.mixins([\"line\",\"fill\"]),this.define({size:[s.Number,1],aspect_scale:[s.Number,1],scale:[s.NumberSpec,1],orientation:[s.HexTileOrientation,\"pointytop\"]}),this.override({line_color:null})},e}(r.Glyph);i.HexTile=u,u.initClass()},function(t,e,i){var n=t(388),r=t(130),o=t(174),s=t(18),a=t(24),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){var e=this;t.prototype.initialize.call(this),this.connect(this.model.color_mapper.change,function(){return e._update_image()}),this.connect(this.model.properties.global_alpha.change,function(){return e.renderer.request_render()})},e.prototype._update_image=function(){null!=this.image_data&&(this._set_data(),this.renderer.plot_view.request_render())},e.prototype._set_data=function(){this._set_width_heigh_data();for(var t=this.model.color_mapper.rgba_mapper,e=0,i=this._image.length;e<i;e++){var n=void 0;if(null!=this._image_shape&&this._image_shape[e].length>0){n=this._image[e];var r=this._image_shape[e];this._height[e]=r[0],this._width[e]=r[1]}else{var o=this._image[e];n=a.concat(o),this._height[e]=o.length,this._width[e]=o[0].length}var s=t.v_compute(n);this._set_image_data_from_buffer(e,s)}},e.prototype._render=function(t,e,i){var n=i.image_data,r=i.sx,o=i.sy,s=i.sw,a=i.sh,l=t.getImageSmoothingEnabled();t.setImageSmoothingEnabled(!1),t.globalAlpha=this.model.global_alpha;for(var h=0,u=e;h<u.length;h++){var c=u[h];if(null!=n[c]&&!isNaN(r[c]+o[c]+s[c]+a[c])){var _=o[c];t.translate(0,_),t.scale(1,-1),t.translate(0,-_),t.drawImage(n[c],0|r[c],0|o[c],s[c],a[c]),t.translate(0,_),t.scale(1,-1),t.translate(0,-_)}}t.setImageSmoothingEnabled(l)},e}(r.ImageBaseView);i.ImageView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Image\",this.prototype.default_view=l,this.define({color_mapper:[s.Instance,function(){return new o.LinearColorMapper({palette:[\"#000000\",\"#252525\",\"#525252\",\"#737373\",\"#969696\",\"#bdbdbd\",\"#d9d9d9\",\"#f0f0f0\",\"#ffffff\"]})}]})},e}(r.ImageBase);i.Image=h,h.initClass()},function(t,e,i){var n=t(388),r=t(150),o=t(18),s=t(9),a=t(39),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._render=function(t,e,i){},e.prototype._index_data=function(){for(var t=[],e=0,i=this._x.length;e<i;e++){var n=this._lrtb(e),r=n[0],o=n[1],s=n[2],l=n[3];!isNaN(r+o+s+l)&&isFinite(r+o+s+l)&&t.push({minX:r,minY:l,maxX:o,maxY:s,i:e})}return new a.SpatialIndex(t)},e.prototype._lrtb=function(t){var e=this.renderer.xscale.source_range,i=this._x[t],n=e.is_reversed?i-this._dw[t]:i+this._dw[t],r=this.renderer.yscale.source_range,o=this._y[t],s=r.is_reversed?o-this._dh[t]:o+this._dh[t],a=i<n?[i,n]:[n,i],l=a[0],h=a[1],u=o<s?[o,s]:[s,o],c=u[0],_=u[1];return[l,h,_,c]},e.prototype._set_width_heigh_data=function(){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))},e.prototype._get_or_create_canvas=function(t){var e=this.image_data[t];if(null!=e&&e.width==this._width[t]&&e.height==this._height[t])return e;var i=document.createElement(\"canvas\");return i.width=this._width[t],i.height=this._height[t],i},e.prototype._set_image_data_from_buffer=function(t,e){var i=this._get_or_create_canvas(t),n=i.getContext(\"2d\"),r=n.getImageData(0,0,this._width[t],this._height[t]);r.data.set(e),n.putImageData(r,0,0),this.image_data[t]=i},e.prototype._map_data=function(){switch(this.model.properties.dw.units){case\"data\":this.sw=this.sdist(this.renderer.xscale,this._x,this._dw,\"edge\",this.model.dilate);break;case\"screen\":this.sw=this._dw}switch(this.model.properties.dh.units){case\"data\":this.sh=this.sdist(this.renderer.yscale,this._y,this._dh,\"edge\",this.model.dilate);break;case\"screen\":this.sh=this._dh}},e.prototype._image_index=function(t,e,i){var n=this._lrtb(t),r=n[0],o=n[1],s=n[2],a=n[3],l=this._width[t],h=this._height[t],u=(o-r)/l,c=(s-a)/h,_=Math.floor((e-r)/u),p=Math.floor((i-a)/c);return{index:t,dim1:_,dim2:p,flat_index:p*l+_}},e.prototype._hit_point=function(t){var e=t.sx,i=t.sy,n=this.renderer.xscale.invert(e),r=this.renderer.yscale.invert(i),o=s.validate_bbox_coords([n,n],[r,r]),a=this.index.indices(o),l=s.create_empty_hit_test_result();l.image_indices=[];for(var h=0,u=a;h<u.length;h++){var c=u[h];e!=1/0&&i!=1/0&&l.image_indices.push(this._image_index(c,n,r))}return l},e}(r.XYGlyphView);i.ImageBaseView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ImageBase\",this.prototype.default_view=l,this.define({image:[o.NumberSpec],dw:[o.DistanceSpec],dh:[o.DistanceSpec],dilate:[o.Boolean,!1],global_alpha:[o.Number,1]})},e}(r.XYGlyph);i.ImageBase=h,h.initClass()},function(t,e,i){var n=t(388),r=t(130),o=t(24),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){var e=this;t.prototype.initialize.call(this),this.connect(this.model.properties.global_alpha.change,function(){return e.renderer.request_render()})},e.prototype._set_data=function(t){this._set_width_heigh_data();for(var e=0,i=this._image.length;e<i;e++)if(!(null!=t&&t.indexOf(e)<0)){var n=void 0;if(null!=this._image_shape&&this._image_shape[e].length>0){n=this._image[e].buffer;var r=this._image_shape[e];this._height[e]=r[0],this._width[e]=r[1]}else{var s=this._image[e],a=o.concat(s);n=new ArrayBuffer(4*a.length);for(var l=new Uint32Array(n),h=0,u=a.length;h<u;h++)l[h]=a[h];this._height[e]=s.length,this._width[e]=s[0].length}var c=new Uint8Array(n);this._set_image_data_from_buffer(e,c)}},e.prototype._render=function(t,e,i){var n=i.image_data,r=i.sx,o=i.sy,s=i.sw,a=i.sh,l=t.getImageSmoothingEnabled();t.setImageSmoothingEnabled(!1),t.globalAlpha=this.model.global_alpha;for(var h=0,u=e;h<u.length;h++){var c=u[h];if(!isNaN(r[c]+o[c]+s[c]+a[c])){var _=o[c];t.translate(0,_),t.scale(1,-1),t.translate(0,-_),t.drawImage(n[c],0|r[c],0|o[c],s[c],a[c]),t.translate(0,_),t.scale(1,-1),t.translate(0,-_)}}t.setImageSmoothingEnabled(l)},e}(r.ImageBaseView);i.ImageRGBAView=s;var a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ImageRGBA\",this.prototype.default_view=s},e}(r.ImageBase);i.ImageRGBA=a,a.initClass()},function(t,e,i){var n=t(388),r=t(150),o=t(17),s=t(18),a=t(25),l=t(39),h=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e._images_rendered=!1,e}return n.__extends(e,t),e.prototype.initialize=function(){var e=this;t.prototype.initialize.call(this),this.connect(this.model.properties.global_alpha.change,function(){return e.renderer.request_render()})},e.prototype._index_data=function(){return new l.SpatialIndex([])},e.prototype._set_data=function(){var t=this;null!=this.image&&this.image.length==this._url.length||(this.image=a.map(this._url,function(){return null}));var e=this.model,i=e.retry_attempts,n=e.retry_timeout;this.retries=a.map(this._url,function(){return i});for(var r=function(e,r){var a=s._url[e];if(null==a||\"\"==a)return\"continue\";var l=new Image;l.onerror=function(){t.retries[e]>0?(o.logger.trace(\"ImageURL failed to load \"+a+\" image, retrying in \"+n+\" ms\"),setTimeout(function(){return l.src=a},n)):o.logger.warn(\"ImageURL unable to load \"+a+\" image after \"+i+\" retries\"),t.retries[e]-=1},l.onload=function(){t.image[e]=l,t.renderer.request_render()},l.src=a},s=this,l=0,h=this._url.length;l<h;l++)r(l,h);for(var u=\"data\"==this.model.properties.w.units,c=\"data\"==this.model.properties.h.units,_=this._x.length,p=new Array(u?2*_:_),d=new Array(c?2*_:_),l=0;l<_;l++)p[l]=this._x[l],d[l]=this._y[l];if(u)for(var l=0;l<_;l++)p[_+l]=this._x[l]+this._w[l];if(c)for(var l=0;l<_;l++)d[_+l]=this._y[l]+this._h[l];var f=a.min(p),v=a.max(p),m=a.min(d),g=a.max(d);this._bounds_rect={minX:f,maxX:v,minY:m,maxY:g}},e.prototype.has_finished=function(){return t.prototype.has_finished.call(this)&&1==this._images_rendered},e.prototype._map_data=function(){var t=null!=this.model.w?this._w:a.map(this._x,function(){return NaN}),e=null!=this.model.h?this._h:a.map(this._x,function(){return NaN});switch(this.model.properties.w.units){case\"data\":this.sw=this.sdist(this.renderer.xscale,this._x,t,\"edge\",this.model.dilate);break;case\"screen\":this.sw=t}switch(this.model.properties.h.units){case\"data\":this.sh=this.sdist(this.renderer.yscale,this._y,e,\"edge\",this.model.dilate);break;case\"screen\":this.sh=e}},e.prototype._render=function(t,e,i){var n=i.image,r=i.sx,o=i.sy,s=i.sw,a=i.sh,l=i._angle,h=this.renderer.plot_view.frame;t.rect(h._left.value+1,h._top.value+1,h._width.value-2,h._height.value-2),t.clip();for(var u=!0,c=0,_=e;c<_.length;c++){var p=_[c];if(!isNaN(r[p]+o[p]+l[p])&&-1!=this.retries[p]){var d=n[p];null!=d?this._render_image(t,p,d,r,o,s,a,l):u=!1}}u&&!this._images_rendered&&(this._images_rendered=!0,this.notify_finished())},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\"center_right\":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\"center_left\":return[e,i-r/2];case\"center\":return[e-n/2,i-r/2]}},e.prototype._render_image=function(t,e,i,n,r,o,s,a){isNaN(o[e])&&(o[e]=i.width),isNaN(s[e])&&(s[e]=i.height);var l=this.model.anchor,h=this._final_sx_sy(l,n[e],r[e],o[e],s[e]),u=h[0],c=h[1];t.save(),t.globalAlpha=this.model.global_alpha,a[e]?(t.translate(u,c),t.rotate(a[e]),t.drawImage(i,0,0,o[e],s[e]),t.rotate(-a[e]),t.translate(-u,-c)):t.drawImage(i,u,c,o[e],s[e]),t.restore()},e.prototype.bounds=function(){return this._bounds_rect},e}(r.XYGlyphView);i.ImageURLView=h;var u=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ImageURL\",this.prototype.default_view=h,this.define({url:[s.StringSpec],anchor:[s.Anchor,\"top_left\"],global_alpha:[s.Number,1],angle:[s.AngleSpec,0],w:[s.DistanceSpec],h:[s.DistanceSpec],dilate:[s.Boolean,!1],retry_attempts:[s.Number,0],retry_timeout:[s.Number,0]})},e}(r.XYGlyph);i.ImageURL=u,u.initClass()},function(t,e,i){var n=t(117);i.AnnularWedge=n.AnnularWedge;var r=t(118);i.Annulus=r.Annulus;var o=t(119);i.Arc=o.Arc;var s=t(120);i.Bezier=s.Bezier;var a=t(123);i.Circle=a.Circle;var l=t(122);i.CenterRotatable=l.CenterRotatable;var h=t(124);i.Ellipse=h.Ellipse;var u=t(125);i.EllipseOval=u.EllipseOval;var c=t(126);i.Glyph=c.Glyph;var _=t(127);i.HBar=_.HBar;var p=t(128);i.HexTile=p.HexTile;var d=t(129);i.Image=d.Image;var f=t(131);i.ImageRGBA=f.ImageRGBA;var v=t(132);i.ImageURL=v.ImageURL;var m=t(134);i.Line=m.Line;var g=t(135);i.MultiLine=g.MultiLine;var y=t(136);i.MultiPolygons=y.MultiPolygons;var b=t(137);i.Oval=b.Oval;var x=t(138);i.Patch=x.Patch;var w=t(139);i.Patches=w.Patches;var k=t(140);i.Quad=k.Quad;var T=t(141);i.Quadratic=T.Quadratic;var C=t(142);i.Ray=C.Ray;var S=t(143);i.Rect=S.Rect;var A=t(144);i.Segment=A.Segment;var M=t(145);i.Step=M.Step;var E=t(146);i.Text=E.Text;var z=t(148);i.VBar=z.VBar;var O=t(149);i.Wedge=O.Wedge;var P=t(150);i.XYGlyph=P.XYGlyph},function(t,e,i){var n=t(388),r=t(150),o=t(147),s=t(9),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._render=function(t,e,i){var n=i.sx,r=i.sy,o=!1,s=null;this.visuals.line.set_value(t);for(var a=0,l=e;a<l.length;a++){var h=l[a];if(o){if(!isFinite(n[h]+r[h])){t.stroke(),t.beginPath(),o=!1,s=h;continue}null!=s&&h-s>1&&(t.stroke(),o=!1)}o?t.lineTo(n[h],r[h]):(t.beginPath(),t.moveTo(n[h],r[h]),o=!0),s=h}o&&t.stroke()},e.prototype._hit_point=function(t){for(var e=this,i=s.create_empty_hit_test_result(),n={x:t.sx,y:t.sy},r=9999,o=Math.max(2,this.visuals.line.line_width.value()/2),a=0,l=this.sx.length-1;a<l;a++){var h={x:this.sx[a],y:this.sy[a]},u={x:this.sx[a+1],y:this.sy[a+1]},c=s.dist_to_segment(n,h,u);c<o&&c<r&&(r=c,i.add_to_selected_glyphs(this.model),i.get_view=function(){return e},i.line_indices=[a])}return i},e.prototype._hit_span=function(t){var e,i,n=this,r=t.sx,o=t.sy,a=s.create_empty_hit_test_result();\"v\"==t.direction?(e=this.renderer.yscale.invert(o),i=this._y):(e=this.renderer.xscale.invert(r),i=this._x);for(var l=0,h=i.length-1;l<h;l++)(i[l]<=e&&e<=i[l+1]||i[l+1]<=e&&e<=i[l])&&(a.add_to_selected_glyphs(this.model),a.get_view=function(){return n},a.line_indices.push(l));return a},e.prototype.get_interpolation_hit=function(t,e){var i=[this._x[t],this._y[t],this._x[t+1],this._y[t+1]],n=i[0],r=i[1],s=i[2],a=i[3];return o.line_interpolation(this.renderer,e,n,r,s,a)},e.prototype.draw_legend_for_index=function(t,e,i){o.generic_line_legend(this.visuals,t,e,i)},e}(r.XYGlyphView);i.LineView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Line\",this.prototype.default_view=a,this.mixins([\"line\"])},e}(r.XYGlyph);i.Line=l,l.initClass()},function(t,e,i){var n=t(388),r=t(39),o=t(9),s=t(35),a=t(24),l=t(46),h=t(126),u=t(147),c=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._index_data=function(){for(var t=[],e=0,i=this._xs.length;e<i;e++)if(null!=this._xs[e]&&0!==this._xs[e].length){for(var n=this._xs[e],o=[],s=0,h=n.length;s<h;s++){var u=n[s];l.isStrictNaN(u)||o.push(u)}for(var c=this._ys[e],_=[],s=0,h=c.length;s<h;s++){var p=c[s];l.isStrictNaN(p)||_.push(p)}var d=[a.min(o),a.max(o)],f=d[0],v=d[1],m=[a.min(_),a.max(_)],g=m[0],y=m[1];t.push({minX:f,minY:g,maxX:v,maxY:y,i:e})}return new r.SpatialIndex(t)},e.prototype._render=function(t,e,i){for(var n=i.sxs,r=i.sys,o=0,s=e;o<s.length;o++){var a=s[o],l=[n[a],r[a]],h=l[0],u=l[1];this.visuals.line.set_vectorize(t,a);for(var c=0,_=h.length;c<_;c++)0!=c?isNaN(h[c])||isNaN(u[c])?(t.stroke(),t.beginPath()):t.lineTo(h[c],u[c]):(t.beginPath(),t.moveTo(h[c],u[c]));t.stroke()}},e.prototype._hit_point=function(t){for(var e=o.create_empty_hit_test_result(),i={x:t.sx,y:t.sy},n=9999,r={},a=0,l=this.sxs.length;a<l;a++){for(var h=Math.max(2,this.visuals.line.cache_select(\"line_width\",a)/2),u=null,c=0,_=this.sxs[a].length-1;c<_;c++){var p={x:this.sxs[a][c],y:this.sys[a][c]},d={x:this.sxs[a][c+1],y:this.sys[a][c+1]},f=o.dist_to_segment(i,p,d);f<h&&f<n&&(n=f,u=[c])}u&&(r[a]=u)}return e.indices=s.keys(r).map(function(t){return parseInt(t,10)}),e.multiline_indices=r,e},e.prototype._hit_span=function(t){var e,i,n=t.sx,r=t.sy,a=o.create_empty_hit_test_result();\"v\"===t.direction?(e=this.renderer.yscale.invert(r),i=this._ys):(e=this.renderer.xscale.invert(n),i=this._xs);for(var l={},h=0,u=i.length;h<u;h++){for(var c=[],_=0,p=i[h].length-1;_<p;_++)i[h][_]<=e&&e<=i[h][_+1]&&c.push(_);c.length>0&&(l[h]=c)}return a.indices=s.keys(l).map(function(t){return parseInt(t,10)}),a.multiline_indices=l,a},e.prototype.get_interpolation_hit=function(t,e,i){var n=[this._xs[t][e],this._ys[t][e],this._xs[t][e+1],this._ys[t][e+1]],r=n[0],o=n[1],s=n[2],a=n[3];return u.line_interpolation(this.renderer,i,r,o,s,a)},e.prototype.draw_legend_for_index=function(t,e,i){u.generic_line_legend(this.visuals,t,e,i)},e.prototype.scenterx=function(){throw new Error(\"not implemented\")},e.prototype.scentery=function(){throw new Error(\"not implemented\")},e}(h.GlyphView);i.MultiLineView=c;var _=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"MultiLine\",this.prototype.default_view=c,this.coords([[\"xs\",\"ys\"]]),this.mixins([\"line\"])},e}(h.Glyph);i.MultiLine=_,_.initClass()},function(t,e,i){var n=t(388),r=t(39),o=t(126),s=t(147),a=t(24),l=t(25),h=t(9),u=t(46),c=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._index_data=function(){for(var t=[],e=0,i=this._xs.length;e<i;e++)for(var n=0,o=this._xs[e].length;n<o;n++){var s=this._xs[e][n][0],l=this._ys[e][n][0];0!=s.length&&t.push({minX:a.min(s),minY:a.min(l),maxX:a.max(s),maxY:a.max(l),i:e})}return this.hole_index=this._index_hole_data(),new r.SpatialIndex(t)},e.prototype._index_hole_data=function(){for(var t=[],e=0,i=this._xs.length;e<i;e++)for(var n=0,o=this._xs[e].length;n<o;n++)if(this._xs[e][n].length>1)for(var s=1,l=this._xs[e][n].length;s<l;s++){var h=this._xs[e][n][s],u=this._ys[e][n][s];0!=h.length&&t.push({minX:a.min(h),minY:a.min(u),maxX:a.max(h),maxY:a.max(u),i:e})}return new r.SpatialIndex(t)},e.prototype._mask_data=function(){var t=this.renderer.plot_view.frame.x_ranges.default,e=[t.min,t.max],i=e[0],n=e[1],r=this.renderer.plot_view.frame.y_ranges.default,o=[r.min,r.max],s=o[0],a=o[1],l=h.validate_bbox_coords([i,n],[s,a]),u=this.index.indices(l);return u.sort(function(t,e){return t-e}).filter(function(t,e,i){return 0===e||t!==i[e-1]})},e.prototype._render=function(t,e,i){var n=i.sxs,r=i.sys;if(this.visuals.fill.doit||this.visuals.line.doit)for(var o=0,s=e;o<s.length;o++){var a=s[o];t.beginPath();for(var l=0,h=n[a].length;l<h;l++)for(var u=0,c=n[a][l].length;u<c;u++){for(var _=n[a][l][u],p=r[a][l][u],d=0,f=_.length;d<f;d++)0!=d?t.lineTo(_[d],p[d]):t.moveTo(_[d],p[d]);t.closePath()}this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,a),t.fill(\"evenodd\")),this.visuals.line.doit&&(this.visuals.line.set_vectorize(t,a),t.stroke())}},e.prototype._hit_point=function(t){for(var e=t.sx,i=t.sy,n=this.renderer.xscale.invert(e),r=this.renderer.yscale.invert(i),o=this.index.indices({minX:n,minY:r,maxX:n,maxY:r}),s=this.hole_index.indices({minX:n,minY:r,maxX:n,maxY:r}),a=[],l=0,u=o.length;l<u;l++)for(var c=o[l],_=this.sxs[c],p=this.sys[c],d=0,f=_.length;d<f;d++){var v=_[d].length;if(h.point_in_poly(e,i,_[d][0],p[d][0]))if(1==v)a.push(c);else if(-1==s.indexOf(c))a.push(c);else if(v>1){for(var m=!1,g=1;g<v;g++){var y=_[d][g],b=p[d][g];if(h.point_in_poly(e,i,y,b)){m=!0;break}}m||a.push(c)}}var x=h.create_empty_hit_test_result();return x.indices=a,x},e.prototype._get_snap_coord=function(t){return l.sum(t)/t.length},e.prototype.scenterx=function(t,e,i){if(1==this.sxs[t].length)return this._get_snap_coord(this.sxs[t][0][0]);for(var n=this.sxs[t],r=this.sys[t],o=0,s=n.length;o<s;o++)if(h.point_in_poly(e,i,n[o][0],r[o][0]))return this._get_snap_coord(n[o][0]);throw new Error(\"unreachable code\")},e.prototype.scentery=function(t,e,i){if(1==this.sys[t].length)return this._get_snap_coord(this.sys[t][0][0]);for(var n=this.sxs[t],r=this.sys[t],o=0,s=n.length;o<s;o++)if(h.point_in_poly(e,i,n[o][0],r[o][0]))return this._get_snap_coord(r[o][0]);throw new Error(\"unreachable code\")},e.prototype.map_data=function(){for(var t=0,e=this.model._coords;t<e.length;t++){var i=e[t],n=i[0],r=i[1],o=\"s\"+n,s=\"s\"+r;if(r=\"_\"+r,null!=this[n=\"_\"+n]&&(u.isArray(this[n][0])||u.isTypedArray(this[n][0]))){var a=this[n].length;this[o]=new Array(a),this[s]=new Array(a);for(var l=0;l<a;l++){var h=this[n][l].length;this[o][l]=new Array(h),this[s][l]=new Array(h);for(var c=0;c<h;c++){var _=this[n][l][c].length;this[o][l][c]=new Array(_),this[s][l][c]=new Array(_);for(var p=0;p<_;p++){var d=this.map_to_screen(this[n][l][c][p],this[r][l][c][p]),f=d[0],v=d[1];this[o][l][c][p]=f,this[s][l][c][p]=v}}}}}},e.prototype.draw_legend_for_index=function(t,e,i){s.generic_area_legend(this.visuals,t,e,i)},e}(o.GlyphView);i.MultiPolygonsView=c;var _=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"MultiPolygons\",this.prototype.default_view=c,this.coords([[\"xs\",\"ys\"]]),this.mixins([\"line\",\"fill\"])},e}(o.Glyph);i.MultiPolygons=_,_.initClass()},function(t,e,i){var n=t(388),r=t(125),o=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._map_data=function(){var t,e=this._x.length;this.sw=new Float64Array(e),t=\"data\"==this.model.properties.width.units?this.sdist(this.renderer.xscale,this._x,this._width,\"center\"):this._width;for(var i=0;i<e;i++)this.sw[i]=.75*t[i];\"data\"==this.model.properties.height.units?this.sh=this.sdist(this.renderer.yscale,this._y,this._height,\"center\"):this.sh=this._height},e}(r.EllipseOvalView);i.OvalView=o;var s=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Oval\",this.prototype.default_view=o},e}(r.EllipseOval);i.Oval=s,s.initClass()},function(t,e,i){var n=t(388),r=t(150),o=t(147),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._render=function(t,e,i){var n=i.sx,r=i.sy;if(this.visuals.fill.doit){this.visuals.fill.set_value(t);for(var o=0,s=e;o<s.length;o++){var a=s[o];0!=a?isNaN(n[a]+r[a])?(t.closePath(),t.fill(),t.beginPath()):t.lineTo(n[a],r[a]):(t.beginPath(),t.moveTo(n[a],r[a]))}t.closePath(),t.fill()}if(this.visuals.line.doit){this.visuals.line.set_value(t);for(var l=0,h=e;l<h.length;l++){var a=h[l];0!=a?isNaN(n[a]+r[a])?(t.closePath(),t.stroke(),t.beginPath()):t.lineTo(n[a],r[a]):(t.beginPath(),t.moveTo(n[a],r[a]))}return t.closePath(),t.stroke()}},e.prototype.draw_legend_for_index=function(t,e,i){o.generic_area_legend(this.visuals,t,e,i)},e}(r.XYGlyphView);i.PatchView=s;var a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Patch\",this.prototype.default_view=s,this.mixins([\"line\",\"fill\"])},e}(r.XYGlyph);i.Patch=a,a.initClass()},function(t,e,i){var n=t(388),r=t(39),o=t(126),s=t(147),a=t(24),l=t(25),h=t(46),u=t(9),c=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._build_discontinuous_object=function(t){for(var e=[],i=0,n=t.length;i<n;i++){e[i]=[];for(var r=a.copy(t[i]);r.length>0;){var o=a.find_last_index(r,function(t){return h.isStrictNaN(t)}),s=void 0;o>=0?s=r.splice(o):(s=r,r=[]);var l=s.filter(function(t){return!h.isStrictNaN(t)});e[i].push(l)}}return e},e.prototype._index_data=function(){for(var t=this._build_discontinuous_object(this._xs),e=this._build_discontinuous_object(this._ys),i=[],n=0,o=this._xs.length;n<o;n++)for(var s=0,l=t[n].length;s<l;s++){var h=t[n][s],u=e[n][s];0!=h.length&&i.push({minX:a.min(h),minY:a.min(u),maxX:a.max(h),maxY:a.max(u),i:n})}return new r.SpatialIndex(i)},e.prototype._mask_data=function(){var t=this.renderer.plot_view.frame.x_ranges.default,e=[t.min,t.max],i=e[0],n=e[1],r=this.renderer.plot_view.frame.y_ranges.default,o=[r.min,r.max],s=o[0],a=o[1],l=u.validate_bbox_coords([i,n],[s,a]),h=this.index.indices(l);return h.sort(function(t,e){return t-e})},e.prototype._render=function(t,e,i){var n=i.sxs,r=i.sys;this.sxss=this._build_discontinuous_object(n),this.syss=this._build_discontinuous_object(r);for(var o=0,s=e;o<s.length;o++){var a=s[o],l=[n[a],r[a]],h=l[0],u=l[1];if(this.visuals.fill.doit){this.visuals.fill.set_vectorize(t,a);for(var c=0,_=h.length;c<_;c++)0!=c?isNaN(h[c]+u[c])?(t.closePath(),t.fill(),t.beginPath()):t.lineTo(h[c],u[c]):(t.beginPath(),t.moveTo(h[c],u[c]));t.closePath(),t.fill()}if(this.visuals.line.doit){this.visuals.line.set_vectorize(t,a);for(var c=0,_=h.length;c<_;c++)0!=c?isNaN(h[c]+u[c])?(t.closePath(),t.stroke(),t.beginPath()):t.lineTo(h[c],u[c]):(t.beginPath(),t.moveTo(h[c],u[c]));t.closePath(),t.stroke()}}},e.prototype._hit_point=function(t){for(var e=t.sx,i=t.sy,n=this.renderer.xscale.invert(e),r=this.renderer.yscale.invert(i),o=this.index.indices({minX:n,minY:r,maxX:n,maxY:r}),s=[],a=0,l=o.length;a<l;a++)for(var h=o[a],c=this.sxss[h],_=this.syss[h],p=0,d=c.length;p<d;p++)u.point_in_poly(e,i,c[p],_[p])&&s.push(h);var f=u.create_empty_hit_test_result();return f.indices=s,f},e.prototype._get_snap_coord=function(t){return l.sum(t)/t.length},e.prototype.scenterx=function(t,e,i){if(1==this.sxss[t].length)return this._get_snap_coord(this.sxs[t]);for(var n=this.sxss[t],r=this.syss[t],o=0,s=n.length;o<s;o++)if(u.point_in_poly(e,i,n[o],r[o]))return this._get_snap_coord(n[o]);throw new Error(\"unreachable code\")},e.prototype.scentery=function(t,e,i){if(1==this.syss[t].length)return this._get_snap_coord(this.sys[t]);for(var n=this.sxss[t],r=this.syss[t],o=0,s=n.length;o<s;o++)if(u.point_in_poly(e,i,n[o],r[o]))return this._get_snap_coord(r[o]);throw new Error(\"unreachable code\")},e.prototype.draw_legend_for_index=function(t,e,i){s.generic_area_legend(this.visuals,t,e,i)},e}(o.GlyphView);i.PatchesView=c;var _=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Patches\",this.prototype.default_view=c,this.coords([[\"xs\",\"ys\"]]),this.mixins([\"line\",\"fill\"])},e}(o.Glyph);i.Patches=_,_.initClass()},function(t,e,i){var n=t(388),r=t(121),o=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.get_anchor_point=function(t,e,i){var n=Math.min(this.sleft[e],this.sright[e]),r=Math.max(this.sright[e],this.sleft[e]),o=Math.min(this.stop[e],this.sbottom[e]),s=Math.max(this.sbottom[e],this.stop[e]);switch(t){case\"top_left\":return{x:n,y:o};case\"top_center\":return{x:(n+r)/2,y:o};case\"top_right\":return{x:r,y:o};case\"center_right\":return{x:r,y:(o+s)/2};case\"bottom_right\":return{x:r,y:s};case\"bottom_center\":return{x:(n+r)/2,y:s};case\"bottom_left\":return{x:n,y:s};case\"center_left\":return{x:n,y:(o+s)/2};case\"center\":return{x:(n+r)/2,y:(o+s)/2};default:return null}},e.prototype.scenterx=function(t){return(this.sleft[t]+this.sright[t])/2},e.prototype.scentery=function(t){return(this.stop[t]+this.sbottom[t])/2},e.prototype._index_data=function(){return this._index_box(this._right.length)},e.prototype._lrtb=function(t){var e=this._left[t],i=this._right[t],n=this._top[t],r=this._bottom[t];return[e,i,n,r]},e}(r.BoxView);i.QuadView=o;var s=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Quad\",this.prototype.default_view=o,this.coords([[\"right\",\"bottom\"],[\"left\",\"top\"]])},e}(r.Box);i.Quad=s,s.initClass()},function(t,e,i){var n=t(388),r=t(39),o=t(126),s=t(147);function a(t,e,i){if(e==(t+i)/2)return[t,i];var n=(t-e)/(t-2*e+i),r=t*Math.pow(1-n,2)+2*e*(1-n)*n+i*Math.pow(n,2);return[Math.min(t,i,r),Math.max(t,i,r)]}var l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._index_data=function(){for(var t=[],e=0,i=this._x0.length;e<i;e++)if(!isNaN(this._x0[e]+this._x1[e]+this._y0[e]+this._y1[e]+this._cx[e]+this._cy[e])){var n=a(this._x0[e],this._cx[e],this._x1[e]),o=n[0],s=n[1],l=a(this._y0[e],this._cy[e],this._y1[e]),h=l[0],u=l[1];t.push({minX:o,minY:h,maxX:s,maxY:u,i:e})}return new r.SpatialIndex(t)},e.prototype._render=function(t,e,i){var n=i.sx0,r=i.sy0,o=i.sx1,s=i.sy1,a=i.scx,l=i.scy;if(this.visuals.line.doit)for(var h=0,u=e;h<u.length;h++){var c=u[h];isNaN(n[c]+r[c]+o[c]+s[c]+a[c]+l[c])||(t.beginPath(),t.moveTo(n[c],r[c]),t.quadraticCurveTo(a[c],l[c],o[c],s[c]),this.visuals.line.set_vectorize(t,c),t.stroke())}},e.prototype.draw_legend_for_index=function(t,e,i){s.generic_line_legend(this.visuals,t,e,i)},e.prototype.scenterx=function(){throw new Error(\"not implemented\")},e.prototype.scentery=function(){throw new Error(\"not implemented\")},e}(o.GlyphView);i.QuadraticView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Quadratic\",this.prototype.default_view=l,this.coords([[\"x0\",\"y0\"],[\"x1\",\"y1\"],[\"cx\",\"cy\"]]),this.mixins([\"line\"])},e}(o.Glyph);i.Quadratic=h,h.initClass()},function(t,e,i){var n=t(388),r=t(150),o=t(147),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._map_data=function(){\"data\"==this.model.properties.length.units?this.slength=this.sdist(this.renderer.xscale,this._x,this._length):this.slength=this._length},e.prototype._render=function(t,e,i){var n=i.sx,r=i.sy,o=i.slength,s=i._angle;if(this.visuals.line.doit){for(var a=this.renderer.plot_view.frame._width.value,l=this.renderer.plot_view.frame._height.value,h=2*(a+l),u=0,c=o.length;u<c;u++)0==o[u]&&(o[u]=h);for(var _=0,p=e;_<p.length;_++){var u=p[_];isNaN(n[u]+r[u]+s[u]+o[u])||(t.translate(n[u],r[u]),t.rotate(s[u]),t.beginPath(),t.moveTo(0,0),t.lineTo(o[u],0),this.visuals.line.set_vectorize(t,u),t.stroke(),t.rotate(-s[u]),t.translate(-n[u],-r[u]))}}},e.prototype.draw_legend_for_index=function(t,e,i){o.generic_line_legend(this.visuals,t,e,i)},e}(r.XYGlyphView);i.RayView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Ray\",this.prototype.default_view=a,this.mixins([\"line\"]),this.define({length:[s.DistanceSpec],angle:[s.AngleSpec]})},e}(r.XYGlyph);i.Ray=l,l.initClass()},function(t,e,i){var n=t(388),r=t(122),o=t(147),s=t(9),a=t(18),l=t(25),h=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._set_data=function(){this.max_w2=0,\"data\"==this.model.properties.width.units&&(this.max_w2=this.max_width/2),this.max_h2=0,\"data\"==this.model.properties.height.units&&(this.max_h2=this.max_height/2)},e.prototype._map_data=function(){var t,e;if(\"data\"==this.model.properties.width.units)t=this._map_dist_corner_for_data_side_length(this._x,this._width,this.renderer.xscale),this.sw=t[0],this.sx0=t[1];else{this.sw=this._width;var i=this.sx.length;this.sx0=new Float64Array(i);for(var n=0;n<i;n++)this.sx0[n]=this.sx[n]-this.sw[n]/2}if(\"data\"==this.model.properties.height.units)e=this._map_dist_corner_for_data_side_length(this._y,this._height,this.renderer.yscale),this.sh=e[0],this.sy1=e[1];else{this.sh=this._height;var r=this.sy.length;this.sy1=new Float64Array(r);for(var n=0;n<r;n++)this.sy1[n]=this.sy[n]-this.sh[n]/2}var o=this.sw.length;this.ssemi_diag=new Float64Array(o);for(var n=0;n<o;n++)this.ssemi_diag[n]=Math.sqrt(this.sw[n]/2*this.sw[n]/2+this.sh[n]/2*this.sh[n]/2)},e.prototype._render=function(t,e,i){var n=i.sx,r=i.sy,o=i.sx0,s=i.sy1,a=i.sw,l=i.sh,h=i._angle;if(this.visuals.fill.doit)for(var u=0,c=e;u<c.length;u++){var _=c[u];isNaN(n[_]+r[_]+o[_]+s[_]+a[_]+l[_]+h[_])||(this.visuals.fill.set_vectorize(t,_),h[_]?(t.translate(n[_],r[_]),t.rotate(h[_]),t.fillRect(-a[_]/2,-l[_]/2,a[_],l[_]),t.rotate(-h[_]),t.translate(-n[_],-r[_])):t.fillRect(o[_],s[_],a[_],l[_]))}if(this.visuals.line.doit){t.beginPath();for(var p=0,d=e;p<d.length;p++){var _=d[p];isNaN(n[_]+r[_]+o[_]+s[_]+a[_]+l[_]+h[_])||0!=a[_]&&0!=l[_]&&(h[_]?(t.translate(n[_],r[_]),t.rotate(h[_]),t.rect(-a[_]/2,-l[_]/2,a[_],l[_]),t.rotate(-h[_]),t.translate(-n[_],-r[_])):t.rect(o[_],s[_],a[_],l[_]),this.visuals.line.set_vectorize(t,_),t.stroke(),t.beginPath())}t.stroke()}},e.prototype._hit_rect=function(t){return this._hit_rect_against_index(t)},e.prototype._hit_point=function(t){for(var e=t.sx,i=t.sy,n=this.renderer.xscale.invert(e),r=this.renderer.yscale.invert(i),o=[],a=0,h=this.sx0.length;a<h;a++)o.push(this.sx0[a]+this.sw[a]/2);for(var u=[],a=0,h=this.sy1.length;a<h;a++)u.push(this.sy1[a]+this.sh[a]/2);for(var c=l.max(this._ddist(0,o,this.ssemi_diag)),_=l.max(this._ddist(1,u,this.ssemi_diag)),p=n-c,d=n+c,f=r-_,v=r+_,m=[],g=s.validate_bbox_coords([p,d],[f,v]),y=0,b=this.index.indices(g);y<b.length;y++){var a=b[y],x=void 0,w=void 0;if(this._angle[a]){var k=Math.sin(-this._angle[a]),T=Math.cos(-this._angle[a]),C=T*(e-this.sx[a])-k*(i-this.sy[a])+this.sx[a],S=k*(e-this.sx[a])+T*(i-this.sy[a])+this.sy[a];e=C,i=S,w=Math.abs(this.sx[a]-e)<=this.sw[a]/2,x=Math.abs(this.sy[a]-i)<=this.sh[a]/2}else w=e-this.sx0[a]<=this.sw[a]&&e-this.sx0[a]>=0,x=i-this.sy1[a]<=this.sh[a]&&i-this.sy1[a]>=0;x&&w&&m.push(a)}var A=s.create_empty_hit_test_result();return A.indices=m,A},e.prototype._map_dist_corner_for_data_side_length=function(t,e,i){for(var n=t.length,r=new Float64Array(n),o=new Float64Array(n),s=0;s<n;s++)r[s]=Number(t[s])-e[s]/2,o[s]=Number(t[s])+e[s]/2;for(var a=i.v_compute(r),l=i.v_compute(o),h=this.sdist(i,r,e,\"edge\",this.model.dilate),u=a,s=0,c=a.length;s<c;s++)if(a[s]!=l[s]){u=a[s]<l[s]?a:l;break}return[h,u]},e.prototype._ddist=function(t,e,i){for(var n=0==t?this.renderer.xscale:this.renderer.yscale,r=e,o=r.length,s=new Float64Array(o),a=0;a<o;a++)s[a]=r[a]+i[a];for(var l=n.v_invert(r),h=n.v_invert(s),u=l.length,c=new Float64Array(u),a=0;a<u;a++)c[a]=Math.abs(h[a]-l[a]);return c},e.prototype.draw_legend_for_index=function(t,e,i){o.generic_area_legend(this.visuals,t,e,i)},e.prototype._bounds=function(t){var e=t.minX,i=t.maxX,n=t.minY,r=t.maxY;return{minX:e-this.max_w2,maxX:i+this.max_w2,minY:n-this.max_h2,maxY:r+this.max_h2}},e}(r.CenterRotatableView);i.RectView=h;var u=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Rect\",this.prototype.default_view=h,this.define({dilate:[a.Boolean,!1]})},e}(r.CenterRotatable);i.Rect=u,u.initClass()},function(t,e,i){var n=t(388),r=t(9),o=t(39),s=t(126),a=t(147),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._index_data=function(){for(var t=[],e=0,i=this._x0.length;e<i;e++){var n=this._x0[e],r=this._x1[e],s=this._y0[e],a=this._y1[e];isNaN(n+r+s+a)||t.push({minX:Math.min(n,r),minY:Math.min(s,a),maxX:Math.max(n,r),maxY:Math.max(s,a),i:e})}return new o.SpatialIndex(t)},e.prototype._render=function(t,e,i){var n=i.sx0,r=i.sy0,o=i.sx1,s=i.sy1;if(this.visuals.line.doit)for(var a=0,l=e;a<l.length;a++){var h=l[a];isNaN(n[h]+r[h]+o[h]+s[h])||(t.beginPath(),t.moveTo(n[h],r[h]),t.lineTo(o[h],s[h]),this.visuals.line.set_vectorize(t,h),t.stroke())}},e.prototype._hit_point=function(t){for(var e=t.sx,i=t.sy,n={x:e,y:i},o=[],s=this.renderer.xscale.r_invert(e-2,e+2),a=s[0],l=s[1],h=this.renderer.yscale.r_invert(i-2,i+2),u=h[0],c=h[1],_=this.index.indices({minX:a,minY:u,maxX:l,maxY:c}),p=0,d=_;p<d.length;p++){var f=d[p],v=Math.pow(Math.max(2,this.visuals.line.cache_select(\"line_width\",f)/2),2),m={x:this.sx0[f],y:this.sy0[f]},g={x:this.sx1[f],y:this.sy1[f]},y=r.dist_to_segment_squared(n,m,g);y<v&&o.push(f)}var b=r.create_empty_hit_test_result();return b.indices=o,b},e.prototype._hit_span=function(t){var e,i,n,o,s,a=this.renderer.plot_view.frame.bbox.ranges,l=a[0],h=a[1],u=t.sx,c=t.sy;\"v\"==t.direction?(s=this.renderer.yscale.invert(c),e=[this._y0,this._y1],n=e[0],o=e[1]):(s=this.renderer.xscale.invert(u),i=[this._x0,this._x1],n=i[0],o=i[1]);for(var _=[],p=this.renderer.xscale.r_invert(l.start,l.end),d=p[0],f=p[1],v=this.renderer.yscale.r_invert(h.start,h.end),m=v[0],g=v[1],y=this.index.indices({minX:d,minY:m,maxX:f,maxY:g}),b=0,x=y;b<x.length;b++){var w=x[b];(n[w]<=s&&s<=o[w]||o[w]<=s&&s<=n[w])&&_.push(w)}var k=r.create_empty_hit_test_result();return k.indices=_,k},e.prototype.scenterx=function(t){return(this.sx0[t]+this.sx1[t])/2},e.prototype.scentery=function(t){return(this.sy0[t]+this.sy1[t])/2},e.prototype.draw_legend_for_index=function(t,e,i){a.generic_line_legend(this.visuals,t,e,i)},e}(s.GlyphView);i.SegmentView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Segment\",this.prototype.default_view=l,this.coords([[\"x0\",\"y0\"],[\"x1\",\"y1\"]]),this.mixins([\"line\"])},e}(s.Glyph);i.Segment=h,h.initClass()},function(t,e,i){var n=t(388),r=t(150),o=t(147),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._render=function(t,e,i){var n,r,o,s,a,l,h=i.sx,u=i.sy,c=!1,_=null;this.visuals.line.set_value(t);var p=e.length;if(!(p<2)){t.beginPath(),t.moveTo(h[0],u[0]);for(var d=0,f=e;d<f.length;d++){var v=f[d],m=void 0,g=void 0,y=void 0,b=void 0;switch(this.model.mode){case\"before\":n=[h[v-1],u[v]],m=n[0],y=n[1],r=[h[v],u[v]],g=r[0],b=r[1];break;case\"after\":o=[h[v],u[v-1]],m=o[0],y=o[1],s=[h[v],u[v]],g=s[0],b=s[1];break;case\"center\":var x=(h[v-1]+h[v])/2;a=[x,u[v-1]],m=a[0],y=a[1],l=[x,u[v]],g=l[0],b=l[1];break;default:throw new Error(\"unexpected\")}if(c){if(!isFinite(h[v]+u[v])){t.stroke(),t.beginPath(),c=!1,_=v;continue}null!=_&&v-_>1&&(t.stroke(),c=!1)}c?(t.lineTo(m,y),t.lineTo(g,b)):(t.beginPath(),t.moveTo(h[v],u[v]),c=!0),_=v}t.lineTo(h[p-1],u[p-1]),t.stroke()}},e.prototype.draw_legend_for_index=function(t,e,i){o.generic_line_legend(this.visuals,t,e,i)},e}(r.XYGlyphView);i.StepView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Step\",this.prototype.default_view=a,this.mixins([\"line\"]),this.define({mode:[s.StepMode,\"before\"]})},e}(r.XYGlyph);i.Step=l,l.initClass()},function(t,e,i){var n=t(388),r=t(150),o=t(9),s=t(18),a=t(43),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._rotate_point=function(t,e,i,n,r){var o=(t-i)*Math.cos(r)-(e-n)*Math.sin(r)+i,s=(t-i)*Math.sin(r)+(e-n)*Math.cos(r)+n;return[o,s]},e.prototype._text_bounds=function(t,e,i,n){var r=[t,t+i,t+i,t,t],o=[e,e,e-n,e-n,e];return[r,o]},e.prototype._render=function(t,e,i){var n=i.sx,r=i.sy,o=i._x_offset,s=i._y_offset,l=i._angle,h=i._text;this._sys=[],this._sxs=[];for(var u=0,c=e;u<c.length;u++){var _=c[u];if(!isNaN(n[_]+r[_]+o[_]+s[_]+l[_])&&null!=h[_]&&(this._sxs[_]=[],this._sys[_]=[],this.visuals.text.doit)){var p=\"\"+h[_];t.save(),t.translate(n[_]+o[_],r[_]+s[_]),t.rotate(l[_]),this.visuals.text.set_vectorize(t,_);var d=this.visuals.text.cache_select(\"font\",_),f=a.measure_font(d).height,v=this.visuals.text.text_line_height.value()*f;if(-1==p.indexOf(\"\\n\")){t.fillText(p,0,0);var m=n[_]+o[_],g=r[_]+s[_],y=t.measureText(p).width,b=this._text_bounds(m,g,y,v),x=b[0],w=b[1];this._sxs[_].push(x),this._sys[_].push(w)}else{var k=p.split(\"\\n\"),T=v*k.length,C=this.visuals.text.cache_select(\"text_baseline\",_),S=void 0;switch(C){case\"top\":S=0;break;case\"middle\":S=-T/2+v/2;break;case\"bottom\":S=-T+v;break;default:S=0,console.warn(\"'\"+C+\"' baseline not supported with multi line text\")}for(var A=0,M=k;A<M.length;A++){var E=M[A];t.fillText(E,0,S);var m=n[_]+o[_],g=S+r[_]+s[_],y=t.measureText(E).width,z=this._text_bounds(m,g,y,v),x=z[0],w=z[1];this._sxs[_].push(x),this._sys[_].push(w),S+=v}}t.restore()}}},e.prototype._hit_point=function(t){for(var e=t.sx,i=t.sy,n=[],r=0;r<this._sxs.length;r++)for(var s=this._sxs[r],a=this._sys[r],l=s.length,h=0,u=l;h<u;h++){var c=this._rotate_point(e,i,s[l-1][0],a[l-1][0],-this._angle[r]),_=c[0],p=c[1];o.point_in_poly(_,p,s[h],a[h])&&n.push(r)}var d=o.create_empty_hit_test_result();return d.indices=n,d},e.prototype._scenterxy=function(t){var e=this._sxs[t][0][0],i=this._sys[t][0][0],n=(this._sxs[t][0][2]+e)/2,r=(this._sys[t][0][2]+i)/2,o=this._rotate_point(n,r,e,i,this._angle[t]),s=o[0],a=o[1];return{x:s,y:a}},e.prototype.scenterx=function(t){return this._scenterxy(t).x},e.prototype.scentery=function(t){return this._scenterxy(t).y},e}(r.XYGlyphView);i.TextView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Text\",this.prototype.default_view=l,this.mixins([\"text\"]),this.define({text:[s.NullStringSpec,{field:\"text\"}],angle:[s.AngleSpec,0],x_offset:[s.NumberSpec,0],y_offset:[s.NumberSpec,0]})},e}(r.XYGlyph);i.Text=h,h.initClass()},function(t,e,i){var n=t(9);i.generic_line_legend=function(t,e,i,n){var r=i.x0,o=i.x1,s=i.y0,a=i.y1;e.save(),e.beginPath(),e.moveTo(r,(s+a)/2),e.lineTo(o,(s+a)/2),t.line.doit&&(t.line.set_vectorize(e,n),e.stroke()),e.restore()},i.generic_area_legend=function(t,e,i,n){var r=i.x0,o=i.x1,s=i.y0,a=i.y1,l=.1*Math.abs(o-r),h=.1*Math.abs(a-s),u=r+l,c=o-l,_=s+h,p=a-h;t.fill.doit&&(t.fill.set_vectorize(e,n),e.fillRect(u,_,c-u,p-_)),t.line.doit&&(e.beginPath(),e.rect(u,_,c-u,p-_),t.line.set_vectorize(e,n),e.stroke())},i.line_interpolation=function(t,e,i,r,o,s){var a,l,h,u,c,_,p,d,f,v,m=e.sx,g=e.sy;\"point\"==e.type?(a=t.yscale.r_invert(g-1,g+1),f=a[0],v=a[1],l=t.xscale.r_invert(m-1,m+1),p=l[0],d=l[1]):\"v\"==e.direction?(h=t.yscale.r_invert(g,g),f=h[0],v=h[1],u=[Math.min(i-1,o-1),Math.max(i+1,o+1)],p=u[0],d=u[1]):(c=t.xscale.r_invert(m,m),p=c[0],d=c[1],_=[Math.min(r-1,s-1),Math.max(r+1,s+1)],f=_[0],v=_[1]);var y=n.check_2_segments_intersect(p,f,d,v,i,r,o,s),b=y.x,x=y.y;return[b,x]}},function(t,e,i){var n=t(388),r=t(121),o=t(18),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.scenterx=function(t){return this.sx[t]},e.prototype.scentery=function(t){return(this.stop[t]+this.sbottom[t])/2},e.prototype._index_data=function(){return this._index_box(this._x.length)},e.prototype._lrtb=function(t){var e=this._x[t]-this._width[t]/2,i=this._x[t]+this._width[t]/2,n=Math.max(this._top[t],this._bottom[t]),r=Math.min(this._top[t],this._bottom[t]);return[e,i,n,r]},e.prototype._map_data=function(){this.sx=this.renderer.xscale.v_compute(this._x),this.sw=this.sdist(this.renderer.xscale,this._x,this._width,\"center\"),this.stop=this.renderer.yscale.v_compute(this._top),this.sbottom=this.renderer.yscale.v_compute(this._bottom);var t=this.sx.length;this.sleft=new Float64Array(t),this.sright=new Float64Array(t);for(var e=0;e<t;e++)this.sleft[e]=this.sx[e]-this.sw[e]/2,this.sright[e]=this.sx[e]+this.sw[e]/2;this._clamp_viewport()},e}(r.BoxView);i.VBarView=s;var a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"VBar\",this.prototype.default_view=s,this.coords([[\"x\",\"bottom\"]]),this.define({width:[o.DistanceSpec],top:[o.CoordinateSpec]}),this.override({bottom:0})},e}(r.Box);i.VBar=a,a.initClass()},function(t,e,i){var n=t(388),r=t(150),o=t(147),s=t(9),a=t(18),l=t(34),h=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._map_data=function(){\"data\"==this.model.properties.radius.units?this.sradius=this.sdist(this.renderer.xscale,this._x,this._radius):this.sradius=this._radius},e.prototype._render=function(t,e,i){for(var n=i.sx,r=i.sy,o=i.sradius,s=i._start_angle,a=i._end_angle,l=this.model.properties.direction.value(),h=0,u=e;h<u.length;h++){var c=u[h];isNaN(n[c]+r[c]+o[c]+s[c]+a[c])||(t.beginPath(),t.arc(n[c],r[c],o[c],s[c],a[c],l),t.lineTo(n[c],r[c]),t.closePath(),this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,c),t.fill()),this.visuals.line.doit&&(this.visuals.line.set_vectorize(t,c),t.stroke()))}},e.prototype._hit_point=function(t){var e,i,n,r,o,a,h,u,c,_,p,d,f,v=t.sx,m=t.sy,g=this.renderer.xscale.invert(v),y=this.renderer.yscale.invert(m),b=2*this.max_radius;\"data\"===this.model.properties.radius.units?(_=g-b,p=g+b,d=y-b,f=y+b):(a=v-b,h=v+b,e=this.renderer.xscale.r_invert(a,h),_=e[0],p=e[1],u=m-b,c=m+b,i=this.renderer.yscale.r_invert(u,c),d=i[0],f=i[1]);for(var x=[],w=s.validate_bbox_coords([_,p],[d,f]),k=0,T=this.index.indices(w);k<T.length;k++){var C=T[k],S=Math.pow(this.sradius[C],2);n=this.renderer.xscale.r_compute(g,this._x[C]),a=n[0],h=n[1],r=this.renderer.yscale.r_compute(y,this._y[C]),u=r[0],c=r[1],(o=Math.pow(a-h,2)+Math.pow(u-c,2))<=S&&x.push([C,o])}for(var A=this.model.properties.direction.value(),M=[],E=0,z=x;E<z.length;E++){var O=z[E],C=O[0],P=O[1],j=Math.atan2(m-this.sy[C],v-this.sx[C]);l.angle_between(-j,-this._start_angle[C],-this._end_angle[C],A)&&M.push([C,P])}return s.create_hit_test_result_from_hits(M)},e.prototype.draw_legend_for_index=function(t,e,i){o.generic_area_legend(this.visuals,t,e,i)},e.prototype._scenterxy=function(t){var e=this.sradius[t]/2,i=(this._start_angle[t]+this._end_angle[t])/2;return{x:this.sx[t]+e*Math.cos(i),y:this.sy[t]+e*Math.sin(i)}},e.prototype.scenterx=function(t){return this._scenterxy(t).x},e.prototype.scentery=function(t){return this._scenterxy(t).y},e}(r.XYGlyphView);i.WedgeView=h;var u=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Wedge\",this.prototype.default_view=h,this.mixins([\"line\",\"fill\"]),this.define({direction:[a.Direction,\"anticlock\"],radius:[a.DistanceSpec],start_angle:[a.AngleSpec],end_angle:[a.AngleSpec]})},e}(r.XYGlyph);i.Wedge=u,u.initClass()},function(t,e,i){var n=t(388),r=t(39),o=t(126),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._index_data=function(){for(var t=[],e=0,i=this._x.length;e<i;e++){var n=this._x[e],o=this._y[e];!isNaN(n+o)&&isFinite(n+o)&&t.push({minX:n,minY:o,maxX:n,maxY:o,i:e})}return new r.SpatialIndex(t)},e.prototype.scenterx=function(t){return this.sx[t]},e.prototype.scentery=function(t){return this.sy[t]},e}(o.GlyphView);i.XYGlyphView=s;var a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"XYGlyph\",this.coords([[\"x\",\"y\"]])},e}(o.Glyph);i.XYGlyph=a,a.initClass()},function(t,e,i){var n=t(388),r=t(62),o=t(25),s=t(24),a=t(9),l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"GraphHitTestPolicy\"},e.prototype._hit_test_nodes=function(t,e){if(!e.model.visible)return null;var i=e.node_view.glyph.hit_test(t);return null==i?null:e.node_view.model.view.convert_selection_from_subset(i)},e.prototype._hit_test_edges=function(t,e){if(!e.model.visible)return null;var i=e.edge_view.glyph.hit_test(t);return null==i?null:e.edge_view.model.view.convert_selection_from_subset(i)},e}(r.Model);i.GraphHitTestPolicy=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"NodesOnly\"},e.prototype.hit_test=function(t,e){return this._hit_test_nodes(t,e)},e.prototype.do_selection=function(t,e,i,n){if(null==t)return!1;var r=e.node_renderer.data_source.selected;return r.update(t,i,n),e.node_renderer.data_source._select.emit(),!r.is_empty()},e.prototype.do_inspection=function(t,e,i,n,r){if(null==t)return!1;var o=i.model.get_selection_manager().get_or_create_inspector(i.node_view.model);return o.update(t,n,r),i.node_view.model.data_source.setv({inspected:o},{silent:!0}),i.node_view.model.data_source.inspect.emit([i.node_view,{geometry:e}]),!o.is_empty()},e}(l);i.NodesOnly=h,h.initClass();var u=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"NodesAndLinkedEdges\"},e.prototype.hit_test=function(t,e){return this._hit_test_nodes(t,e)},e.prototype.get_linked_edges=function(t,e,i){var n=[];\"selection\"==i?n=t.selected.indices.map(function(e){return t.data.index[e]}):\"inspection\"==i&&(n=t.inspected.indices.map(function(e){return t.data.index[e]}));for(var r=[],o=0;o<e.data.start.length;o++)(s.contains(n,e.data.start[o])||s.contains(n,e.data.end[o]))&&r.push(o);for(var l=a.create_empty_hit_test_result(),h=0,u=r;h<u.length;h++){var o=u[h];l.multiline_indices[o]=[0]}return l.indices=r,l},e.prototype.do_selection=function(t,e,i,n){if(null==t)return!1;var r=e.node_renderer.data_source.selected;r.update(t,i,n);var o=e.edge_renderer.data_source.selected,s=this.get_linked_edges(e.node_renderer.data_source,e.edge_renderer.data_source,\"selection\");return o.update(s,i,n),e.node_renderer.data_source._select.emit(),!r.is_empty()},e.prototype.do_inspection=function(t,e,i,n,r){if(null==t)return!1;var o=i.node_view.model.data_source.selection_manager.get_or_create_inspector(i.node_view.model);o.update(t,n,r),i.node_view.model.data_source.setv({inspected:o},{silent:!0});var s=i.edge_view.model.data_source.selection_manager.get_or_create_inspector(i.edge_view.model),a=this.get_linked_edges(i.node_view.model.data_source,i.edge_view.model.data_source,\"inspection\");return s.update(a,n,r),i.edge_view.model.data_source.setv({inspected:s},{silent:!0}),i.node_view.model.data_source.inspect.emit([i.node_view,{geometry:e}]),!o.is_empty()},e}(l);i.NodesAndLinkedEdges=u,u.initClass();var c=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"EdgesAndLinkedNodes\"},e.prototype.hit_test=function(t,e){return this._hit_test_edges(t,e)},e.prototype.get_linked_nodes=function(t,e,i){var n=[];\"selection\"==i?n=e.selected.indices:\"inspection\"==i&&(n=e.inspected.indices);for(var r=[],l=0,h=n;l<h.length;l++){var u=h[l];r.push(e.data.start[u]),r.push(e.data.end[u])}var c=s.uniq(r).map(function(e){return o.indexOf(t.data.index,e)}),_=a.create_empty_hit_test_result();return _.indices=c,_},e.prototype.do_selection=function(t,e,i,n){if(null==t)return!1;var r=e.edge_renderer.data_source.selected;r.update(t,i,n);var o=e.node_renderer.data_source.selected,s=this.get_linked_nodes(e.node_renderer.data_source,e.edge_renderer.data_source,\"selection\");return o.update(s,i,n),e.edge_renderer.data_source._select.emit(),!r.is_empty()},e.prototype.do_inspection=function(t,e,i,n,r){if(null==t)return!1;var o=i.edge_view.model.data_source.selection_manager.get_or_create_inspector(i.edge_view.model);o.update(t,n,r),i.edge_view.model.data_source.setv({inspected:o},{silent:!0});var s=i.node_view.model.data_source.selection_manager.get_or_create_inspector(i.node_view.model),a=this.get_linked_nodes(i.node_view.model.data_source,i.edge_view.model.data_source,\"inspection\");return s.update(a,n,r),i.node_view.model.data_source.setv({inspected:s},{silent:!0}),i.edge_view.model.data_source.inspect.emit([i.edge_view,{geometry:e}]),!o.is_empty()},e}(l);i.EdgesAndLinkedNodes=c,c.initClass()},function(t,e,i){var n=t(388);n.__exportStar(t(151),i),n.__exportStar(t(153),i),n.__exportStar(t(154),i)},function(t,e,i){var n=t(388),r=t(62),o=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"LayoutProvider\"},e}(r.Model);i.LayoutProvider=o,o.initClass()},function(t,e,i){var n=t(388),r=t(153),o=t(18),s=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"StaticLayoutProvider\",this.define({graph_layout:[o.Any,{}]})},e.prototype.get_node_coordinates=function(t){for(var e=[],i=[],n=t.data.index,r=0,o=n.length;r<o;r++){var s=this.graph_layout[n[r]],a=null!=s?s:[NaN,NaN],l=a[0],h=a[1];e.push(l),i.push(h)}return[e,i]},e.prototype.get_edge_coordinates=function(t){for(var e,i,n=[],r=[],o=t.data.start,s=t.data.end,a=null!=t.data.xs&&null!=t.data.ys,l=0,h=o.length;l<h;l++){var u=null!=this.graph_layout[o[l]]&&null!=this.graph_layout[s[l]];if(a&&u)n.push(t.data.xs[l]),r.push(t.data.ys[l]);else{var c=void 0,_=void 0;u?(e=[this.graph_layout[o[l]],this.graph_layout[s[l]]],_=e[0],c=e[1]):(_=(i=[[NaN,NaN],[NaN,NaN]])[0],c=i[1]),n.push([_[0],c[0]]),r.push([_[1],c[1]])}}return[n,r]},e}(r.LayoutProvider);i.StaticLayoutProvider=s,s.initClass()},function(t,e,i){var n=t(388),r=t(195),o=t(18),s=t(46),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),Object.defineProperty(e.prototype,\"_x_range_name\",{get:function(){return this.model.x_range_name},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"_y_range_name\",{get:function(){return this.model.y_range_name},enumerable:!0,configurable:!0}),e.prototype.render=function(){if(this.model.visible){var 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.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.change,function(){return e.request_render()})},e.prototype._draw_regions=function(t){if(this.visuals.band_fill.doit){var e=this.grid_coords(\"major\",!1),i=e[0],n=e[1];this.visuals.band_fill.set_value(t);for(var r=0;r<i.length-1;r++)if(r%2==1){var o=this.plot_view.map_to_screen(i[r],n[r],this._x_range_name,this._y_range_name),s=o[0],a=o[1],l=this.plot_view.map_to_screen(i[r+1],n[r+1],this._x_range_name,this._y_range_name),h=l[0],u=l[1];t.fillRect(s[0],a[0],h[1]-s[0],u[1]-a[0])}}},e.prototype._draw_grids=function(t){if(this.visuals.grid_line.doit){var e=this.grid_coords(\"major\"),i=e[0],n=e[1];this._draw_grid_helper(t,this.visuals.grid_line,i,n)}},e.prototype._draw_minor_grids=function(t){if(this.visuals.minor_grid_line.doit){var e=this.grid_coords(\"minor\"),i=e[0],n=e[1];this._draw_grid_helper(t,this.visuals.minor_grid_line,i,n)}},e.prototype._draw_grid_helper=function(t,e,i,n){e.set_value(t);for(var r=0;r<i.length;r++){var o=this.plot_view.map_to_screen(i[r],n[r],this._x_range_name,this._y_range_name),s=o[0],a=o[1];t.beginPath(),t.moveTo(Math.round(s[0]),Math.round(a[0]));for(var l=1;l<s.length;l++)t.lineTo(Math.round(s[l]),Math.round(a[l]));t.stroke()}},e.prototype.ranges=function(){var t=this.model.dimension,e=(t+1)%2,i=this.plot_view.frame,n=[i.x_ranges[this.model.x_range_name],i.y_ranges[this.model.y_range_name]];return[n[t],n[e]]},e.prototype.computed_bounds=function(){var t,e,i,n=this.ranges()[0],r=this.model.bounds,o=[n.min,n.max];if(s.isArray(r))e=Math.min(r[0],r[1]),i=Math.max(r[0],r[1]),e<o[0]&&(e=o[0]),i>o[1]&&(i=o[1]);else{e=o[0],i=o[1];for(var a=0,l=this.plot_view.axis_views;a<l.length;a++){var h=l[a];h.dimension==this.model.dimension&&h.model.x_range_name==this.model.x_range_name&&h.model.y_range_name==this.model.y_range_name&&(t=h.computed_bounds,e=t[0],i=t[1])}}return[e,i]},e.prototype.grid_coords=function(t,e){var i;void 0===e&&(e=!0);var n=this.model.dimension,r=(n+1)%2,o=this.ranges(),s=o[0],a=o[1],l=this.computed_bounds(),h=l[0],u=l[1];i=[Math.min(h,u),Math.max(h,u)],h=i[0],u=i[1];var c=this.model.ticker.get_ticks(h,u,s,a.min,{})[t],_=s.min,p=s.max,d=a.min,f=a.max,v=[[],[]];e||(c[0]!=_&&c.splice(0,0,_),c[c.length-1]!=p&&c.push(p));for(var m=0;m<c.length;m++)if(c[m]!=_&&c[m]!=p||!e){for(var g=[],y=[],b=0;b<2;b++){var x=d+(f-d)/1*b;g.push(c[m]),y.push(x)}v[n].push(g),v[r].push(y)}return v},e}(r.GuideRendererView);i.GridView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Grid\",this.prototype.default_view=a,this.mixins([\"line:grid_\",\"line:minor_grid_\",\"fill:band_\"]),this.define({bounds:[o.Any,\"auto\"],dimension:[o.Any,0],ticker:[o.Instance],x_range_name:[o.String,\"default\"],y_range_name:[o.String,\"default\"]}),this.override({level:\"underlay\",band_fill_color:null,band_fill_alpha:0,grid_line_color:\"#e5e5e5\",minor_grid_line_color:null})},e}(r.GuideRenderer);i.Grid=l,l.initClass()},function(t,e,i){var n=t(155);i.Grid=n.Grid},function(t,e,i){var n=t(388);n.__exportStar(t(69),i),n.__exportStar(t(86),i),n.__exportStar(t(92),i),n.__exportStar(t(96),i),n.__exportStar(t(99),i),n.__exportStar(t(105),i),n.__exportStar(t(111),i),n.__exportStar(t(133),i),n.__exportStar(t(152),i),n.__exportStar(t(156),i),n.__exportStar(t(162),i),n.__exportStar(t(173),i),n.__exportStar(t(284),i),n.__exportStar(t(178),i),n.__exportStar(t(183),i),n.__exportStar(t(189),i),n.__exportStar(t(196),i),n.__exportStar(t(199),i),n.__exportStar(t(203),i),n.__exportStar(t(212),i),n.__exportStar(t(224),i),n.__exportStar(t(234),i),n.__exportStar(t(270),i)},function(t,e,i){var n=t(388),r=t(163),o=t(18),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.properties.children.change,function(){return e.rebuild()})},Object.defineProperty(e.prototype,\"child_models\",{get:function(){return this.model.children},enumerable:!0,configurable:!0}),e}(r.LayoutDOMView);i.BoxView=s;var a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Box\",this.define({children:[o.Array,[]],spacing:[o.Number,0]})},e}(r.LayoutDOM);i.Box=a,a.initClass()},function(t,e,i){var n=t(388),r=t(158),o=t(11),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._update_layout=function(){var t=this.child_views.map(function(t){return t.layout});this.layout=new o.Column(t),this.layout.rows=this.model.rows,this.layout.spacing=[this.model.spacing,0],this.layout.set_sizing(this.box_sizing())},e}(r.BoxView);i.ColumnView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Column\",this.prototype.default_view=a,this.define({rows:[s.Any,\"auto\"]})},e}(r.Box);i.Column=l,l.initClass()},function(t,e,i){var n=t(388),r=t(163),o=t(11),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.properties.children.change,function(){return e.rebuild()})},Object.defineProperty(e.prototype,\"child_models\",{get:function(){return this.model.children.map(function(t){var e=t[0];return e})},enumerable:!0,configurable:!0}),e.prototype._update_layout=function(){this.layout=new o.Grid,this.layout.rows=this.model.rows,this.layout.cols=this.model.cols,this.layout.spacing=this.model.spacing;for(var t=0,e=this.model.children;t<e.length;t++){var i=e[t],n=i[0],r=i[1],s=i[2],a=i[3],l=i[4],h=this._child_views[n.id];this.layout.items.push({layout:h.layout,row:r,col:s,row_span:a,col_span:l})}this.layout.set_sizing(this.box_sizing())},e}(r.LayoutDOMView);i.GridBoxView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"GridBox\",this.prototype.default_view=a,this.define({children:[s.Array,[]],rows:[s.Any,\"auto\"],cols:[s.Any,\"auto\"],spacing:[s.Any,0]})},e}(r.LayoutDOM);i.GridBox=l,l.initClass()},function(t,e,i){var n=t(388),r=t(163),o=t(13),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),Object.defineProperty(e.prototype,\"child_models\",{get:function(){return[]},enumerable:!0,configurable:!0}),e.prototype._update_layout=function(){this.layout=new o.ContentBox(this.el),this.layout.set_sizing(this.box_sizing())},e}(r.LayoutDOMView);i.HTMLBoxView=s;var a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"HTMLBox\"},e}(r.LayoutDOM);i.HTMLBox=a,a.initClass()},function(t,e,i){var n=t(158);i.Box=n.Box;var r=t(159);i.Column=r.Column;var o=t(160);i.GridBox=o.GridBox;var s=t(161);i.HTMLBox=s.HTMLBox;var a=t(163);i.LayoutDOM=a.LayoutDOM;var l=t(164);i.Row=l.Row;var h=t(165);i.Spacer=h.Spacer;var u=t(166);i.Panel=u.Panel,i.Tabs=u.Tabs;var c=t(167);i.WidgetBox=c.WidgetBox},function(t,e,i){var n=t(388),r=t(62),o=t(5),s=t(17),a=t(46),l=t(18),h=t(4),u=t(6),c=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e._idle_notified=!1,e._offset_parent=null,e._viewport={},e}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.el.style.position=this.is_root?\"relative\":\"absolute\",this._child_views={},this.build_child_views()},e.prototype.remove=function(){for(var e=0,i=this.child_views;e<i.length;e++){var n=i[e];n.remove()}this._child_views={},t.prototype.remove.call(this)},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.is_root&&(this._on_resize=function(){return e.resize_layout()},window.addEventListener(\"resize\",this._on_resize),this._parent_observer=setInterval(function(){var t=e.el.offsetParent;e._offset_parent!=t&&(e._offset_parent=t,null!=t&&(e.compute_viewport(),e.invalidate_layout()))},250));var i=this.model.properties;this.on_change([i.width,i.height,i.min_width,i.min_height,i.max_width,i.max_height,i.margin,i.width_policy,i.height_policy,i.sizing_mode,i.aspect_ratio,i.visible,i.background,i.css_classes],function(){return e.invalidate_layout()})},e.prototype.disconnect_signals=function(){null!=this._parent_observer&&clearTimeout(this._parent_observer),null!=this._on_resize&&window.removeEventListener(\"resize\",this._on_resize),t.prototype.disconnect_signals.call(this)},e.prototype.css_classes=function(){return t.prototype.css_classes.call(this).concat(this.model.css_classes)},Object.defineProperty(e.prototype,\"child_views\",{get:function(){var t=this;return this.child_models.map(function(e){return t._child_views[e.id]})},enumerable:!0,configurable:!0}),e.prototype.build_child_views=function(){h.build_views(this._child_views,this.child_models,{parent:this})},e.prototype.render=function(){var e;t.prototype.render.call(this),o.empty(this.el);var i=this.model.background;this.el.style.backgroundColor=null!=i?i:\"\",(e=o.classes(this.el).clear()).add.apply(e,this.css_classes());for(var n=0,r=this.child_views;n<r.length;n++){var s=r[n];this.el.appendChild(s.el),s.render()}},e.prototype.update_layout=function(){for(var t=0,e=this.child_views;t<e.length;t++){var i=e[t];i.update_layout()}this._update_layout()},e.prototype.update_position=function(){this.el.style.display=this.model.visible?\"block\":\"none\";var t=this.is_root?this.layout.sizing.margin:void 0;o.position(this.el,this.layout.bbox,t);for(var e=0,i=this.child_views;e<i.length;e++){var n=i[e];n.update_position()}},e.prototype.after_layout=function(){for(var t=0,e=this.child_views;t<e.length;t++){var i=e[t];i.after_layout()}this._has_finished=!0},e.prototype.compute_viewport=function(){this._viewport=this._viewport_size()},e.prototype.renderTo=function(t){t.appendChild(this.el),this._offset_parent=this.el.offsetParent,this.compute_viewport(),this.build()},e.prototype.build=function(){return this.assert_root(),this.render(),this.update_layout(),this.compute_layout(),this},e.prototype.rebuild=function(){this.build_child_views(),this.render(),this.invalidate_layout()},e.prototype.compute_layout=function(){var t=Date.now();this.layout.compute(this._viewport),this.update_position(),this.after_layout(),s.logger.debug(\"layout computed in \"+(Date.now()-t)+\" ms\"),this.notify_finished()},e.prototype.resize_layout=function(){this.root.compute_viewport(),this.root.compute_layout()},e.prototype.invalidate_layout=function(){this.root.update_layout(),this.root.compute_layout()},e.prototype.has_finished=function(){if(!t.prototype.has_finished.call(this))return!1;for(var e=0,i=this.child_views;e<i.length;e++){var n=i[e];if(!n.has_finished())return!1}return!0},e.prototype.notify_finished=function(){this.is_root?!this._idle_notified&&this.has_finished()&&null!=this.model.document&&(this._idle_notified=!0,this.model.document.notify_idle(this.model)):this.root.notify_finished()},e.prototype._width_policy=function(){return null!=this.model.width?\"fixed\":\"fit\"},e.prototype._height_policy=function(){return null!=this.model.height?\"fixed\":\"fit\"},e.prototype.box_sizing=function(){var t=this.model,e=t.width_policy,i=t.height_policy,n=t.aspect_ratio;\"auto\"==e&&(e=this._width_policy()),\"auto\"==i&&(i=this._height_policy());var r=this.model.sizing_mode;if(null!=r)if(\"fixed\"==r)e=i=\"fixed\";else if(\"stretch_both\"==r)e=i=\"max\";else if(\"stretch_width\"==r)e=\"max\";else if(\"stretch_height\"==r)i=\"max\";else switch(null==n&&(n=\"auto\"),r){case\"scale_width\":e=\"max\",i=\"min\";break;case\"scale_height\":e=\"min\",i=\"max\";break;case\"scale_both\":e=\"max\",i=\"max\";break;default:throw new Error(\"unreachable\")}var o={width_policy:e,height_policy:i},s=this.model,l=s.min_width,h=s.min_height;null!=l&&(o.min_width=l),null!=h&&(o.min_height=h);var u=this.model,c=u.width,_=u.height;null!=c&&(o.width=c),null!=_&&(o.height=_);var p=this.model,d=p.max_width,f=p.max_height;null!=d&&(o.max_width=d),null!=f&&(o.max_height=f),\"auto\"==n&&null!=c&&null!=_?o.aspect=c/_:a.isNumber(n)&&(o.aspect=n);var v=this.model.margin;if(null!=v)if(a.isNumber(v))o.margin={top:v,right:v,bottom:v,left:v};else if(2==v.length){var m=v[0],g=v[1];o.margin={top:m,right:g,bottom:m,left:g}}else{var y=v[0],b=v[1],x=v[2],w=v[3];o.margin={top:y,right:b,bottom:x,left:w}}o.visible=this.model.visible;var k=this.model.align;return a.isArray(k)?(o.halign=k[0],o.valign=k[1]):o.halign=o.valign=k,o},e.prototype._viewport_size=function(){var t=this;return o.undisplayed(this.el,function(){for(var e=t.el;e=e.parentElement;)if(!e.classList.contains(\"bk-root\")){if(e==document.body){var i=o.extents(document.body).margin,n=i.left,r=i.right,s=i.top,a=i.bottom,l=Math.ceil(document.documentElement.clientWidth-n-r),h=Math.ceil(document.documentElement.clientHeight-s-a);return{width:l,height:h}}var u=o.extents(e).padding,c=u.left,_=u.right,p=u.top,d=u.bottom,f=e.getBoundingClientRect(),v=f.width,m=f.height,g=Math.ceil(v-c-_),y=Math.ceil(m-p-d);if(g>0||y>0)return{width:g>0?g:void 0,height:y>0?y:void 0}}return{}})},e.prototype.serializable_state=function(){return n.__assign({},t.prototype.serializable_state.call(this),{bbox:this.layout.bbox.rect,children:this.child_views.map(function(t){return t.serializable_state()})})},e}(u.DOMView);i.LayoutDOMView=c;var _=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"LayoutDOM\",this.define({width:[l.Number,null],height:[l.Number,null],min_width:[l.Number,null],min_height:[l.Number,null],max_width:[l.Number,null],max_height:[l.Number,null],margin:[l.Any,[0,0,0,0]],width_policy:[l.Any,\"auto\"],height_policy:[l.Any,\"auto\"],aspect_ratio:[l.Any,null],sizing_mode:[l.SizingMode,null],visible:[l.Boolean,!0],disabled:[l.Boolean,!1],align:[l.Any,\"start\"],background:[l.Color,null],css_classes:[l.Array,[]]})},e}(r.Model);i.LayoutDOM=_,_.initClass()},function(t,e,i){var n=t(388),r=t(158),o=t(11),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._update_layout=function(){var t=this.child_views.map(function(t){return t.layout});this.layout=new o.Row(t),this.layout.cols=this.model.cols,this.layout.spacing=[0,this.model.spacing],this.layout.set_sizing(this.box_sizing())},e}(r.BoxView);i.RowView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Row\",this.prototype.default_view=a,this.define({cols:[s.Any,\"auto\"]})},e}(r.Box);i.Row=l,l.initClass()},function(t,e,i){var n=t(388),r=t(163),o=t(13),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),Object.defineProperty(e.prototype,\"child_models\",{get:function(){return[]},enumerable:!0,configurable:!0}),e.prototype._update_layout=function(){this.layout=new o.LayoutItem,this.layout.set_sizing(this.box_sizing())},e}(r.LayoutDOMView);i.SpacerView=s;var a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Spacer\",this.prototype.default_view=s},e}(r.LayoutDOM);i.Spacer=a,a.initClass()},function(t,e,i){var n=t(388),r=t(13),o=t(5),s=t(24),a=t(18),l=t(163),h=t(62),u=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.properties.tabs.change,function(){return e.rebuild()}),this.connect(this.model.properties.active.change,function(){return e.on_active_change()})},Object.defineProperty(e.prototype,\"child_models\",{get:function(){return this.model.tabs.map(function(t){return t.child})},enumerable:!0,configurable:!0}),e.prototype._update_layout=function(){var t=this.model.tabs_location,e=\"above\"==t||\"below\"==t,i=this.scroll_el,a=this.headers_el;this.header=new(function(t){function r(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(r,t),r.prototype._measure=function(n){var r=o.size(i),l=o.children(a).slice(0,3).map(function(t){return o.size(t)}),h=t.prototype._measure.call(this,n),u=h.width,c=h.height;if(e){var _=r.width+s.sum(l.map(function(t){return t.width}));return{width:n.width!=1/0?n.width:_,height:c}}var p=r.height+s.sum(l.map(function(t){return t.height}));return{width:u,height:n.height!=1/0?n.height:p}},r}(r.ContentBox))(this.header_el),e?this.header.set_sizing({width_policy:\"fit\",height_policy:\"fixed\"}):this.header.set_sizing({width_policy:\"fixed\",height_policy:\"fit\"});var l=1,h=1;switch(t){case\"above\":l-=1;break;case\"below\":l+=1;break;case\"left\":h-=1;break;case\"right\":h+=1}var u={layout:this.header,row:l,col:h},c=this.child_views.map(function(t){return{layout:t.layout,row:1,col:1}});this.layout=new r.Grid([u].concat(c)),this.layout.set_sizing(this.box_sizing())},e.prototype.update_position=function(){t.prototype.update_position.call(this),this.header_el.style.position=\"absolute\",o.position(this.header_el,this.header.bbox);var e=this.model.tabs_location,i=\"above\"==e||\"below\"==e,n=o.size(this.scroll_el),r=o.scroll_size(this.headers_el);if(i){var s=this.header.bbox.width;r.width>s?(this.wrapper_el.style.maxWidth=s-n.width+\"px\",o.display(this.scroll_el)):(this.wrapper_el.style.maxWidth=\"\",o.undisplay(this.scroll_el))}else{var a=this.header.bbox.height;r.height>a?(this.wrapper_el.style.maxHeight=a-n.height+\"px\",o.display(this.scroll_el)):(this.wrapper_el.style.maxHeight=\"\",o.undisplay(this.scroll_el))}for(var l=this.child_views,h=0,u=l;h<u.length;h++){var c=u[h];o.hide(c.el)}var _=l[this.model.active];null!=_&&o.show(_.el)},e.prototype.render=function(){var e=this;t.prototype.render.call(this);var i=this.model.active,n=this.model.tabs_location,r=\"above\"==n||\"below\"==n,a=\"bk-\"+n,l=this.model.tabs.map(function(t,n){var r=o.div({class:[\"bk-tab\",n==i?\"bk-active\":null]},t.title);if(r.addEventListener(\"click\",function(t){t.target==t.currentTarget&&e.change_active(n)}),t.closable){var a=o.div({class:\"bk-close\"});a.addEventListener(\"click\",function(t){if(t.target==t.currentTarget){e.model.tabs=s.remove_at(e.model.tabs,n);var i=e.model.tabs.length;e.model.active>i-1&&(e.model.active=i-1)}}),r.appendChild(a)}return r});this.headers_el=o.div({class:[\"bk-headers\"]},l),this.wrapper_el=o.div({class:\"bk-headers-wrapper\"},this.headers_el);var h=o.div({class:[\"bk-btn\",\"bk-btn-default\"],disabled:\"\"},o.div({class:[\"bk-caret\",\"bk-left\"]})),u=o.div({class:[\"bk-btn\",\"bk-btn-default\"]},o.div({class:[\"bk-caret\",\"bk-right\"]})),c=0,_=function(t){return function(){var i=e.model.tabs.length;0==(c=\"left\"==t?Math.max(c-1,0):Math.min(c+1,i-1))?h.setAttribute(\"disabled\",\"\"):h.removeAttribute(\"disabled\"),c==i-1?u.setAttribute(\"disabled\",\"\"):u.removeAttribute(\"disabled\");var n=o.children(e.headers_el).slice(0,c).map(function(t){return t.getBoundingClientRect()});if(r){var a=-s.sum(n.map(function(t){return t.width}));e.headers_el.style.left=a+\"px\"}else{var l=-s.sum(n.map(function(t){return t.height}));e.headers_el.style.top=l+\"px\"}}};h.addEventListener(\"click\",_(\"left\")),u.addEventListener(\"click\",_(\"right\")),this.scroll_el=o.div({class:\"bk-btn-group\"},h,u),this.header_el=o.div({class:[\"bk-tabs-header\",a]},this.scroll_el,this.wrapper_el),this.el.appendChild(this.header_el)},e.prototype.change_active=function(t){t!=this.model.active&&(this.model.active=t,null!=this.model.callback&&this.model.callback.execute(this.model))},e.prototype.on_active_change=function(){for(var t=this.model.active,e=o.children(this.headers_el),i=0,n=e;i<n.length;i++){var r=n[i];r.classList.remove(\"bk-active\")}e[t].classList.add(\"bk-active\");for(var s=this.child_views,a=0,l=s;a<l.length;a++){var h=l[a];o.hide(h.el)}o.show(s[t].el)},e}(l.LayoutDOMView);i.TabsView=u;var c=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Tabs\",this.prototype.default_view=u,this.define({tabs:[a.Array,[]],tabs_location:[a.Location,\"above\"],active:[a.Number,0],callback:[a.Any]})},e}(l.LayoutDOM);i.Tabs=c,c.initClass();var _=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Panel\",this.define({title:[a.String,\"\"],child:[a.Instance],closable:[a.Boolean,!1]})},e}(h.Model);i.Panel=_,_.initClass()},function(t,e,i){var n=t(388),r=t(159),o=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e}(r.ColumnView);i.WidgetBoxView=o;var s=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"WidgetBox\",this.prototype.default_view=o},e}(r.Column);i.WidgetBox=s,s.initClass()},function(t,e,i){var n=t(388),r=t(169),o=t(171),s=t(18),a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"CategoricalColorMapper\",this.define({factors:[s.Array],start:[s.Number,0],end:[s.Number]})},e.prototype._v_compute=function(t,e,i,n){var o=n.nan_color;r.cat_v_compute(t,this.factors,i,e,this.start,this.end,o)},e}(o.ColorMapper);i.CategoricalColorMapper=a,a.initClass()},function(t,e,i){var n=t(25),r=t(46);function o(t,e){if(t.length!=e.length)return!1;for(var i=0,n=t.length;i<n;i++)if(t[i]!==e[i])return!1;return!0}i._cat_equals=o,i.cat_v_compute=function(t,e,i,s,a,l,h){for(var u=function(u,c){var _=t[u],p=void 0;r.isString(_)?p=n.index_of(e,_):(null!=a?_=null!=l?_.slice(a,l):_.slice(a):null!=l&&(_=_.slice(0,l)),p=1==_.length?n.index_of(e,_[0]):n.find_index(e,function(t){return o(t,_)}));var d=void 0;d=p<0||p>=i.length?h:i[p],s[u]=d},c=0,_=t.length;c<_;c++)u(c,_)}},function(t,e,i){var n=t(388),r=t(169),o=t(176),s=t(18),a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"CategoricalMarkerMapper\",this.define({factors:[s.Array],markers:[s.Array],start:[s.Number,0],end:[s.Number],default_value:[s.MarkerType,\"circle\"]})},e.prototype.v_compute=function(t){var e=new Array(t.length);return r.cat_v_compute(t,this.factors,this.markers,e,this.start,this.end,this.default_value),e},e}(o.Mapper);i.CategoricalMarkerMapper=a,a.initClass()},function(t,e,i){var n=t(388),r=t(176),o=t(18),s=t(46),a=t(30),l=t(31);function h(t){return s.isNumber(t)?t:(\"#\"!=t[0]&&(t=a.color2hex(t)),9!=t.length&&(t+=\"ff\"),parseInt(t.slice(1),16))}function u(t){for(var e=new Uint32Array(t.length),i=0,n=t.length;i<n;i++)e[i]=h(t[i]);return e}function c(t){if(l.is_little_endian)for(var e=new DataView(t.buffer),i=0,n=t.length;i<n;i++)e.setUint32(4*i,t[i]);return new Uint8Array(t.buffer)}i._convert_color=h,i._convert_palette=u,i._uint32_to_rgba=c;var _=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ColorMapper\",this.define({palette:[o.Any],nan_color:[o.Color,\"gray\"]})},e.prototype.v_compute=function(t){var e=new Array(t.length);return this._v_compute(t,e,this.palette,this._colors(function(t){return t})),e},Object.defineProperty(e.prototype,\"rgba_mapper\",{get:function(){var t=this,e=u(this.palette),i=this._colors(h);return{v_compute:function(n){var r=new Uint32Array(n.length);return t._v_compute(n,r,e,i),c(r)}}},enumerable:!0,configurable:!0}),e.prototype._colors=function(t){return{nan_color:t(this.nan_color)}},e}(r.Mapper);i.ColorMapper=_,_.initClass()},function(t,e,i){var n=t(388),r=t(171),o=t(18),s=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ContinuousColorMapper\",this.define({high:[o.Number],low:[o.Number],high_color:[o.Color],low_color:[o.Color]})},e.prototype._colors=function(e){return n.__assign({},t.prototype._colors.call(this,e),{low_color:null!=this.low_color?e(this.low_color):void 0,high_color:null!=this.high_color?e(this.high_color):void 0})},e}(r.ColorMapper);i.ContinuousColorMapper=s,s.initClass()},function(t,e,i){var n=t(168);i.CategoricalColorMapper=n.CategoricalColorMapper;var r=t(170);i.CategoricalMarkerMapper=r.CategoricalMarkerMapper;var o=t(172);i.ContinuousColorMapper=o.ContinuousColorMapper;var s=t(171);i.ColorMapper=s.ColorMapper;var a=t(174);i.LinearColorMapper=a.LinearColorMapper;var l=t(175);i.LogColorMapper=l.LogColorMapper},function(t,e,i){var n=t(388),r=t(172),o=t(25),s=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"LinearColorMapper\"},e.prototype._v_compute=function(t,e,i,n){for(var r=n.nan_color,s=n.low_color,a=n.high_color,l=null!=this.low?this.low:o.min(t),h=null!=this.high?this.high:o.max(t),u=i.length-1,c=1/(h-l),_=1/i.length,p=0,d=t.length;p<d;p++){var f=t[p];if(isNaN(f))e[p]=r;else if(f!=h){var v=(f-l)*c,m=Math.floor(v/_);e[p]=m<0?null!=s?s:i[0]:m>u?null!=a?a:i[u]:i[m]}else e[p]=i[u]}},e}(r.ContinuousColorMapper);i.LinearColorMapper=s,s.initClass()},function(t,e,i){var n=t(388),r=t(172),o=t(25),s=null!=Math.log1p?Math.log1p:function(t){return Math.log(1+t)},a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"LogColorMapper\"},e.prototype._v_compute=function(t,e,i,n){for(var r=n.nan_color,a=n.low_color,l=n.high_color,h=i.length,u=null!=this.low?this.low:o.min(t),c=null!=this.high?this.high:o.max(t),_=h/(s(c)-s(u)),p=i.length-1,d=0,f=t.length;d<f;d++){var v=t[d];if(isNaN(v))e[d]=r;else if(v>c)e[d]=null!=l?l:i[p];else if(v!=c)if(v<u)e[d]=null!=a?a:i[0];else{var m=s(v)-s(u),g=Math.floor(m*_);g>p&&(g=p),e[d]=i[g]}else e[d]=i[p]}},e}(r.ContinuousColorMapper);i.LogColorMapper=a,a.initClass()},function(t,e,i){var n=t(388),r=t(289),o=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Mapper\"},e.prototype.compute=function(t){throw new Error(\"mapping single values is not supported\")},e}(r.Transform);i.Mapper=o,o.initClass()},function(t,e,i){var n=t(388),r=t(179),o=Math.sqrt(3);function s(t,e){t.moveTo(-e,e),t.lineTo(e,-e),t.moveTo(-e,-e),t.lineTo(e,e)}function a(t,e){t.moveTo(0,e),t.lineTo(0,-e),t.moveTo(-e,0),t.lineTo(e,0)}function l(t,e){t.moveTo(0,e),t.lineTo(e/1.5,0),t.lineTo(0,-e),t.lineTo(-e/1.5,0),t.closePath()}function h(t,e){var i=e*o,n=i/3;t.moveTo(-e,n),t.lineTo(e,n),t.lineTo(0,n-i),t.closePath()}function u(t,e,i,n,r){var o=.65*i;a(t,i),s(t,o),n.doit&&(n.set_vectorize(t,e),t.stroke())}function c(t,e,i,n,r){t.arc(0,0,i,0,2*Math.PI,!1),r.doit&&(r.set_vectorize(t,e),t.fill()),n.doit&&(n.set_vectorize(t,e),a(t,i),t.stroke())}function _(t,e,i,n,r){t.arc(0,0,i,0,2*Math.PI,!1),r.doit&&(r.set_vectorize(t,e),t.fill()),n.doit&&(n.set_vectorize(t,e),s(t,i),t.stroke())}function p(t,e,i,n,r){a(t,i),n.doit&&(n.set_vectorize(t,e),t.stroke())}function d(t,e,i,n,r){l(t,i),r.doit&&(r.set_vectorize(t,e),t.fill()),n.doit&&(n.set_vectorize(t,e),t.stroke())}function f(t,e,i,n,r){l(t,i),r.doit&&(r.set_vectorize(t,e),t.fill()),n.doit&&(n.set_vectorize(t,e),a(t,i),t.stroke())}function v(t,e,i,n,r){!function(t,e){var i=e/2,n=o*i;t.moveTo(e,0),t.lineTo(i,-n),t.lineTo(-i,-n),t.lineTo(-e,0),t.lineTo(-i,n),t.lineTo(i,n),t.closePath()}(t,i),r.doit&&(r.set_vectorize(t,e),t.fill()),n.doit&&(n.set_vectorize(t,e),t.stroke())}function m(t,e,i,n,r){t.rotate(Math.PI),h(t,i),t.rotate(-Math.PI),r.doit&&(r.set_vectorize(t,e),t.fill()),n.doit&&(n.set_vectorize(t,e),t.stroke())}function g(t,e,i,n,r){var o=2*i;t.rect(-i,-i,o,o),r.doit&&(r.set_vectorize(t,e),t.fill()),n.doit&&(n.set_vectorize(t,e),t.stroke())}function y(t,e,i,n,r){var o=2*i;t.rect(-i,-i,o,o),r.doit&&(r.set_vectorize(t,e),t.fill()),n.doit&&(n.set_vectorize(t,e),a(t,i),t.stroke())}function b(t,e,i,n,r){var o=2*i;t.rect(-i,-i,o,o),r.doit&&(r.set_vectorize(t,e),t.fill()),n.doit&&(n.set_vectorize(t,e),s(t,i),t.stroke())}function x(t,e,i,n,r){h(t,i),r.doit&&(r.set_vectorize(t,e),t.fill()),n.doit&&(n.set_vectorize(t,e),t.stroke())}function w(t,e,i,n,r){!function(t,e){t.moveTo(-e,0),t.lineTo(e,0)}(t,i),n.doit&&(n.set_vectorize(t,e),t.stroke())}function k(t,e,i,n,r){s(t,i),n.doit&&(n.set_vectorize(t,e),t.stroke())}function T(t,e){var i=function(t){function i(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(i,t),i.initClass=function(){this.prototype._render_one=e},i}(r.MarkerView);i.initClass();var o=function(e){function r(){return null!==e&&e.apply(this,arguments)||this}return n.__extends(r,e),r.initClass=function(){this.prototype.default_view=i,this.prototype.type=t},r}(r.Marker);return o.initClass(),o}i.Asterisk=T(\"Asterisk\",u),i.CircleCross=T(\"CircleCross\",c),i.CircleX=T(\"CircleX\",_),i.Cross=T(\"Cross\",p),i.Dash=T(\"Dash\",w),i.Diamond=T(\"Diamond\",d),i.DiamondCross=T(\"DiamondCross\",f),i.Hex=T(\"Hex\",v),i.InvertedTriangle=T(\"InvertedTriangle\",m),i.Square=T(\"Square\",g),i.SquareCross=T(\"SquareCross\",y),i.SquareX=T(\"SquareX\",b),i.Triangle=T(\"Triangle\",x),i.X=T(\"X\",k),i.marker_funcs={asterisk:u,circle:function(t,e,i,n,r){t.arc(0,0,i,0,2*Math.PI,!1),r.doit&&(r.set_vectorize(t,e),t.fill()),n.doit&&(n.set_vectorize(t,e),t.stroke())},circle_cross:c,circle_x:_,cross:p,diamond:d,diamond_cross:f,hex:v,inverted_triangle:m,square:g,square_cross:y,square_x:b,triangle:x,dash:w,x:k}},function(t,e,i){var n=t(388);n.__exportStar(t(177),i);var r=t(179);i.Marker=r.Marker;var o=t(180);i.Scatter=o.Scatter},function(t,e,i){var n=t(388),r=t(150),o=t(9),s=t(18),a=t(24),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._render=function(t,e,i){for(var n=i.sx,r=i.sy,o=i._size,s=i._angle,a=0,l=e;a<l.length;a++){var h=l[a];if(!isNaN(n[h]+r[h]+o[h]+s[h])){var u=o[h]/2;t.beginPath(),t.translate(n[h],r[h]),s[h]&&t.rotate(s[h]),this._render_one(t,h,u,this.visuals.line,this.visuals.fill),s[h]&&t.rotate(-s[h]),t.translate(-n[h],-r[h])}}},e.prototype._mask_data=function(){var t=this.renderer.plot_view.frame.bbox.h_range,e=t.start-this.max_size,i=t.end+this.max_size,n=this.renderer.xscale.r_invert(e,i),r=n[0],s=n[1],a=this.renderer.plot_view.frame.bbox.v_range,l=a.start-this.max_size,h=a.end+this.max_size,u=this.renderer.yscale.r_invert(l,h),c=u[0],_=u[1],p=o.validate_bbox_coords([r,s],[c,_]);return this.index.indices(p)},e.prototype._hit_point=function(t){for(var e=t.sx,i=t.sy,n=e-this.max_size,r=e+this.max_size,s=this.renderer.xscale.r_invert(n,r),a=s[0],l=s[1],h=i-this.max_size,u=i+this.max_size,c=this.renderer.yscale.r_invert(h,u),_=c[0],p=c[1],d=o.validate_bbox_coords([a,l],[_,p]),f=this.index.indices(d),v=[],m=0,g=f;m<g.length;m++){var y=g[m],b=this._size[y]/2,x=Math.abs(this.sx[y]-e)+Math.abs(this.sy[y]-i);Math.abs(this.sx[y]-e)<=b&&Math.abs(this.sy[y]-i)<=b&&v.push([y,x])}return o.create_hit_test_result_from_hits(v)},e.prototype._hit_span=function(t){var e,i,n,r,s,a,l=t.sx,h=t.sy,u=this.bounds(),c=u.minX,_=u.minY,p=u.maxX,d=u.maxY,f=o.create_empty_hit_test_result();if(\"h\"==t.direction){s=_,a=d;var v=this.max_size/2,m=l-v,g=l+v;e=this.renderer.xscale.r_invert(m,g),n=e[0],r=e[1]}else{n=c,r=p;var v=this.max_size/2,y=h-v,b=h+v;i=this.renderer.yscale.r_invert(y,b),s=i[0],a=i[1]}var x=o.validate_bbox_coords([n,r],[s,a]),w=this.index.indices(x);return f.indices=w,f},e.prototype._hit_rect=function(t){var e=t.sx0,i=t.sx1,n=t.sy0,r=t.sy1,s=this.renderer.xscale.r_invert(e,i),a=s[0],l=s[1],h=this.renderer.yscale.r_invert(n,r),u=h[0],c=h[1],_=o.validate_bbox_coords([a,l],[u,c]),p=o.create_empty_hit_test_result();return p.indices=this.index.indices(_),p},e.prototype._hit_poly=function(t){for(var e=t.sx,i=t.sy,n=a.range(0,this.sx.length),r=[],s=0,l=n.length;s<l;s++){var h=n[s];o.point_in_poly(this.sx[s],this.sy[s],e,i)&&r.push(h)}var u=o.create_empty_hit_test_result();return u.indices=r,u},e.prototype.draw_legend_for_index=function(t,e,i){var n=e.x0,r=e.x1,o=e.y0,s=e.y1,a=i+1,l=new Array(a);l[i]=(n+r)/2;var h=new Array(a);h[i]=(o+s)/2;var u=new Array(a);u[i]=.4*Math.min(Math.abs(r-n),Math.abs(s-o));var c=new Array(a);c[i]=0,this._render(t,[i],{sx:l,sy:h,_size:u,_angle:c})},e}(r.XYGlyphView);i.MarkerView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.mixins([\"line\",\"fill\"]),this.define({size:[s.DistanceSpec,{units:\"screen\",value:4}],angle:[s.AngleSpec,0]})},e}(r.XYGlyph);i.Marker=h,h.initClass()},function(t,e,i){var n=t(388),r=t(179),o=t(177),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._render=function(t,e,i){for(var n=i.sx,r=i.sy,s=i._size,a=i._angle,l=i._marker,h=0,u=e;h<u.length;h++){var c=u[h];if(!isNaN(n[c]+r[c]+s[c]+a[c])&&null!=l[c]){var _=s[c]/2;t.beginPath(),t.translate(n[c],r[c]),a[c]&&t.rotate(a[c]),o.marker_funcs[l[c]](t,c,_,this.visuals.line,this.visuals.fill),a[c]&&t.rotate(-a[c]),t.translate(-n[c],-r[c])}}},e.prototype.draw_legend_for_index=function(t,e,i){var n=e.x0,r=e.x1,o=e.y0,s=e.y1,a=i+1,l=new Array(a);l[i]=(n+r)/2;var h=new Array(a);h[i]=(o+s)/2;var u=new Array(a);u[i]=.4*Math.min(Math.abs(r-n),Math.abs(s-o));var c=new Array(a);c[i]=0;var _=new Array(a);_[i]=this._marker[i],this._render(t,[i],{sx:l,sy:h,_size:u,_angle:c,_marker:_})},e}(r.MarkerView);i.ScatterView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Scatter\",this.prototype.default_view=a,this.define({marker:[s.MarkerSpec,{value:\"circle\"}]})},e}(r.Marker);i.Scatter=l,l.initClass()},function(t,e,i){var n=t(388),r=t(17),o=t(184),s=t(18),a=t(62),l=t(191),h=t(182);i.GMapPlotView=h.GMapPlotView;var u=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"MapOptions\",this.define({lat:[s.Number],lng:[s.Number],zoom:[s.Number,12]})},e}(a.Model);i.MapOptions=u,u.initClass();var c=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"GMapOptions\",this.define({map_type:[s.String,\"roadmap\"],scale_control:[s.Boolean,!1],styles:[s.String],tilt:[s.Int,45]})},e}(u);i.GMapOptions=c,c.initClass();var _=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"GMapPlot\",this.prototype.default_view=h.GMapPlotView,this.define({map_options:[s.Instance],api_key:[s.String]}),this.override({x_range:function(){return new l.Range1d},y_range:function(){return new l.Range1d}})},e.prototype.initialize=function(){t.prototype.initialize.call(this),this.use_map=!0,this.api_key||r.logger.error(\"api_key is required. See https://developers.google.com/maps/documentation/javascript/get-api-key for more information on how to obtain your own.\")},e}(o.Plot);i.GMapPlot=_,_.initClass()},function(t,e,i){var n=t(388),r=t(22),o=t(36),s=t(185),a=new r.Signal0({},\"gmaps_ready\"),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){var e=this;this.pause(),t.prototype.initialize.call(this),this._tiles_loaded=!1,this.zoom_count=0;var i=this.model.map_options,n=i.zoom,r=i.lat,o=i.lng;this.initial_zoom=n,this.initial_lat=r,this.initial_lng=o,this.canvas_view.map_el.style.position=\"absolute\",\"undefined\"!=typeof google&&null!=google.maps||(void 0===window._bokeh_gmaps_callback&&function(t){window._bokeh_gmaps_callback=function(){return a.emit()};var e=document.createElement(\"script\");e.type=\"text/javascript\",e.src=\"https://maps.googleapis.com/maps/api/js?key=\"+t+\"&callback=_bokeh_gmaps_callback\",document.body.appendChild(e)}(this.model.api_key),a.connect(function(){return e.request_render()})),this.unpause()},e.prototype.update_range=function(e){if(null==e)this.map.setCenter({lat:this.initial_lat,lng:this.initial_lng}),this.map.setOptions({zoom:this.initial_zoom}),t.prototype.update_range.call(this,null);else if(null!=e.sdx||null!=e.sdy)this.map.panBy(e.sdx||0,e.sdy||0),t.prototype.update_range.call(this,e);else if(null!=e.factor){var i=void 0;if(10!==this.zoom_count)return void(this.zoom_count+=1);this.zoom_count=0,this.pause(),t.prototype.update_range.call(this,e),i=e.factor<0?-1:1;var n=this.map.getZoom(),r=n+i;if(r>=2){this.map.setZoom(r);var o=this._get_projected_bounds(),s=o[0],a=o[1];a-s<0&&this.map.setZoom(n)}this.unpause()}this._set_bokeh_ranges()},e.prototype._build_map=function(){var t=this,e=google.maps;this.map_types={satellite:e.MapTypeId.SATELLITE,terrain:e.MapTypeId.TERRAIN,roadmap:e.MapTypeId.ROADMAP,hybrid:e.MapTypeId.HYBRID};var i=this.model.map_options,n={center:new e.LatLng(i.lat,i.lng),zoom:i.zoom,disableDefaultUI:!0,mapTypeId:this.map_types[i.map_type],scaleControl:i.scale_control,tilt:i.tilt};null!=i.styles&&(n.styles=JSON.parse(i.styles)),this.map=new e.Map(this.canvas_view.map_el,n),e.event.addListener(this.map,\"idle\",function(){return t._set_bokeh_ranges()}),e.event.addListener(this.map,\"bounds_changed\",function(){return t._set_bokeh_ranges()}),e.event.addListenerOnce(this.map,\"tilesloaded\",function(){return t._render_finished()}),this.connect(this.model.properties.map_options.change,function(){return t._update_options()}),this.connect(this.model.map_options.properties.styles.change,function(){return t._update_styles()}),this.connect(this.model.map_options.properties.lat.change,function(){return t._update_center(\"lat\")}),this.connect(this.model.map_options.properties.lng.change,function(){return t._update_center(\"lng\")}),this.connect(this.model.map_options.properties.zoom.change,function(){return t._update_zoom()}),this.connect(this.model.map_options.properties.map_type.change,function(){return t._update_map_type()}),this.connect(this.model.map_options.properties.scale_control.change,function(){return t._update_scale_control()}),this.connect(this.model.map_options.properties.tilt.change,function(){return t._update_tilt()})},e.prototype._render_finished=function(){this._tiles_loaded=!0,this.notify_finished()},e.prototype.has_finished=function(){return t.prototype.has_finished.call(this)&&!0===this._tiles_loaded},e.prototype._get_latlon_bounds=function(){var t=this.map.getBounds(),e=t.getNorthEast(),i=t.getSouthWest(),n=i.lng(),r=e.lng(),o=i.lat(),s=e.lat();return[n,r,o,s]},e.prototype._get_projected_bounds=function(){var t=this._get_latlon_bounds(),e=t[0],i=t[1],n=t[2],r=t[3],s=o.wgs84_mercator.forward([e,n]),a=s[0],l=s[1],h=o.wgs84_mercator.forward([i,r]),u=h[0],c=h[1];return[a,u,l,c]},e.prototype._set_bokeh_ranges=function(){var t=this._get_projected_bounds(),e=t[0],i=t[1],n=t[2],r=t[3];this.frame.x_range.setv({start:e,end:i}),this.frame.y_range.setv({start:n,end:r})},e.prototype._update_center=function(t){var e=this.map.getCenter().toJSON();e[t]=this.model.map_options[t],this.map.setCenter(e),this._set_bokeh_ranges()},e.prototype._update_map_type=function(){this.map.setOptions({mapTypeId:this.map_types[this.model.map_options.map_type]})},e.prototype._update_scale_control=function(){this.map.setOptions({scaleControl:this.model.map_options.scale_control})},e.prototype._update_tilt=function(){this.map.setOptions({tilt:this.model.map_options.tilt})},e.prototype._update_options=function(){this._update_styles(),this._update_center(\"lat\"),this._update_center(\"lng\"),this._update_zoom(),this._update_map_type()},e.prototype._update_styles=function(){this.map.setOptions({styles:JSON.parse(this.model.map_options.styles)})},e.prototype._update_zoom=function(){this.map.setOptions({zoom:this.model.map_options.zoom}),this._set_bokeh_ranges()},e.prototype._map_hook=function(t,e){var i=e[0],n=e[1],r=e[2],o=e[3];this.canvas_view.map_el.style.top=n+\"px\",this.canvas_view.map_el.style.left=i+\"px\",this.canvas_view.map_el.style.width=r+\"px\",this.canvas_view.map_el.style.height=o+\"px\",null==this.map&&\"undefined\"!=typeof google&&null!=google.maps&&this._build_map()},e.prototype._paint_empty=function(t,e){var i=this.layout._width.value,n=this.layout._height.value,r=e[0],o=e[1],s=e[2],a=e[3];t.clearRect(0,0,i,n),t.beginPath(),t.moveTo(0,0),t.lineTo(0,n),t.lineTo(i,n),t.lineTo(i,0),t.lineTo(0,0),t.moveTo(r,o),t.lineTo(r+s,o),t.lineTo(r+s,o+a),t.lineTo(r,o+a),t.lineTo(r,o),t.closePath(),null!=this.model.border_fill_color&&(t.fillStyle=this.model.border_fill_color,t.fill())},e}(s.PlotView);i.GMapPlotView=l},function(t,e,i){var n=t(181);i.MapOptions=n.MapOptions;var r=t(181);i.GMapOptions=r.GMapOptions;var o=t(181);i.GMapPlot=o.GMapPlot;var s=t(184);i.Plot=s.Plot},function(t,e,i){var n=t(388),r=t(18),o=t(22),s=t(24),a=t(35),l=t(46),h=t(163),u=t(78),c=t(200),_=t(278),p=t(208),d=t(193),f=t(187),v=t(185);i.PlotView=v.PlotView;var m=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Plot\",this.prototype.default_view=v.PlotView,this.mixins([\"line:outline_\",\"fill:background_\",\"fill:border_\"]),this.define({toolbar:[r.Instance,function(){return new _.Toolbar}],toolbar_location:[r.Location,\"right\"],toolbar_sticky:[r.Boolean,!0],plot_width:[r.Number,600],plot_height:[r.Number,600],frame_width:[r.Number,null],frame_height:[r.Number,null],title:[r.Any,function(){return new u.Title({text:\"\"})}],title_location:[r.Location,\"above\"],above:[r.Array,[]],below:[r.Array,[]],left:[r.Array,[]],right:[r.Array,[]],center:[r.Array,[]],renderers:[r.Array,[]],x_range:[r.Instance,function(){return new f.DataRange1d}],extra_x_ranges:[r.Any,{}],y_range:[r.Instance,function(){return new f.DataRange1d}],extra_y_ranges:[r.Any,{}],x_scale:[r.Instance,function(){return new c.LinearScale}],y_scale:[r.Instance,function(){return new c.LinearScale}],lod_factor:[r.Number,10],lod_interval:[r.Number,300],lod_threshold:[r.Number,2e3],lod_timeout:[r.Number,500],hidpi:[r.Boolean,!0],output_backend:[r.OutputBackend,\"canvas\"],min_border:[r.Number,5],min_border_top:[r.Number,null],min_border_left:[r.Number,null],min_border_bottom:[r.Number,null],min_border_right:[r.Number,null],inner_width:[r.Number],inner_height:[r.Number],outer_width:[r.Number],outer_height:[r.Number],match_aspect:[r.Boolean,!1],aspect_scale:[r.Number,1]}),this.override({outline_line_color:\"#e5e5e5\",border_fill_color:\"#ffffff\",background_fill_color:\"#ffffff\"})},Object.defineProperty(e.prototype,\"width\",{get:function(){var t=this.getv(\"width\");return null!=t?t:this.plot_width},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"height\",{get:function(){var t=this.getv(\"height\");return null!=t?t:this.plot_height},enumerable:!0,configurable:!0}),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.reset=new o.Signal0(this,\"reset\");for(var e=0,i=a.values(this.extra_x_ranges).concat(this.x_range);e<i.length;e++){var n=i[e],r=n.plots;l.isArray(r)&&(r=r.concat(this),n.setv({plots:r},{silent:!0}))}for(var s=0,h=a.values(this.extra_y_ranges).concat(this.y_range);s<h.length;s++){var u=h[s],r=u.plots;l.isArray(r)&&(r=r.concat(this),u.setv({plots:r},{silent:!0}))}},e.prototype.add_layout=function(t,e){void 0===e&&(e=\"center\");var i=this.getv(e);i.push(t)},e.prototype.remove_layout=function(t){var e=function(e){s.remove_by(e,function(e){return e==t})};e(this.left),e(this.right),e(this.above),e(this.below),e(this.center)},e.prototype.add_renderers=function(){for(var t=[],e=0;e<arguments.length;e++)t[e]=arguments[e];this.renderers=this.renderers.concat(t)},e.prototype.add_glyph=function(t,e,i){void 0===e&&(e=new p.ColumnDataSource),void 0===i&&(i={});var r=n.__assign({},i,{data_source:e,glyph:t}),o=new d.GlyphRenderer(r);return this.add_renderers(o),o},e.prototype.add_tools=function(){for(var t=[],e=0;e<arguments.length;e++)t[e]=arguments[e];this.toolbar.tools=this.toolbar.tools.concat(t)},Object.defineProperty(e.prototype,\"panels\",{get:function(){return this.side_panels.concat(this.center)},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"side_panels\",{get:function(){var t=this.above,e=this.below,i=this.left,n=this.right;return s.concat([t,e,i,n])},enumerable:!0,configurable:!0}),e}(h.LayoutDOM);i.Plot=m,m.initClass()},function(t,e,i){var n=t(388),r=t(95),o=t(94),s=t(187),a=t(193),l=t(163),h=t(78),u=t(82),c=t(79),_=t(3),p=t(22),d=t(4),f=t(51),v=t(17),m=t(44),g=t(46),y=t(24),b=t(35),x=t(13),w=t(10),k=t(15),T=t(11),C=t(27),S=null,A=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.min_border={left:0,top:0,right:0,bottom:0},e}return n.__extends(e,t),e.prototype._measure=function(t){var e=this;t=new x.Sizeable(t).bounded_to(this.sizing.size);var i,n,r,o=this.left_panel.measure({width:0,height:t.height}),s=Math.max(o.width,this.min_border.left),a=this.right_panel.measure({width:0,height:t.height}),l=Math.max(a.width,this.min_border.right),h=this.top_panel.measure({width:t.width,height:0}),u=Math.max(h.height,this.min_border.top),c=this.bottom_panel.measure({width:t.width,height:0}),_=Math.max(c.height,this.min_border.bottom),p=new x.Sizeable(t).shrink_by({left:s,right:l,top:u,bottom:_}),d=this.center_panel.measure(p),f=s+d.width+l,v=u+d.height+_,m=(i=e.center_panel.sizing,n=i.width_policy,r=i.height_policy,\"fixed\"!=n&&\"fixed\"!=r);return{width:f,height:v,inner:{left:s,right:l,top:u,bottom:_},align:m}},e.prototype._set_geometry=function(e,i){t.prototype._set_geometry.call(this,e,i),this.center_panel.set_geometry(i);var n=this.left_panel.measure({width:0,height:e.height}),r=this.right_panel.measure({width:0,height:e.height}),o=this.top_panel.measure({width:e.width,height:0}),s=this.bottom_panel.measure({width:e.width,height:0}),a=i.left,l=i.top,h=i.right,u=i.bottom;this.top_panel.set_geometry(new C.BBox({left:a,right:h,bottom:l,height:o.height})),this.bottom_panel.set_geometry(new C.BBox({left:a,right:h,top:u,height:s.height})),this.left_panel.set_geometry(new C.BBox({top:l,bottom:u,right:a,width:n.width})),this.right_panel.set_geometry(new C.BBox({top:l,bottom:u,left:h,width:r.width}))},e}(x.Layoutable);i.PlotLayout=A;var M=function(e){function i(){var t=null!==e&&e.apply(this,arguments)||this;return t._outer_bbox=new C.BBox,t._inner_bbox=new C.BBox,t._needs_paint=!0,t._needs_layout=!1,t}return n.__extends(i,e),Object.defineProperty(i.prototype,\"canvas_overlays\",{get:function(){return this.canvas_view.overlays_el},enumerable:!0,configurable:!0}),Object.defineProperty(i.prototype,\"canvas_events\",{get:function(){return this.canvas_view.events_el},enumerable:!0,configurable:!0}),Object.defineProperty(i.prototype,\"is_paused\",{get:function(){return null!=this._is_paused&&0!==this._is_paused},enumerable:!0,configurable:!0}),Object.defineProperty(i.prototype,\"child_models\",{get:function(){return[]},enumerable:!0,configurable:!0}),i.prototype.pause=function(){null==this._is_paused?this._is_paused=1:this._is_paused+=1},i.prototype.unpause=function(t){if(void 0===t&&(t=!1),null==this._is_paused)throw new Error(\"wasn't paused\");this._is_paused-=1,0!=this._is_paused||t||this.request_paint()},i.prototype.request_render=function(){this.request_paint()},i.prototype.request_paint=function(){this.is_paused||this.throttled_paint()},i.prototype.request_layout=function(){this._needs_layout=!0,this.request_paint()},i.prototype.reset=function(){this.clear_state(),this.reset_range(),this.reset_selection(),this.model.trigger_event(new _.Reset)},i.prototype.remove=function(){this.ui_event_bus.destroy(),d.remove_views(this.renderer_views),d.remove_views(this.tool_views),this.canvas_view.remove(),e.prototype.remove.call(this)},i.prototype.render=function(){e.prototype.render.call(this),this.el.appendChild(this.canvas_view.el),this.canvas_view.render()},i.prototype.initialize=function(){var i=this;this.pause(),e.prototype.initialize.call(this),this.force_paint=new p.Signal0(this,\"force_paint\"),this.state_changed=new p.Signal0(this,\"state_changed\"),this.lod_started=!1,this.visuals=new f.Visuals(this.model),this._initial_state_info={selection:{},dimensions:{width:0,height:0}},this.visibility_callbacks=[],this.state={history:[],index:-1},this.canvas=new o.Canvas({map:this.model.use_map||!1,use_hidpi:this.model.hidpi,output_backend:this.model.output_backend}),this.frame=new r.CartesianFrame(this.model.x_scale,this.model.y_scale,this.model.x_range,this.model.y_range,this.model.extra_x_ranges,this.model.extra_y_ranges),this.canvas_view=new this.canvas.default_view({model:this.canvas,parent:this}),\"webgl\"==this.model.output_backend&&this.init_webgl(),this.throttled_paint=m.throttle(function(){return i.force_paint.emit()},15);var n=t(23).UIEvents;this.ui_event_bus=new n(this,this.model.toolbar,this.canvas_view.events_el);var s=this.model,a=s.title_location,l=s.title;null!=a&&null!=l&&(this._title=l instanceof h.Title?l:new h.Title({text:l}));var u=this.model,_=u.toolbar_location,d=u.toolbar;null!=_&&null!=d&&(this._toolbar=new c.ToolbarPanel({toolbar:d}),d.toolbar_location=_),this.renderer_views={},this.tool_views={},this.build_renderer_views(),this.build_tool_views(),this.update_dataranges(),this.unpause(!0),v.logger.debug(\"PlotView initialized\")},i.prototype._width_policy=function(){return null==this.model.frame_width?e.prototype._width_policy.call(this):\"min\"},i.prototype._height_policy=function(){return null==this.model.frame_height?e.prototype._height_policy.call(this):\"min\"},i.prototype._update_layout=function(){var t=this;this.layout=new A,this.layout.set_sizing(this.box_sizing());var e=this.model,i=e.frame_width,r=e.frame_height;this.layout.center_panel=this.frame,this.layout.center_panel.set_sizing(n.__assign({},null!=i?{width_policy:\"fixed\",width:i}:{width_policy:\"fit\"},null!=r?{height_policy:\"fixed\",height:r}:{height_policy:\"fit\"}));var o=y.copy(this.model.above),s=y.copy(this.model.below),a=y.copy(this.model.left),l=y.copy(this.model.right),u=function(t){switch(t){case\"above\":return o;case\"below\":return s;case\"left\":return a;case\"right\":return l}},_=this.model,p=_.title_location,d=_.title;null!=p&&null!=d&&u(p).push(this._title);var f=this.model,v=f.toolbar_location,m=f.toolbar;if(null!=v&&null!=m){var b=u(v),x=!0;if(this.model.toolbar_sticky)for(var C=0;C<b.length;C++){var S=b[C];if(S instanceof h.Title){b[C]=\"above\"==v||\"below\"==v?[S,this._toolbar]:[this._toolbar,S],x=!1;break}}x&&b.push(this._toolbar)}var M=function(e,i){var n=t.renderer_views[i.id];return n.layout=new k.SidePanel(e,n)},E=function(t,e){for(var i=\"above\"==t||\"below\"==t,r=[],o=0,s=e;o<s.length;o++){var a=s[o];if(g.isArray(a)){var l=a.map(function(e){var r,o=M(t,e);if(e instanceof c.ToolbarPanel){var s=i?\"width_policy\":\"height_policy\";o.set_sizing(n.__assign({},o.sizing,((r={})[s]=\"min\",r)))}return o}),h=void 0;i?(h=new T.Row(l)).set_sizing({width_policy:\"max\",height_policy:\"min\"}):(h=new T.Column(l)).set_sizing({width_policy:\"min\",height_policy:\"max\"}),h.absolute=!0,r.push(h)}else r.push(M(t,a))}return r},z=null!=this.model.min_border?this.model.min_border:0;this.layout.min_border={left:null!=this.model.min_border_left?this.model.min_border_left:z,top:null!=this.model.min_border_top?this.model.min_border_top:z,right:null!=this.model.min_border_right?this.model.min_border_right:z,bottom:null!=this.model.min_border_bottom?this.model.min_border_bottom:z};var O=new w.VStack,P=new w.VStack,j=new w.HStack,N=new w.HStack;O.children=y.reversed(E(\"above\",o)),P.children=E(\"below\",s),j.children=y.reversed(E(\"left\",a)),N.children=E(\"right\",l),O.set_sizing({width_policy:\"fit\",height_policy:\"min\"}),P.set_sizing({width_policy:\"fit\",height_policy:\"min\"}),j.set_sizing({width_policy:\"min\",height_policy:\"fit\"}),N.set_sizing({width_policy:\"min\",height_policy:\"fit\"}),this.layout.top_panel=O,this.layout.bottom_panel=P,this.layout.left_panel=j,this.layout.right_panel=N},Object.defineProperty(i.prototype,\"axis_views\",{get:function(){var t=[];for(var e in this.renderer_views){var i=this.renderer_views[e];i instanceof u.AxisView&&t.push(i)}return t},enumerable:!0,configurable:!0}),i.prototype.set_cursor=function(t){void 0===t&&(t=\"default\"),this.canvas_view.el.style.cursor=t},i.prototype.set_toolbar_visibility=function(t){for(var e=0,i=this.visibility_callbacks;e<i.length;e++){var n=i[e];n(t)}},i.prototype.init_webgl=function(){if(null==S){var t=document.createElement(\"canvas\"),e={premultipliedAlpha:!0},i=t.getContext(\"webgl\",e)||t.getContext(\"experimental-webgl\",e);null!=i&&(S={canvas:t,ctx:i})}null!=S?this.gl=S:v.logger.warn(\"WebGL is not supported, falling back to 2D canvas.\")},i.prototype.prepare_webgl=function(t,e){if(null!=this.gl){var i=this.canvas_view.get_canvas_element();this.gl.canvas.width=i.width,this.gl.canvas.height=i.height;var n=this.gl.ctx;n.viewport(0,0,this.gl.canvas.width,this.gl.canvas.height),n.clearColor(0,0,0,0),n.clear(n.COLOR_BUFFER_BIT||n.DEPTH_BUFFER_BIT),n.enable(n.SCISSOR_TEST);var r=e[0],o=e[1],s=e[2],a=e[3],l=this.canvas_view.bbox,h=l.xview,u=l.yview,c=h.compute(r),_=u.compute(o+a);n.scissor(t*c,t*_,t*s,t*a),n.enable(n.BLEND),n.blendFuncSeparate(n.SRC_ALPHA,n.ONE_MINUS_SRC_ALPHA,n.ONE_MINUS_DST_ALPHA,n.ONE)}},i.prototype.blit_webgl=function(t){var e=this.canvas_view.ctx;null!=this.gl&&(v.logger.debug(\"drawing with WebGL\"),e.restore(),e.drawImage(this.gl.canvas,0,0),e.save(),e.scale(t,t),e.translate(.5,.5))},i.prototype.update_dataranges=function(){for(var t={},e={},i=!1,n=0,r=b.values(this.frame.x_ranges).concat(b.values(this.frame.y_ranges));n<r.length;n++){var o=r[n];o instanceof s.DataRange1d&&\"log\"==o.scale_hint&&(i=!0)}for(var l in this.renderer_views){var h=this.renderer_views[l];if(h instanceof a.GlyphRendererView){var u=h.glyph.bounds();if(null!=u&&(t[l]=u),i){var c=h.glyph.log_bounds();null!=c&&(e[l]=c)}}}var _,p=!1,d=!1,f=this.frame.bbox,m=f.width,g=f.height;!1!==this.model.match_aspect&&0!=m&&0!=g&&(_=1/this.model.aspect_scale*(m/g));for(var y=0,x=b.values(this.frame.x_ranges);y<x.length;y++){var w=x[y];if(w instanceof s.DataRange1d){var k=\"log\"==w.scale_hint?e:t;w.update(k,0,this.model.id,_),w.follow&&(p=!0)}null!=w.bounds&&(d=!0)}for(var T=0,C=b.values(this.frame.y_ranges);T<C.length;T++){var S=C[T];if(S instanceof s.DataRange1d){var k=\"log\"==S.scale_hint?e:t;S.update(k,1,this.model.id,_),S.follow&&(p=!0)}null!=S.bounds&&(d=!0)}if(p&&d){v.logger.warn(\"Follow enabled so bounds are unset.\");for(var A=0,M=b.values(this.frame.x_ranges);A<M.length;A++){var w=M[A];w.bounds=null}for(var E=0,z=b.values(this.frame.y_ranges);E<z.length;E++){var S=z[E];S.bounds=null}}this.range_update_timestamp=Date.now()},i.prototype.map_to_screen=function(t,e,i,n){return void 0===i&&(i=\"default\"),void 0===n&&(n=\"default\"),this.frame.map_to_screen(t,e,i,n)},i.prototype.push_state=function(t,e){var i=this.state,r=i.history,o=i.index,s=null!=r[o]?r[o].info:{},a=n.__assign({},this._initial_state_info,s,e);this.state.history=this.state.history.slice(0,this.state.index+1),this.state.history.push({type:t,info:a}),this.state.index=this.state.history.length-1,this.state_changed.emit()},i.prototype.clear_state=function(){this.state={history:[],index:-1},this.state_changed.emit()},i.prototype.can_undo=function(){return this.state.index>=0},i.prototype.can_redo=function(){return this.state.index<this.state.history.length-1},i.prototype.undo=function(){this.can_undo()&&(this.state.index-=1,this._do_state_change(this.state.index),this.state_changed.emit())},i.prototype.redo=function(){this.can_redo()&&(this.state.index+=1,this._do_state_change(this.state.index),this.state_changed.emit())},i.prototype._do_state_change=function(t){var e=null!=this.state.history[t]?this.state.history[t].info:this._initial_state_info;null!=e.range&&this.update_range(e.range),null!=e.selection&&this.update_selection(e.selection)},i.prototype.get_selection=function(){for(var t={},e=0,i=this.model.renderers;e<i.length;e++){var n=i[e];if(n instanceof a.GlyphRenderer){var r=n.data_source.selected;t[n.id]=r}}return t},i.prototype.update_selection=function(t){for(var e=0,i=this.model.renderers;e<i.length;e++){var n=i[e];if(n instanceof a.GlyphRenderer){var r=n.data_source;null!=t?null!=t[n.id]&&r.selected.update(t[n.id],!0,!1):r.selection_manager.clear()}}},i.prototype.reset_selection=function(){this.update_selection(null)},i.prototype._update_ranges_together=function(t){for(var e=1,i=0,n=t;i<n.length;i++){var r=n[i],o=r[0],s=r[1];e=Math.min(e,this._get_weight_to_constrain_interval(o,s))}if(e<1)for(var a=0,l=t;a<l.length;a++){var h=l[a],o=h[0],s=h[1];s.start=e*s.start+(1-e)*o.start,s.end=e*s.end+(1-e)*o.end}},i.prototype._update_ranges_individually=function(t,e,i,n){for(var r=!1,o=0,s=t;o<s.length;o++){var a=s[o],l=a[0],h=a[1];if(!i){var u=this._get_weight_to_constrain_interval(l,h);u<1&&(h.start=u*h.start+(1-u)*l.start,h.end=u*h.end+(1-u)*l.end)}if(null!=l.bounds&&\"auto\"!=l.bounds){var c=l.bounds,_=c[0],p=c[1],d=Math.abs(h.end-h.start);l.is_reversed?(null!=_&&_>=h.end&&(r=!0,h.end=_,(e||i)&&(h.start=_+d)),null!=p&&p<=h.start&&(r=!0,h.start=p,(e||i)&&(h.end=p-d))):(null!=_&&_>=h.start&&(r=!0,h.start=_,(e||i)&&(h.end=_+d)),null!=p&&p<=h.end&&(r=!0,h.end=p,(e||i)&&(h.start=p-d)))}}if(!(i&&r&&n))for(var f=0,v=t;f<v.length;f++){var m=v[f],l=m[0],h=m[1];l.have_updated_interactively=!0,l.start==h.start&&l.end==h.end||l.setv(h)}},i.prototype._get_weight_to_constrain_interval=function(t,e){var i=t.min_interval,n=t.max_interval;if(null!=t.bounds&&\"auto\"!=t.bounds){var r=t.bounds,o=r[0],s=r[1];if(null!=o&&null!=s){var a=Math.abs(s-o);n=null!=n?Math.min(n,a):a}}var l=1;if(null!=i||null!=n){var h=Math.abs(t.end-t.start),u=Math.abs(e.end-e.start);i>0&&u<i&&(l=(h-i)/(h-u)),n>0&&u>n&&(l=(n-h)/(u-h)),l=Math.max(0,Math.min(1,l))}return l},i.prototype.update_range=function(t,e,i,n){void 0===e&&(e=!1),void 0===i&&(i=!1),void 0===n&&(n=!0),this.pause();var r=this.frame,o=r.x_ranges,s=r.y_ranges;if(null==t){for(var a in o){var l=o[a];l.reset()}for(var h in s){var l=s[h];l.reset()}this.update_dataranges()}else{var u=[];for(var c in o){var l=o[c];u.push([l,t.xrs[c]])}for(var _ in s){var l=s[_];u.push([l,t.yrs[_]])}i&&this._update_ranges_together(u),this._update_ranges_individually(u,e,i,n)}this.unpause()},i.prototype.reset_range=function(){this.update_range(null)},i.prototype._invalidate_layout=function(){var t=this;(function(){for(var e=0,i=t.model.side_panels;e<i.length;e++){var n=i[e],r=t.renderer_views[n.id];if(r.layout.has_size_changed())return!0}return!1})()&&this.root.compute_layout()},i.prototype.build_renderer_views=function(){var t,e,i,n,r,o,s;this.computed_renderers=[],(t=this.computed_renderers).push.apply(t,this.model.above),(e=this.computed_renderers).push.apply(e,this.model.below),(i=this.computed_renderers).push.apply(i,this.model.left),(n=this.computed_renderers).push.apply(n,this.model.right),(r=this.computed_renderers).push.apply(r,this.model.center),(o=this.computed_renderers).push.apply(o,this.model.renderers),null!=this._title&&this.computed_renderers.push(this._title),null!=this._toolbar&&this.computed_renderers.push(this._toolbar);for(var a=0,l=this.model.toolbar.tools;a<l.length;a++){var h=l[a];null!=h.overlay&&this.computed_renderers.push(h.overlay),(s=this.computed_renderers).push.apply(s,h.synthetic_renderers)}d.build_views(this.renderer_views,this.computed_renderers,{parent:this})},i.prototype.get_renderer_views=function(){var t=this;return this.computed_renderers.map(function(e){return t.renderer_views[e.id]})},i.prototype.build_tool_views=function(){var t=this,e=this.model.toolbar.tools,i=d.build_views(this.tool_views,e,{parent:this});i.map(function(e){return t.ui_event_bus.register_tool(e)})},i.prototype.connect_signals=function(){var t=this;e.prototype.connect_signals.call(this),this.connect(this.force_paint,function(){return t.repaint()});var i=this.frame,n=i.x_ranges,r=i.y_ranges;for(var o in n){var s=n[o];this.connect(s.change,function(){t._needs_layout=!0,t.request_paint()})}for(var a in r){var s=r[a];this.connect(s.change,function(){t._needs_layout=!0,t.request_paint()})}this.connect(this.model.properties.renderers.change,function(){return t.build_renderer_views()}),this.connect(this.model.toolbar.properties.tools.change,function(){t.build_renderer_views(),t.build_tool_views()}),this.connect(this.model.change,function(){return t.request_paint()}),this.connect(this.model.reset,function(){return t.reset()})},i.prototype.set_initial_range=function(){var t=!0,e=this.frame,i=e.x_ranges,n=e.y_ranges,r={},o={};for(var s in i){var a=i[s],l=a.start,h=a.end;if(null==l||null==h||g.isStrictNaN(l+h)){t=!1;break}r[s]={start:l,end:h}}if(t)for(var u in n){var c=n[u],l=c.start,h=c.end;if(null==l||null==h||g.isStrictNaN(l+h)){t=!1;break}o[u]={start:l,end:h}}t?(this._initial_state_info.range={xrs:r,yrs:o},v.logger.debug(\"initial ranges set\")):v.logger.warn(\"could not set initial ranges\")},i.prototype.has_finished=function(){if(!e.prototype.has_finished.call(this))return!1;for(var t in this.renderer_views){var i=this.renderer_views[t];if(!i.has_finished())return!1}return!0},i.prototype.after_layout=function(){if(e.prototype.after_layout.call(this),this._needs_layout=!1,this.model.setv({inner_width:Math.round(this.frame._width.value),inner_height:Math.round(this.frame._height.value),outer_width:Math.round(this.layout._width.value),outer_height:Math.round(this.layout._height.value)},{no_change:!0}),!1!==this.model.match_aspect&&(this.pause(),this.update_dataranges(),this.unpause(!0)),!this._outer_bbox.equals(this.layout.bbox)){var t=this.layout.bbox,i=t.width,n=t.height;this.canvas_view.prepare_canvas(i,n),this._outer_bbox=this.layout.bbox,this._needs_paint=!0}this._inner_bbox.equals(this.frame.inner_bbox)||(this._inner_bbox=this.layout.inner_bbox,this._needs_paint=!0),this._needs_paint&&(this._needs_paint=!1,this.paint())},i.prototype.repaint=function(){this._needs_layout&&this._invalidate_layout(),this.paint()},i.prototype.paint=function(){var t=this;if(!this.is_paused){v.logger.trace(\"PlotView.paint() for \"+this.model.id);var e=this.model.document;if(null!=e){var i=e.interactive_duration();i>=0&&i<this.model.lod_interval?setTimeout(function(){e.interactive_duration()>t.model.lod_timeout&&e.interactive_stop(t.model),t.request_paint()},this.model.lod_timeout):e.interactive_stop(this.model)}for(var n in this.renderer_views){var r=this.renderer_views[n];if(null==this.range_update_timestamp||r instanceof a.GlyphRendererView&&r.set_data_timestamp>this.range_update_timestamp){this.update_dataranges();break}}var o=this.canvas_view.ctx,s=this.canvas.pixel_ratio;o.save(),o.scale(s,s),o.translate(.5,.5);var l=[this.frame._left.value,this.frame._top.value,this.frame._width.value,this.frame._height.value];if(this._map_hook(o,l),this._paint_empty(o,l),this.prepare_webgl(s,l),o.save(),this.visuals.outline_line.doit){this.visuals.outline_line.set_value(o);var h=l[0],u=l[1],c=l[2],_=l[3];h+c==this.layout._width.value&&(c-=1),u+_==this.layout._height.value&&(_-=1),o.strokeRect(h,u,c,_)}o.restore(),this._paint_levels(o,[\"image\",\"underlay\",\"glyph\"],l,!0),this.blit_webgl(s),this._paint_levels(o,[\"annotation\"],l,!1),this._paint_levels(o,[\"overlay\"],l,!1),null==this._initial_state_info.range&&this.set_initial_range(),o.restore()}},i.prototype._paint_levels=function(t,e,i,n){t.save(),n&&(t.beginPath(),t.rect.apply(t,i),t.clip());for(var r=0,o=e;r<o.length;r++)for(var s=o[r],a=0,l=this.computed_renderers;a<l.length;a++){var h=l[a];if(h.level==s){var u=this.renderer_views[h.id];!n&&u.needs_clip&&(t.save(),t.beginPath(),t.rect.apply(t,i),t.clip()),u.render(),!n&&u.needs_clip&&t.restore()}}t.restore()},i.prototype._map_hook=function(t,e){},i.prototype._paint_empty=function(t,e){var i=[0,0,this.layout._width.value,this.layout._height.value],n=i[0],r=i[1],o=i[2],s=i[3],a=e[0],l=e[1],h=e[2],u=e[3];t.clearRect(n,r,o,s),this.visuals.border_fill.doit&&(this.visuals.border_fill.set_value(t),t.fillRect(n,r,o,s),t.clearRect(a,l,h,u)),this.visuals.background_fill.doit&&(this.visuals.background_fill.set_value(t),t.fillRect(a,l,h,u))},i.prototype.save=function(t){switch(this.model.output_backend){case\"canvas\":case\"webgl\":var e=this.canvas_view.get_canvas_element();if(null!=e.msToBlob){var i=e.msToBlob();window.navigator.msSaveBlob(i,t)}else{var n=document.createElement(\"a\");n.href=e.toDataURL(\"image/png\"),n.download=t+\".png\",n.target=\"_blank\",n.dispatchEvent(new MouseEvent(\"click\"))}break;case\"svg\":var r=this.canvas_view._ctx,o=r.getSerializedSvg(!0),s=new Blob([o],{type:\"text/plain\"}),a=document.createElement(\"a\");a.download=t+\".svg\",a.innerHTML=\"Download svg\",a.href=window.URL.createObjectURL(s),a.onclick=function(t){return document.body.removeChild(t.target)},a.style.display=\"none\",document.body.appendChild(a),a.click()}},i.prototype.serializable_state=function(){var t=e.prototype.serializable_state.call(this),i=t.children,r=n.__rest(t,[\"children\"]),o=this.get_renderer_views().map(function(t){return t.serializable_state()}).filter(function(t){return\"bbox\"in t});return n.__assign({},r,{children:i.concat(o)})},i}(l.LayoutDOMView);i.PlotView=M},function(t,e,i){var n=t(388),r=t(190),o=t(18),s=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"DataRange\",this.define({names:[o.Array,[]],renderers:[o.Array,[]]})},e}(r.Range);i.DataRange=s,s.initClass()},function(t,e,i){var n=t(388),r=t(186),o=t(193),s=t(17),a=t(18),l=t(27),h=t(24),u=function(t){function e(e){var i=t.call(this,e)||this;return i._plot_bounds={},i.have_updated_interactively=!1,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"DataRange1d\",this.define({start:[a.Number],end:[a.Number],range_padding:[a.Number,.1],range_padding_units:[a.PaddingUnits,\"percent\"],flipped:[a.Boolean,!1],follow:[a.StartEnd],follow_interval:[a.Number],default_span:[a.Number,2]}),this.internal({scale_hint:[a.String,\"auto\"]})},e.prototype.initialize=function(){t.prototype.initialize.call(this),this._initial_start=this.start,this._initial_end=this.end,this._initial_range_padding=this.range_padding,this._initial_range_padding_units=this.range_padding_units,this._initial_follow=this.follow,this._initial_follow_interval=this.follow_interval,this._initial_default_span=this.default_span},Object.defineProperty(e.prototype,\"min\",{get:function(){return Math.min(this.start,this.end)},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"max\",{get:function(){return Math.max(this.start,this.end)},enumerable:!0,configurable:!0}),e.prototype.computed_renderers=function(){var t=this.names,e=this.renderers;if(0==e.length)for(var i=0,n=this.plots;i<n.length;i++){var r=n[i],a=r.renderers.filter(function(t){return t instanceof o.GlyphRenderer});e=e.concat(a)}t.length>0&&(e=e.filter(function(e){return h.includes(t,e.name)})),s.logger.debug(\"computed \"+e.length+\" renderers for DataRange1d \"+this.id);for(var l=0,u=e;l<u.length;l++){var c=u[l];s.logger.trace(\" - \"+c.type+\" \"+c.id)}return e},e.prototype._compute_plot_bounds=function(t,e){for(var i=l.empty(),n=0,r=t;n<r.length;n++){var o=r[n];null!=e[o.id]&&(i=l.union(i,e[o.id]))}return i},e.prototype.adjust_bounds_for_aspect=function(t,e){var i=l.empty(),n=t.maxX-t.minX;n<=0&&(n=1);var r=t.maxY-t.minY;r<=0&&(r=1);var o=.5*(t.maxX+t.minX),s=.5*(t.maxY+t.minY);return n<e*r?n=e*r:r=n/e,i.maxX=o+.5*n,i.minX=o-.5*n,i.maxY=s+.5*r,i.minY=s-.5*r,i},e.prototype._compute_min_max=function(t,e){var i,n,r,o,s=l.empty();for(var a in t){var h=t[a];s=l.union(s,h)}return 0==e?(i=[s.minX,s.maxX],r=i[0],o=i[1]):(n=[s.minY,s.maxY],r=n[0],o=n[1]),[r,o]},e.prototype._compute_range=function(t,e){var i,n,r,o=this.range_padding;if(\"log\"==this.scale_hint){(isNaN(t)||!isFinite(t)||t<=0)&&(t=isNaN(e)||!isFinite(e)||e<=0?.1:e/100,s.logger.warn(\"could not determine minimum data value for log axis, DataRange1d using value \"+t)),(isNaN(e)||!isFinite(e)||e<=0)&&(e=isNaN(t)||!isFinite(t)||t<=0?10:100*t,s.logger.warn(\"could not determine maximum data value for log axis, DataRange1d using value \"+e));var a=void 0,l=void 0;if(e==t)l=this.default_span+.001,a=Math.log(t)/Math.log(10);else{var h=void 0,u=void 0;\"percent\"==this.range_padding_units?(h=Math.log(t)/Math.log(10),u=Math.log(e)/Math.log(10),l=(u-h)*(1+o)):(h=Math.log(t-o)/Math.log(10),u=Math.log(e+o)/Math.log(10),l=u-h),a=(h+u)/2}n=Math.pow(10,a-l/2),r=Math.pow(10,a+l/2)}else{var l=void 0;l=e==t?this.default_span:\"percent\"==this.range_padding_units?(e-t)*(1+o):e-t+2*o;var a=(e+t)/2;n=a-l/2,r=a+l/2}var c=1;this.flipped&&(n=(i=[r,n])[0],r=i[1],c=-1);var _=this.follow_interval;return null!=_&&Math.abs(n-r)>_&&(\"start\"==this.follow?r=n+c*_:\"end\"==this.follow&&(n=r-c*_)),[n,r]},e.prototype.update=function(t,e,i,n){if(!this.have_updated_interactively){var r=this.computed_renderers(),o=this._compute_plot_bounds(r,t);null!=n&&(o=this.adjust_bounds_for_aspect(o,n)),this._plot_bounds[i]=o;var s=this._compute_min_max(this._plot_bounds,e),a=s[0],l=s[1],h=this._compute_range(a,l),u=h[0],c=h[1];null!=this._initial_start&&(\"log\"==this.scale_hint?this._initial_start>0&&(u=this._initial_start):u=this._initial_start),null!=this._initial_end&&(\"log\"==this.scale_hint?this._initial_end>0&&(c=this._initial_end):c=this._initial_end);var _=[this.start,this.end],p=_[0],d=_[1];if(u!=p||c!=d){var f={};u!=p&&(f.start=u),c!=d&&(f.end=c),this.setv(f)}\"auto\"==this.bounds&&this.setv({bounds:[u,c]},{silent:!0}),this.change.emit()}},e.prototype.reset=function(){this.have_updated_interactively=!1,this.setv({range_padding:this._initial_range_padding,range_padding_units:this._initial_range_padding_units,follow:this._initial_follow,follow_interval:this._initial_follow_interval,default_span:this._initial_default_span},{silent:!0}),this.change.emit()},e}(r.DataRange);i.DataRange1d=u,u.initClass()},function(t,e,i){var n=t(388),r=t(190),o=t(18),s=t(25),a=t(24),l=t(46);function h(t,e,i){void 0===i&&(i=0);for(var n={},r=0;r<t.length;r++){var o=t[r];if(o in n)throw new Error(\"duplicate factor or subfactor: \"+o);n[o]={value:.5+r*(1+e)+i}}return[n,(t.length-1)*e]}function u(t,e,i,n){void 0===n&&(n=0);for(var r={},o={},s=[],l=0,u=t;l<u.length;l++){var c=u[l],_=c[0],p=c[1];_ in o||(o[_]=[],s.push(_)),o[_].push(p)}for(var d=n,f=0,v=function(t){var n=o[t].length,s=h(o[t],i,d),l=s[0],u=s[1];f+=u;var c=a.sum(o[t].map(function(t){return l[t].value}));r[t]={value:c/n,mapping:l},d+=n+e+u},m=0,g=s;m<g.length;m++){var _=g[m];v(_)}return[r,s,(s.length-1)*e+f]}function c(t,e,i,n,r){void 0===r&&(r=0);for(var o={},s={},l=[],h=0,c=t;h<c.length;h++){var _=c[h],p=_[0],d=_[1],f=_[2];p in s||(s[p]=[],l.push(p)),s[p].push([d,f])}for(var v=[],m=r,g=0,y=function(t){for(var r=s[t].length,l=u(s[t],i,n,m),h=l[0],c=l[1],_=l[2],p=0,d=c;p<d.length;p++){var f=d[p];v.push([t,f])}g+=_;var y=a.sum(s[t].map(function(t){var e=t[0];return h[e].value}));o[t]={value:y/r,mapping:h},m+=r+e+_},b=0,x=l;b<x.length;b++){var p=x[b];y(p)}return[o,l,v,(l.length-1)*e+g]}i.map_one_level=h,i.map_two_levels=u,i.map_three_levels=c;var _=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"FactorRange\",this.define({factors:[o.Array,[]],factor_padding:[o.Number,0],subgroup_padding:[o.Number,.8],group_padding:[o.Number,1.4],range_padding:[o.Number,0],range_padding_units:[o.PaddingUnits,\"percent\"],start:[o.Number],end:[o.Number]}),this.internal({levels:[o.Number],mids:[o.Array],tops:[o.Array],tops_groups:[o.Array]})},Object.defineProperty(e.prototype,\"min\",{get:function(){return this.start},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"max\",{get:function(){return this.end},enumerable:!0,configurable:!0}),e.prototype.initialize=function(){t.prototype.initialize.call(this),this._init(!0)},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.properties.factors.change,function(){return e.reset()}),this.connect(this.properties.factor_padding.change,function(){return e.reset()}),this.connect(this.properties.group_padding.change,function(){return e.reset()}),this.connect(this.properties.subgroup_padding.change,function(){return e.reset()}),this.connect(this.properties.range_padding.change,function(){return e.reset()}),this.connect(this.properties.range_padding_units.change,function(){return e.reset()})},e.prototype.reset=function(){this._init(!1),this.change.emit()},e.prototype._lookup=function(t){if(1==t.length){var e=this._mapping;return e.hasOwnProperty(t[0])?e[t[0]].value:NaN}if(2==t.length){var e=this._mapping;return e.hasOwnProperty(t[0])&&e[t[0]].mapping.hasOwnProperty(t[1])?e[t[0]].mapping[t[1]].value:NaN}if(3==t.length){var e=this._mapping;return e.hasOwnProperty(t[0])&&e[t[0]].mapping.hasOwnProperty(t[1])&&e[t[0]].mapping[t[1]].mapping.hasOwnProperty(t[2])?e[t[0]].mapping[t[1]].mapping[t[2]].value:NaN}throw new Error(\"unreachable code\")},e.prototype.synthetic=function(t){if(l.isNumber(t))return t;if(l.isString(t))return this._lookup([t]);var e=0,i=t[t.length-1];return l.isNumber(i)&&(e=i,t=t.slice(0,-1)),this._lookup(t)+e},e.prototype.v_synthetic=function(t){var e=this;return s.map(t,function(t){return e.synthetic(t)})},e.prototype._init=function(t){var e,i,n,r,o;if(a.every(this.factors,l.isString))r=1,e=h(this.factors,this.factor_padding),this._mapping=e[0],o=e[1];else if(a.every(this.factors,function(t){return l.isArray(t)&&2==t.length&&l.isString(t[0])&&l.isString(t[1])}))r=2,i=u(this.factors,this.group_padding,this.factor_padding),this._mapping=i[0],this.tops=i[1],o=i[2];else{if(!a.every(this.factors,function(t){return l.isArray(t)&&3==t.length&&l.isString(t[0])&&l.isString(t[1])&&l.isString(t[2])}))throw new Error(\"???\");r=3,n=c(this.factors,this.group_padding,this.subgroup_padding,this.factor_padding),this._mapping=n[0],this.tops=n[1],this.mids=n[2],o=n[3]}var s=0,_=this.factors.length+o;if(\"percent\"==this.range_padding_units){var p=(_-s)*this.range_padding/2;s-=p,_+=p}else s-=this.range_padding,_+=this.range_padding;this.setv({start:s,end:_,levels:r},{silent:t}),\"auto\"==this.bounds&&this.setv({bounds:[s,_]},{silent:!0})},e}(r.Range);i.FactorRange=_,_.initClass()},function(t,e,i){var n=t(186);i.DataRange=n.DataRange;var r=t(187);i.DataRange1d=r.DataRange1d;var o=t(188);i.FactorRange=o.FactorRange;var s=t(190);i.Range=s.Range;var a=t(191);i.Range1d=a.Range1d},function(t,e,i){var n=t(388),r=t(62),o=t(18),s=t(46),a=function(t){function e(e){var i=t.call(this,e)||this;return i.have_updated_interactively=!1,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Range\",this.define({callback:[o.Any],bounds:[o.Any],min_interval:[o.Any],max_interval:[o.Any]}),this.internal({plots:[o.Array,[]]})},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.change,function(){return e._emit_callback()})},e.prototype._emit_callback=function(){null!=this.callback&&(s.isFunction(this.callback)?this.callback(this):this.callback.execute(this,{}))},Object.defineProperty(e.prototype,\"is_reversed\",{get:function(){return this.start>this.end},enumerable:!0,configurable:!0}),e}(r.Model);i.Range=a,a.initClass()},function(t,e,i){var n=t(388),r=t(190),o=t(18),s=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Range1d\",this.define({start:[o.Number,0],end:[o.Number,1],reset_start:[o.Number],reset_end:[o.Number]})},e.prototype._set_auto_bounds=function(){if(\"auto\"==this.bounds){var t=Math.min(this.reset_start,this.reset_end),e=Math.max(this.reset_start,this.reset_end);this.setv({bounds:[t,e]},{silent:!0})}},e.prototype.initialize=function(){t.prototype.initialize.call(this),null==this.reset_start&&(this.reset_start=this.start),null==this.reset_end&&(this.reset_end=this.end),this._set_auto_bounds()},Object.defineProperty(e.prototype,\"min\",{get:function(){return Math.min(this.start,this.end)},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"max\",{get:function(){return Math.max(this.start,this.end)},enumerable:!0,configurable:!0}),e.prototype.reset=function(){this._set_auto_bounds(),this.start!=this.reset_start||this.end!=this.reset_end?this.setv({start:this.reset_start,end:this.reset_end}):this.change.emit()},e}(r.Range);i.Range1d=s,s.initClass()},function(t,e,i){var n=t(388),r=t(197),o=t(18),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e}(r.RendererView);i.DataRendererView=s;var a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"DataRenderer\",this.define({x_range_name:[o.String,\"default\"],y_range_name:[o.String,\"default\"]}),this.override({level:\"glyph\"})},e}(r.Renderer);i.DataRenderer=a,a.initClass()},function(t,e,i){var n=t(388),r=t(192),o=t(134),s=t(207),a=t(17),l=t(18),h=t(25),u=t(24),c=t(35),_=t(188),p={fill:{},line:{}},d={fill:{fill_alpha:.3,fill_color:\"grey\"},line:{line_alpha:.3,line_color:\"grey\"}},f={fill:{fill_alpha:.2},line:{}},v=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this);var e=this.model.glyph,i=u.includes(e.mixins,\"fill\"),n=u.includes(e.mixins,\"line\"),r=c.clone(e.attributes);function o(t){var o=c.clone(r);return i&&c.extend(o,t.fill),n&&c.extend(o,t.line),new e.constructor(o)}delete r.id,this.glyph=this.build_glyph_view(e);var s=this.model.selection_glyph;null==s?s=o({fill:{},line:{}}):\"auto\"===s&&(s=o(p)),this.selection_glyph=this.build_glyph_view(s);var a=this.model.nonselection_glyph;null==a?a=o({fill:{},line:{}}):\"auto\"===a&&(a=o(f)),this.nonselection_glyph=this.build_glyph_view(a);var l=this.model.hover_glyph;null!=l&&(this.hover_glyph=this.build_glyph_view(l));var h=this.model.muted_glyph;null!=h&&(this.muted_glyph=this.build_glyph_view(h));var _=o(d);this.decimated_glyph=this.build_glyph_view(_),this.xscale=this.plot_view.frame.xscales[this.model.x_range_name],this.yscale=this.plot_view.frame.yscales[this.model.y_range_name],this.set_data(!1)},e.prototype.build_glyph_view=function(t){return new t.default_view({model:t,parent:this})},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.change,function(){return e.request_render()}),this.connect(this.model.glyph.change,function(){return e.set_data()}),this.connect(this.model.data_source.change,function(){return e.set_data()}),this.connect(this.model.data_source.streaming,function(){return e.set_data()}),this.connect(this.model.data_source.patching,function(t){return e.set_data(!0,t)}),this.connect(this.model.data_source.selected.change,function(){return e.request_render()}),this.connect(this.model.data_source._select,function(){return e.request_render()}),null!=this.hover_glyph&&this.connect(this.model.data_source.inspect,function(){return e.request_render()}),this.connect(this.model.properties.view.change,function(){return e.set_data()}),this.connect(this.model.view.change,function(){return e.set_data()});var i=this.plot_view.frame,n=i.x_ranges,r=i.y_ranges;for(var o in n){var s=n[o];s instanceof _.FactorRange&&this.connect(s.change,function(){return e.set_data()})}for(var a in r){var s=r[a];s instanceof _.FactorRange&&this.connect(s.change,function(){return e.set_data()})}this.connect(this.model.glyph.transformchange,function(){return e.set_data()})},e.prototype.have_selection_glyphs=function(){return null!=this.selection_glyph&&null!=this.nonselection_glyph},e.prototype.set_data=function(t,e){void 0===t&&(t=!0),void 0===e&&(e=null);var i=Date.now(),n=this.model.data_source;this.all_indices=this.model.view.indices,this.glyph.model.setv({x_range_name:this.model.x_range_name,y_range_name:this.model.y_range_name},{silent:!0}),this.glyph.set_data(n,this.all_indices,e),this.glyph.set_visuals(n),this.decimated_glyph.set_visuals(n),this.have_selection_glyphs()&&(this.selection_glyph.set_visuals(n),this.nonselection_glyph.set_visuals(n)),null!=this.hover_glyph&&this.hover_glyph.set_visuals(n),null!=this.muted_glyph&&this.muted_glyph.set_visuals(n);var r=this.plot_model.lod_factor;this.decimated=[];for(var o=0,s=Math.floor(this.all_indices.length/r);o<s;o++)this.decimated.push(o*r);var l=Date.now()-i;a.logger.debug(this.glyph.model.type+\" GlyphRenderer (\"+this.model.id+\"): set_data finished in \"+l+\"ms\"),this.set_data_timestamp=Date.now(),t&&this.request_render()},e.prototype.render=function(){var t=this;if(this.model.visible){var e=Date.now(),i=this.glyph.glglyph;this.glyph.map_data();var n=Date.now()-e,r=Date.now(),s=this.glyph.mask_data(this.all_indices);s.length===this.all_indices.length&&(s=u.range(0,this.all_indices.length));var l=Date.now()-r,h=this.plot_view.canvas_view.ctx;h.save();var c,_=this.model.data_source.selected;c=!_||_.is_empty()?[]:this.glyph instanceof o.LineView&&_.selected_glyph===this.glyph.model?this.model.view.convert_indices_from_subset(s):_.indices;var p,d=this.model.data_source.inspected;p=d&&0!==d.length?d[\"0d\"].glyph?this.model.view.convert_indices_from_subset(s):d[\"1d\"].indices.length>0?d[\"1d\"].indices:function(){for(var t=[],e=0,i=Object.keys(d[\"2d\"].indices);e<i.length;e++){var n=i[e];t.push(parseInt(n))}return t}():[];var f,v,m,g=function(){for(var e=[],i=0,n=s;i<n.length;i++){var r=n[i];u.includes(p,t.all_indices[r])&&e.push(r)}return e}(),y=this.plot_model.lod_threshold;null!=this.model.document&&this.model.document.interactive_duration()>0&&!i&&null!=y&&this.all_indices.length>y?(s=this.decimated,f=this.decimated_glyph,v=this.decimated_glyph,m=this.selection_glyph):(f=this.model.muted&&null!=this.muted_glyph?this.muted_glyph:this.glyph,v=this.nonselection_glyph,m=this.selection_glyph),null!=this.hover_glyph&&g.length&&(s=u.difference(s,g));var b,x=null;if(c.length&&this.have_selection_glyphs()){for(var w=Date.now(),k={},T=0,C=c;T<C.length;T++){var S=C[T];k[S]=!0}var A=new Array,M=new Array;if(this.glyph instanceof o.LineView)for(var E=0,z=this.all_indices;E<z.length;E++){var S=z[E];null!=k[S]?A.push(S):M.push(S)}else for(var O=0,P=s;O<P.length;O++){var S=P[O];null!=k[this.all_indices[S]]?A.push(S):M.push(S)}x=Date.now()-w,b=Date.now(),v.render(h,M,this.glyph),m.render(h,A,this.glyph),null!=this.hover_glyph&&(this.glyph instanceof o.LineView?this.hover_glyph.render(h,this.model.view.convert_indices_from_subset(g),this.glyph):this.hover_glyph.render(h,g,this.glyph))}else b=Date.now(),this.glyph instanceof o.LineView?this.hover_glyph&&g.length?this.hover_glyph.render(h,this.model.view.convert_indices_from_subset(g),this.glyph):f.render(h,this.all_indices,this.glyph):(f.render(h,s,this.glyph),this.hover_glyph&&g.length&&this.hover_glyph.render(h,g,this.glyph));var j=Date.now()-b;this.last_dtrender=j;var N=Date.now()-e;return a.logger.debug(this.glyph.model.type+\" GlyphRenderer (\"+this.model.id+\"): render finished in \"+N+\"ms\"),a.logger.trace(\" - map_data finished in       : \"+n+\"ms\"),a.logger.trace(\" - mask_data finished in      : \"+l+\"ms\"),null!=x&&a.logger.trace(\" - selection mask finished in : \"+x+\"ms\"),a.logger.trace(\" - glyph renders finished in  : \"+j+\"ms\"),h.restore()}},e.prototype.draw_legend=function(t,e,i,n,r,o,s,a){null==a&&(a=this.model.get_reference_point(o,s)),this.glyph.draw_legend_for_index(t,{x0:e,x1:i,y0:n,y1:r},a)},e.prototype.hit_test=function(t){if(!this.model.visible)return null;var e=this.glyph.hit_test(t);return null==e?null:this.model.view.convert_selection_from_subset(e)},e}(r.DataRendererView);i.GlyphRendererView=v;var m=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"GlyphRenderer\",this.prototype.default_view=v,this.define({data_source:[l.Instance],view:[l.Instance,function(){return new s.CDSView}],glyph:[l.Instance],hover_glyph:[l.Instance],nonselection_glyph:[l.Any,\"auto\"],selection_glyph:[l.Any,\"auto\"],muted_glyph:[l.Instance],muted:[l.Boolean,!1]})},e.prototype.initialize=function(){t.prototype.initialize.call(this),null==this.view.source&&(this.view.source=this.data_source,this.view.compute_indices())},e.prototype.get_reference_point=function(t,e){var i=0;if(null!=t){var n=this.data_source.get_column(t);if(null!=n){var r=h.indexOf(n,e);-1!=r&&(i=r)}}return i},e.prototype.get_selection_manager=function(){return this.data_source.selection_manager},e}(r.DataRenderer);i.GlyphRenderer=m,m.initClass()},function(t,e,i){var n=t(388),r=t(192),o=t(151),s=t(18),a=t(4),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){var e;t.prototype.initialize.call(this),this.xscale=this.plot_view.frame.xscales.default,this.yscale=this.plot_view.frame.yscales.default,this._renderer_views={},e=a.build_views(this._renderer_views,[this.model.node_renderer,this.model.edge_renderer],{parent:this.parent}),this.node_view=e[0],this.edge_view=e[1],this.set_data()},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.layout_provider.change,function(){return e.set_data()}),this.connect(this.model.node_renderer.data_source._select,function(){return e.set_data()}),this.connect(this.model.node_renderer.data_source.inspect,function(){return e.set_data()}),this.connect(this.model.node_renderer.data_source.change,function(){return e.set_data()}),this.connect(this.model.edge_renderer.data_source._select,function(){return e.set_data()}),this.connect(this.model.edge_renderer.data_source.inspect,function(){return e.set_data()}),this.connect(this.model.edge_renderer.data_source.change,function(){return e.set_data()});var i=this.plot_view.frame,n=i.x_ranges,r=i.y_ranges;for(var o in n){var s=n[o];this.connect(s.change,function(){return e.set_data()})}for(var a in r){var s=r[a];this.connect(s.change,function(){return e.set_data()})}},e.prototype.set_data=function(t){var e,i;void 0===t&&(t=!0),this.node_view.glyph.model.setv({x_range_name:this.model.x_range_name,y_range_name:this.model.y_range_name},{silent:!0}),this.edge_view.glyph.model.setv({x_range_name:this.model.x_range_name,y_range_name:this.model.y_range_name},{silent:!0});var n=this.node_view.glyph;e=this.model.layout_provider.get_node_coordinates(this.model.node_renderer.data_source),n._x=e[0],n._y=e[1];var r=this.edge_view.glyph;i=this.model.layout_provider.get_edge_coordinates(this.model.edge_renderer.data_source),r._xs=i[0],r._ys=i[1],n.index_data(),r.index_data(),t&&this.request_render()},e.prototype.render=function(){this.edge_view.render(),this.node_view.render()},e}(r.DataRendererView);i.GraphRendererView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"GraphRenderer\",this.prototype.default_view=l,this.define({layout_provider:[s.Instance],node_renderer:[s.Instance],edge_renderer:[s.Instance],selection_policy:[s.Instance,function(){return new o.NodesOnly}],inspection_policy:[s.Instance,function(){return new o.NodesOnly}]})},e.prototype.get_selection_manager=function(){return this.node_renderer.data_source.selection_manager},e}(r.DataRenderer);i.GraphRenderer=h,h.initClass()},function(t,e,i){var n=t(388),r=t(197),o=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e}(r.RendererView);i.GuideRendererView=o;var s=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"GuideRenderer\",this.override({level:\"overlay\"})},e}(r.Renderer);i.GuideRenderer=s,s.initClass()},function(t,e,i){var n=t(193);i.GlyphRenderer=n.GlyphRenderer;var r=t(194);i.GraphRenderer=r.GraphRenderer;var o=t(195);i.GuideRenderer=o.GuideRenderer;var s=t(197);i.Renderer=s.Renderer},function(t,e,i){var n=t(388),r=t(6),o=t(51),s=t(18),a=t(62),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.visuals=new o.Visuals(this.model),this._has_finished=!0},Object.defineProperty(e.prototype,\"plot_view\",{get:function(){return this.parent},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"plot_model\",{get:function(){return this.parent.model},enumerable:!0,configurable:!0}),e.prototype.request_render=function(){this.plot_view.request_render()},e.prototype.map_to_screen=function(t,e){return this.plot_view.map_to_screen(t,e,this.model.x_range_name,this.model.y_range_name)},Object.defineProperty(e.prototype,\"needs_clip\",{get:function(){return!1},enumerable:!0,configurable:!0}),e.prototype.notify_finished=function(){this.plot_view.notify_finished()},e}(r.DOMView);i.RendererView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Renderer\",this.define({level:[s.RenderLevel],visible:[s.Boolean,!0]})},e}(a.Model);i.Renderer=h,h.initClass()},function(t,e,i){var n=t(388),r=t(200),o=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"CategoricalScale\"},e.prototype.compute=function(e){return t.prototype.compute.call(this,this.source_range.synthetic(e))},e.prototype.v_compute=function(e){return t.prototype.v_compute.call(this,this.source_range.v_synthetic(e))},e}(r.LinearScale);i.CategoricalScale=o,o.initClass()},function(t,e,i){var n=t(198);i.CategoricalScale=n.CategoricalScale;var r=t(200);i.LinearScale=r.LinearScale;var o=t(201);i.LogScale=o.LogScale;var s=t(202);i.Scale=s.Scale},function(t,e,i){var n=t(388),r=t(202),o=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"LinearScale\"},e.prototype.compute=function(t){var e=this._compute_state(),i=e[0],n=e[1];return i*t+n},e.prototype.v_compute=function(t){for(var e=this._compute_state(),i=e[0],n=e[1],r=new Float64Array(t.length),o=0;o<t.length;o++)r[o]=i*t[o]+n;return r},e.prototype.invert=function(t){var e=this._compute_state(),i=e[0],n=e[1];return(t-n)/i},e.prototype.v_invert=function(t){for(var e=this._compute_state(),i=e[0],n=e[1],r=new Float64Array(t.length),o=0;o<t.length;o++)r[o]=(t[o]-n)/i;return r},e.prototype._compute_state=function(){var t=this.source_range.start,e=this.source_range.end,i=this.target_range.start,n=this.target_range.end,r=(n-i)/(e-t),o=-r*t+i;return[r,o]},e}(r.Scale);i.LinearScale=o,o.initClass()},function(t,e,i){var n=t(388),r=t(202),o=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"LogScale\"},e.prototype.compute=function(t){var e,i=this._compute_state(),n=i[0],r=i[1],o=i[2],s=i[3];if(0==o)e=0;else{var a=(Math.log(t)-s)/o;e=isFinite(a)?a*n+r:NaN}return e},e.prototype.v_compute=function(t){var e=this._compute_state(),i=e[0],n=e[1],r=e[2],o=e[3],s=new Float64Array(t.length);if(0==r)for(var a=0;a<t.length;a++)s[a]=0;else for(var a=0;a<t.length;a++){var l=(Math.log(t[a])-o)/r,h=void 0;h=isFinite(l)?l*i+n:NaN,s[a]=h}return s},e.prototype.invert=function(t){var e=this._compute_state(),i=e[0],n=e[1],r=e[2],o=e[3],s=(t-n)/i;return Math.exp(r*s+o)},e.prototype.v_invert=function(t){for(var e=this._compute_state(),i=e[0],n=e[1],r=e[2],o=e[3],s=new Float64Array(t.length),a=0;a<t.length;a++){var l=(t[a]-n)/i;s[a]=Math.exp(r*l+o)}return s},e.prototype._get_safe_factor=function(t,e){var i,n=t<0?0:t,r=e<0?0:e;if(n==r)if(0==n)n=(i=[1,10])[0],r=i[1];else{var o=Math.log(n)/Math.log(10);n=Math.pow(10,Math.floor(o)),r=Math.ceil(o)!=Math.floor(o)?Math.pow(10,Math.ceil(o)):Math.pow(10,Math.ceil(o)+1)}return[n,r]},e.prototype._compute_state=function(){var t,e,i=this.source_range.start,n=this.source_range.end,r=this.target_range.start,o=this.target_range.end,s=o-r,a=this._get_safe_factor(i,n),l=a[0],h=a[1];0==l?(t=Math.log(h),e=0):(t=Math.log(h)-Math.log(l),e=Math.log(l));var u=s,c=r;return[u,c,t,e]},e}(r.Scale);i.LogScale=o,o.initClass()},function(t,e,i){var n=t(388),r=t(284),o=t(18),s=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Scale\",this.internal({source_range:[o.Any],target_range:[o.Any]})},e.prototype.r_compute=function(t,e){return this.target_range.is_reversed?[this.compute(e),this.compute(t)]:[this.compute(t),this.compute(e)]},e.prototype.r_invert=function(t,e){return this.target_range.is_reversed?[this.invert(e),this.invert(t)]:[this.invert(t),this.invert(e)]},e}(r.Transform);i.Scale=s,s.initClass()},function(t,e,i){var n=t(388);n.__exportStar(t(204),i);var r=t(205);i.Selection=r.Selection},function(t,e,i){var n=t(388),r=t(62),o=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.do_selection=function(t,e,i,n){return null!==t&&(e.selected.update(t,i,n),e._select.emit(),!e.selected.is_empty())},e}(r.Model);i.SelectionPolicy=o,o.prototype.type=\"SelectionPolicy\";var s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.hit_test=function(t,e){for(var i=[],n=0,r=e;n<r.length;n++){var o=r[n],s=o.hit_test(t);null!==s&&i.push(s)}if(i.length>0){for(var a=i[0],l=0,h=i;l<h.length;l++){var u=h[l];a.update_through_intersection(u)}return a}return null},e}(o);i.IntersectRenderers=s,s.prototype.type=\"IntersectRenderers\";var a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.hit_test=function(t,e){for(var i=[],n=0,r=e;n<r.length;n++){var o=r[n],s=o.hit_test(t);null!==s&&i.push(s)}if(i.length>0){for(var a=i[0],l=0,h=i;l<h.length;l++){var u=h[l];a.update_through_union(u)}return a}return null},e}(o);i.UnionRenderers=a,a.prototype.type=\"UnionRenderers\"},function(t,e,i){var n=t(388),r=t(62),o=t(18),s=t(24),a=t(35),l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Selection\",this.define({indices:[o.Array,[]],line_indices:[o.Array,[]],multiline_indices:[o.Any,{}]}),this.internal({final:[o.Boolean],selected_glyphs:[o.Array,[]],get_view:[o.Any],image_indices:[o.Array,[]]})},e.prototype.initialize=function(){var e=this;t.prototype.initialize.call(this),this[\"0d\"]={glyph:null,indices:[],flag:!1,get_view:function(){return null}},this[\"2d\"]={indices:{}},this[\"1d\"]={indices:this.indices},this.get_view=function(){return null},this.connect(this.properties.indices.change,function(){return e[\"1d\"].indices=e.indices}),this.connect(this.properties.line_indices.change,function(){e[\"0d\"].indices=e.line_indices,0==e.line_indices.length?e[\"0d\"].flag=!1:e[\"0d\"].flag=!0}),this.connect(this.properties.selected_glyphs.change,function(){return e[\"0d\"].glyph=e.selected_glyph}),this.connect(this.properties.get_view.change,function(){return e[\"0d\"].get_view=e.get_view}),this.connect(this.properties.multiline_indices.change,function(){return e[\"2d\"].indices=e.multiline_indices})},Object.defineProperty(e.prototype,\"selected_glyph\",{get:function(){return this.selected_glyphs.length>0?this.selected_glyphs[0]:null},enumerable:!0,configurable:!0}),e.prototype.add_to_selected_glyphs=function(t){this.selected_glyphs.push(t)},e.prototype.update=function(t,e,i){this.final=e,i?this.update_through_union(t):(this.indices=t.indices,this.line_indices=t.line_indices,this.selected_glyphs=t.selected_glyphs,this.get_view=t.get_view,this.multiline_indices=t.multiline_indices,this.image_indices=t.image_indices)},e.prototype.clear=function(){this.final=!0,this.indices=[],this.line_indices=[],this.multiline_indices={},this.get_view=function(){return null},this.selected_glyphs=[]},e.prototype.is_empty=function(){return 0==this.indices.length&&0==this.line_indices.length&&0==this.image_indices.length},e.prototype.update_through_union=function(t){this.indices=s.union(t.indices,this.indices),this.selected_glyphs=s.union(t.selected_glyphs,this.selected_glyphs),this.line_indices=s.union(t.line_indices,this.line_indices),this.get_view()||(this.get_view=t.get_view),this.multiline_indices=a.merge(t.multiline_indices,this.multiline_indices)},e.prototype.update_through_intersection=function(t){this.indices=s.intersection(t.indices,this.indices),this.selected_glyphs=s.union(t.selected_glyphs,this.selected_glyphs),this.line_indices=s.union(t.line_indices,this.line_indices),this.get_view()||(this.get_view=t.get_view),this.multiline_indices=a.merge(t.multiline_indices,this.multiline_indices)},e}(r.Model);i.Selection=l,l.initClass()},function(t,e,i){var n=t(388),r=t(213),o=t(17),s=t(18),a=function(t){function e(e){var i=t.call(this,e)||this;return i.initialized=!1,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"AjaxDataSource\",this.define({content_type:[s.String,\"application/json\"],http_headers:[s.Any,{}],method:[s.HTTPMethod,\"POST\"],if_modified:[s.Boolean,!1]})},e.prototype.destroy=function(){null!=this.interval&&clearInterval(this.interval),t.prototype.destroy.call(this)},e.prototype.setup=function(){var t=this;!this.initialized&&(this.initialized=!0,this.get_data(this.mode),this.polling_interval)&&(this.interval=setInterval(function(){return t.get_data(t.mode,t.max_size,t.if_modified)},this.polling_interval))},e.prototype.get_data=function(t,e,i){var n=this;void 0===e&&(e=0),void 0===i&&(i=!1);var r=this.prepare_request();r.addEventListener(\"load\",function(){return n.do_load(r,t,e)}),r.addEventListener(\"error\",function(){return n.do_error(r)}),r.send()},e.prototype.prepare_request=function(){var t=new XMLHttpRequest;t.open(this.method,this.data_url,!0),t.withCredentials=!1,t.setRequestHeader(\"Content-Type\",this.content_type);var e=this.http_headers;for(var i in e){var n=e[i];t.setRequestHeader(i,n)}return t},e.prototype.do_load=function(t,e,i){if(200===t.status){var n=JSON.parse(t.responseText);this.load_data(n,e,i)}},e.prototype.do_error=function(t){o.logger.error(\"Failed to fetch JSON from \"+this.data_url+\" with code \"+t.status)},e}(r.RemoteDataSource);i.AjaxDataSource=a,a.initClass()},function(t,e,i){var n=t(388),r=t(62),o=t(18),s=t(205),a=t(24),l=t(209),h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"CDSView\",this.define({filters:[o.Array,[]],source:[o.Instance]}),this.internal({indices:[o.Array,[]],indices_map:[o.Any,{}]})},e.prototype.initialize=function(){t.prototype.initialize.call(this),this.compute_indices()},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.properties.filters.change,function(){e.compute_indices(),e.change.emit()});var i=function(){var t=function(){return e.compute_indices()};null!=e.source&&(e.connect(e.source.change,t),e.source instanceof l.ColumnarDataSource&&(e.connect(e.source.streaming,t),e.connect(e.source.patching,t)))},n=null!=this.source;n?i():this.connect(this.properties.source.change,function(){n||(i(),n=!0)})},e.prototype.compute_indices=function(){var t=this,e=this.filters.map(function(e){return e.compute_indices(t.source)}).filter(function(t){return null!=t});e.length>0?this.indices=a.intersection.apply(this,e):this.source instanceof l.ColumnarDataSource&&(this.indices=this.source.get_indices()),this.indices_map_to_subset()},e.prototype.indices_map_to_subset=function(){this.indices_map={};for(var t=0;t<this.indices.length;t++)this.indices_map[this.indices[t]]=t},e.prototype.convert_selection_from_subset=function(t){var e=this,i=new s.Selection;i.update_through_union(t);var n=t.indices.map(function(t){return e.indices[t]});return i.indices=n,i.image_indices=t.image_indices,i},e.prototype.convert_selection_to_subset=function(t){var e=this,i=new s.Selection;i.update_through_union(t);var n=t.indices.map(function(t){return e.indices_map[t]});return i.indices=n,i.image_indices=t.image_indices,i},e.prototype.convert_indices_from_subset=function(t){var e=this;return t.map(function(t){return e.indices[t]})},e}(r.Model);i.CDSView=h,h.initClass()},function(t,e,i){var n=t(388),r=t(209),o=t(8),s=t(18),a=t(32),l=t(38),h=t(46),u=t(45),c=t(35),_=t(53);function p(t,e,i){if(h.isArray(t)){var n=t.concat(e);return null!=i&&n.length>i?n.slice(-i):n}if(h.isTypedArray(t)){var r=t.length+e.length;if(null!=i&&r>i){var o=r-i,s=t.length,n=void 0;t.length<i?(n=new t.constructor(i)).set(t,0):n=t;for(var a=o,l=s;a<l;a++)n[a-o]=n[a];for(var a=0,l=e.length;a<l;a++)n[a+(s-o)]=e[a];return n}var c=new t.constructor(e);return u.concat(t,c)}throw new Error(\"unsupported array types\")}function d(t,e){var i,n,r;return h.isNumber(t)?(i=t,r=t+1,n=1):(i=null!=t.start?t.start:0,r=null!=t.stop?t.stop:e,n=null!=t.step?t.step:1),[i,r,n]}function f(t,e,i){for(var n=new a.Set,r=!1,o=0,s=e;o<s.length;o++){var l=s[o],u=l[0],c=l[1],_=void 0,p=void 0,f=void 0,v=void 0;if(h.isArray(u)){var m=u[0];n.add(m),p=i[m],_=t[m],v=c,2===u.length?(p=[1,p[0]],f=[u[0],0,u[1]]):f=u}else h.isNumber(u)?(v=[c],n.add(u)):(v=c,r=!0),f=[0,0,u],p=[1,t.length],_=t;for(var g=0,y=d(f[1],p[0]),b=y[0],x=y[1],w=y[2],k=d(f[2],p[1]),T=k[0],C=k[1],S=k[2],m=b;m<x;m+=w)for(var A=T;A<C;A+=S)r&&n.add(A),_[m*p[1]+A]=v[g],g++}return n}i.stream_to_column=p,i.slice=d,i.patch_to_column=f;var v=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ColumnDataSource\",this.define({data:[s.Any,{}]})},e.prototype.initialize=function(){var e;t.prototype.initialize.call(this),e=l.decode_column_data(this.data),this.data=e[0],this._shapes=e[1]},e.prototype.attributes_as_json=function(t,i){void 0===t&&(t=!0),void 0===i&&(i=e._value_to_json);for(var n={},r=this.serializable_attributes(),o=0,s=c.keys(r);o<s.length;o++){var a=s[o],h=r[a];\"data\"===a&&(h=l.encode_column_data(h,this._shapes)),t?n[a]=h:a in this._set_after_defaults&&(n[a]=h)}return i(\"attributes\",n,this)},e._value_to_json=function(t,e,i){return h.isPlainObject(e)&&\"data\"===t?l.encode_column_data(e,i._shapes):o.HasProps._value_to_json(t,e,i)},e.prototype.stream=function(t,e,i){var n=this.data;for(var r in t)n[r]=p(n[r],t[r],e);if(this.setv({data:n},{silent:!0}),this.streaming.emit(),null!=this.document){var o=new _.ColumnsStreamedEvent(this.document,this.ref(),t,e);this.document._notify_change(this,\"data\",null,null,{setter_id:i,hint:o})}},e.prototype.patch=function(t,e){var i=this.data,n=new a.Set;for(var r in t){var o=t[r];n=n.union(f(i[r],o,this._shapes[r]))}if(this.setv({data:i},{silent:!0}),this.patching.emit(n.values),null!=this.document){var s=new _.ColumnsPatchedEvent(this.document,this.ref(),t);this.document._notify_change(this,\"data\",null,null,{setter_id:e,hint:s})}},e}(r.ColumnarDataSource);i.ColumnDataSource=v,v.initClass()},function(t,e,i){var n=t(388),r=t(210),o=t(22),s=t(17),a=t(20),l=t(18),h=t(46),u=t(24),c=t(35),_=t(205),p=t(204),d=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.prototype.get_array=function(t){var e=this.data[t];return null==e?this.data[t]=e=[]:h.isArray(e)||(this.data[t]=e=Array.from(e)),e},e.initClass=function(){this.prototype.type=\"ColumnarDataSource\",this.define({selection_policy:[l.Instance,function(){return new p.UnionRenderers}]}),this.internal({selection_manager:[l.Instance,function(t){return new a.SelectionManager({source:t})}],inspected:[l.Instance,function(){return new _.Selection}],_shapes:[l.Any,{}]})},e.prototype.initialize=function(){t.prototype.initialize.call(this),this._select=new o.Signal0(this,\"select\"),this.inspect=new o.Signal(this,\"inspect\"),this.streaming=new o.Signal0(this,\"streaming\"),this.patching=new o.Signal(this,\"patching\")},e.prototype.get_column=function(t){var e=this.data[t];return null!=e?e:null},e.prototype.columns=function(){return c.keys(this.data)},e.prototype.get_length=function(t){void 0===t&&(t=!0);var e=u.uniq(c.values(this.data).map(function(t){return t.length}));switch(e.length){case 0:return null;case 1:return e[0];default:var i=\"data source has columns of inconsistent lengths\";if(t)return s.logger.warn(i),e.sort()[0];throw new Error(i)}},e.prototype.get_indices=function(){var t=this.get_length();return u.range(0,null!=t?t:1)},e.prototype.clear=function(){for(var t={},e=0,i=this.columns();e<i.length;e++){var n=i[e];t[n]=new this.data[n].constructor}this.data=t},e}(r.DataSource);i.ColumnarDataSource=d,d.initClass()},function(t,e,i){var n=t(388),r=t(62),o=t(205),s=t(18),a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"DataSource\",this.define({selected:[s.Instance,function(){return new o.Selection}],callback:[s.Any]})},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.selected.change,function(){null!=e.callback&&e.callback.execute(e)})},e}(r.Model);i.DataSource=a,a.initClass()},function(t,e,i){var n=t(388),r=t(209),o=t(17),s=t(18),a=t(24),l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"GeoJSONDataSource\",this.define({geojson:[s.Any]}),this.internal({data:[s.Any,{}]})},e.prototype.initialize=function(){t.prototype.initialize.call(this),this._update_data()},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.properties.geojson.change,function(){return e._update_data()})},e.prototype._update_data=function(){this.data=this.geojson_to_column_data()},e.prototype._get_new_list_array=function(t){return a.range(0,t).map(function(t){return[]})},e.prototype._get_new_nan_array=function(t){return a.range(0,t).map(function(t){return NaN})},e.prototype._add_properties=function(t,e,i,n){var r=t.properties||{};for(var o in r)e.hasOwnProperty(o)||(e[o]=this._get_new_nan_array(n)),e[o][i]=r[o]},e.prototype._add_geometry=function(t,e,i){function n(t){return null!=t?t:NaN}function r(t,e){return t.concat([[NaN,NaN,NaN]]).concat(e)}switch(t.type){case\"Point\":var s=t.coordinates,a=s[0],l=s[1],h=s[2];e.x[i]=a,e.y[i]=l,e.z[i]=n(h);break;case\"LineString\":for(var u=t.coordinates,c=0;c<u.length;c++){var _=u[c],a=_[0],l=_[1],h=_[2];e.xs[i][c]=a,e.ys[i][c]=l,e.zs[i][c]=n(h)}break;case\"Polygon\":t.coordinates.length>1&&o.logger.warn(\"Bokeh does not 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GeometryCollection\");if(0===e.geometries.length)throw new Error(\"geojson.geometries must have one or more items\");t=e.geometries;break;case\"FeatureCollection\":if(null==e.features)throw new Error(\"No features found in FeaturesCollection\");if(0==e.features.length)throw new Error(\"geojson.features must have one or more items\");t=e.features;break;default:throw new Error(\"Bokeh only supports type GeometryCollection and FeatureCollection at top level\")}for(var i=0,n=0,r=t;n<r.length;n++){var o=r[n],s=\"Feature\"===o.type?o.geometry:o;\"GeometryCollection\"==s.type?i+=s.geometries.length:i+=1}for(var a={x:this._get_new_nan_array(i),y:this._get_new_nan_array(i),z:this._get_new_nan_array(i),xs:this._get_new_list_array(i),ys:this._get_new_list_array(i),zs:this._get_new_list_array(i)},l=0,h=0,u=t;h<u.length;h++){var o=u[h],s=\"Feature\"==o.type?o.geometry:o;if(\"GeometryCollection\"==s.type)for(var c=0,_=s.geometries;c<_.length;c++){var p=_[c];this._add_geometry(p,a,l),\"Feature\"===o.type&&this._add_properties(o,a,l,i),l+=1}else this._add_geometry(s,a,l),\"Feature\"===o.type&&this._add_properties(o,a,l,i),l+=1}return a},e}(r.ColumnarDataSource);i.GeoJSONDataSource=l,l.initClass()},function(t,e,i){var n=t(214);i.ServerSentDataSource=n.ServerSentDataSource;var r=t(206);i.AjaxDataSource=r.AjaxDataSource;var o=t(208);i.ColumnDataSource=o.ColumnDataSource;var s=t(209);i.ColumnarDataSource=s.ColumnarDataSource;var a=t(207);i.CDSView=a.CDSView;var l=t(210);i.DataSource=l.DataSource;var h=t(211);i.GeoJSONDataSource=h.GeoJSONDataSource;var u=t(213);i.RemoteDataSource=u.RemoteDataSource},function(t,e,i){var n=t(388),r=t(215),o=t(18),s=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.prototype.get_column=function(t){var e=this.data[t];return 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n=t(46),r=function(){function t(){this.images=[]}return t.prototype.pop=function(){var t=this.images.pop();return null!=t?t:new Image},t.prototype.push=function(t){var e;this.images.length>50||(n.isArray(t)?(e=this.images).push.apply(e,t):this.images.push(t))},t}();i.ImagePool=r},function(t,e,i){var n=t(232);i.BBoxTileSource=n.BBoxTileSource;var r=t(235);i.MercatorTileSource=r.MercatorTileSource;var o=t(236);i.QUADKEYTileSource=o.QUADKEYTileSource;var s=t(237);i.TileRenderer=s.TileRenderer;var a=t(238);i.TileSource=a.TileSource;var l=t(240);i.TMSTileSource=l.TMSTileSource;var h=t(241);i.WMTSTileSource=h.WMTSTileSource},function(t,e,i){var n=t(388),r=t(238),o=t(18),s=t(24),a=t(239),l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"MercatorTileSource\",this.define({snap_to_zoom:[o.Boolean,!1],wrap_around:[o.Boolean,!0]}),this.override({x_origin_offset:20037508.34,y_origin_offset:20037508.34,initial_resolution:156543.03392804097})},e.prototype.initialize=function(){var e=this;t.prototype.initialize.call(this),this._resolutions=s.range(this.min_zoom,this.max_zoom+1).map(function(t){return e.get_resolution(t)})},e.prototype._computed_initial_resolution=function(){return null!=this.initial_resolution?this.initial_resolution:2*Math.PI*6378137/this.tile_size},e.prototype.is_valid_tile=function(t,e,i){return!(!this.wrap_around&&(t<0||t>=Math.pow(2,i))||e<0||e>=Math.pow(2,i))},e.prototype.parent_by_tile_xyz=function(t,e,i){var n=this.tile_xyz_to_quadkey(t,e,i),r=n.substring(0,n.length-1);return this.quadkey_to_tile_xyz(r)},e.prototype.get_resolution=function(t){return this._computed_initial_resolution()/Math.pow(2,t)},e.prototype.get_resolution_by_extent=function(t,e,i){var n=(t[2]-t[0])/i,r=(t[3]-t[1])/e;return[n,r]},e.prototype.get_level_by_extent=function(t,e,i){for(var n=(t[2]-t[0])/i,r=(t[3]-t[1])/e,o=Math.max(n,r),s=0,a=0,l=this._resolutions;a<l.length;a++){var h=l[a];if(o>h){if(0==s)return 0;if(s>0)return s-1}s+=1}return s-1},e.prototype.get_closest_level_by_extent=function(t,e,i){var n=(t[2]-t[0])/i,r=(t[3]-t[1])/e,o=Math.max(n,r),s=this._resolutions.reduce(function(t,e){return Math.abs(e-o)<Math.abs(t-o)?e:t});return this._resolutions.indexOf(s)},e.prototype.snap_to_zoom_level=function(t,e,i,n){var r=t[0],o=t[1],s=t[2],a=t[3],l=this._resolutions[n],h=i*l,u=e*l;if(!this.snap_to_zoom){var c=(s-r)/h,_=(a-o)/u;c>_?(h=s-r,u*=c):(h*=_,u=a-o)}var p=(h-(s-r))/2,d=(u-(a-o))/2;return[r-p,o-d,s+p,a+d]},e.prototype.tms_to_wmts=function(t,e,i){return[t,Math.pow(2,i)-1-e,i]},e.prototype.wmts_to_tms=function(t,e,i){return[t,Math.pow(2,i)-1-e,i]},e.prototype.pixels_to_meters=function(t,e,i){var n=this.get_resolution(i),r=t*n-this.x_origin_offset,o=e*n-this.y_origin_offset;return[r,o]},e.prototype.meters_to_pixels=function(t,e,i){var n=this.get_resolution(i),r=(t+this.x_origin_offset)/n,o=(e+this.y_origin_offset)/n;return[r,o]},e.prototype.pixels_to_tile=function(t,e){var i=Math.ceil(t/this.tile_size);i=0===i?i:i-1;var n=Math.max(Math.ceil(e/this.tile_size)-1,0);return[i,n]},e.prototype.pixels_to_raster=function(t,e,i){var n=this.tile_size<<i;return[t,n-e]},e.prototype.meters_to_tile=function(t,e,i){var n=this.meters_to_pixels(t,e,i),r=n[0],o=n[1];return this.pixels_to_tile(r,o)},e.prototype.get_tile_meter_bounds=function(t,e,i){var n=this.pixels_to_meters(t*this.tile_size,e*this.tile_size,i),r=n[0],o=n[1],s=this.pixels_to_meters((t+1)*this.tile_size,(e+1)*this.tile_size,i),a=s[0],l=s[1];return[r,o,a,l]},e.prototype.get_tile_geographic_bounds=function(t,e,i){var n=this.get_tile_meter_bounds(t,e,i),r=a.meters_extent_to_geographic(n),o=r[0],s=r[1],l=r[2],h=r[3];return[o,s,l,h]},e.prototype.get_tiles_by_extent=function(t,e,i){void 0===i&&(i=1);var n=t[0],r=t[1],o=t[2],s=t[3],a=this.meters_to_tile(n,r,e),l=a[0],h=a[1],u=this.meters_to_tile(o,s,e),c=u[0],_=u[1];l-=i,h-=i,c+=i;for(var p=[],d=_+=i;d>=h;d--)for(var f=l;f<=c;f++)this.is_valid_tile(f,d,e)&&p.push([f,d,e,this.get_tile_meter_bounds(f,d,e)]);return this.sort_tiles_from_center(p,[l,h,c,_]),p},e.prototype.quadkey_to_tile_xyz=function(t){for(var e=0,i=0,n=t.length,r=n;r>0;r--){var o=t.charAt(n-r),s=1<<r-1;switch(o){case\"0\":continue;case\"1\":e|=s;break;case\"2\":i|=s;break;case\"3\":e|=s,i|=s;break;default:throw new TypeError(\"Invalid Quadkey: \"+t)}}return[e,i,n]},e.prototype.tile_xyz_to_quadkey=function(t,e,i){for(var n=\"\",r=i;r>0;r--){var o=1<<r-1,s=0;0!=(t&o)&&(s+=1),0!=(e&o)&&(s+=2),n+=s.toString()}return n},e.prototype.children_by_tile_xyz=function(t,e,i){for(var n=this.tile_xyz_to_quadkey(t,e,i),r=[],o=0;o<=3;o++){var s=this.quadkey_to_tile_xyz(n+o.toString()),a=s[0],l=s[1],h=s[2],u=this.get_tile_meter_bounds(a,l,h);r.push([a,l,h,u])}return r},e.prototype.get_closest_parent_by_tile_xyz=function(t,e,i){var n,r,o,s=this.calculate_world_x_by_tile_xyz(t,e,i);n=this.normalize_xyz(t,e,i),t=n[0],e=n[1],i=n[2];for(var a=this.tile_xyz_to_quadkey(t,e,i);a.length>0;)if(a=a.substring(0,a.length-1),r=this.quadkey_to_tile_xyz(a),t=r[0],e=r[1],i=r[2],o=this.denormalize_xyz(t,e,i,s),t=o[0],e=o[1],i=o[2],this.tile_xyz_to_key(t,e,i)in this.tiles)return[t,e,i];return[0,0,0]},e.prototype.normalize_xyz=function(t,e,i){if(this.wrap_around){var n=Math.pow(2,i);return[(t%n+n)%n,e,i]}return[t,e,i]},e.prototype.denormalize_xyz=function(t,e,i,n){return[t+n*Math.pow(2,i),e,i]},e.prototype.denormalize_meters=function(t,e,i,n){return[t+2*n*Math.PI*6378137,e]},e.prototype.calculate_world_x_by_tile_xyz=function(t,e,i){return Math.floor(t/Math.pow(2,i))},e}(r.TileSource);i.MercatorTileSource=l,l.initClass()},function(t,e,i){var n=t(388),r=t(235),o=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"QUADKEYTileSource\"},e.prototype.get_image_url=function(t,e,i){var n=this.string_lookup_replace(this.url,this.extra_url_vars),r=this.tms_to_wmts(t,e,i),o=r[0],s=r[1],a=r[2],l=this.tile_xyz_to_quadkey(o,s,a);return n.replace(\"{Q}\",l)},e}(r.MercatorTileSource);i.QUADKEYTileSource=o,o.initClass()},function(t,e,i){var n=t(388),r=t(233),o=t(241),s=t(192),a=t(191),l=t(5),h=t(18),u=t(24),c=t(46),_=t(20),p=t(208),d=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){this._tiles=[],t.prototype.initialize.call(this)},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.change,function(){return e.request_render()}),this.connect(this.model.tile_source.change,function(){return e.request_render()})},e.prototype.get_extent=function(){return[this.x_range.start,this.y_range.start,this.x_range.end,this.y_range.end]},Object.defineProperty(e.prototype,\"map_plot\",{get:function(){return this.plot_model},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"map_canvas\",{get:function(){return this.plot_view.canvas_view.ctx},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"map_frame\",{get:function(){return this.plot_view.frame},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"x_range\",{get:function(){return this.map_plot.x_range},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"y_range\",{get:function(){return this.map_plot.y_range},enumerable:!0,configurable:!0}),e.prototype._set_data=function(){this.pool=new r.ImagePool,this.extent=this.get_extent(),this._last_height=void 0,this._last_width=void 0},e.prototype._update_attribution=function(){null!=this.attribution_el&&l.removeElement(this.attribution_el);var t=this.model.tile_source.attribution;if(c.isString(t)&&t.length>0){var e=this.plot_view,i=e.layout,n=e.frame,r=i._width.value-n._right.value,o=i._height.value-n._bottom.value,s=n._width.value;this.attribution_el=l.div({class:\"bk-tile-attribution\",style:{position:\"absolute\",right:r+\"px\",bottom:o+\"px\",\"max-width\":s-4+\"px\",padding:\"2px\",\"background-color\":\"rgba(255,255,255,0.5)\",\"font-size\":\"7pt\",\"line-height\":\"1.05\",\"white-space\":\"nowrap\",overflow:\"hidden\",\"text-overflow\":\"ellipsis\"}});var a=this.plot_view.canvas_view.events_el;a.appendChild(this.attribution_el),this.attribution_el.innerHTML=t,this.attribution_el.title=this.attribution_el.textContent.replace(/\\s*\\n\\s*/g,\" \")}},e.prototype._map_data=function(){this.initial_extent=this.get_extent();var t=this.model.tile_source.get_level_by_extent(this.initial_extent,this.map_frame._height.value,this.map_frame._width.value),e=this.model.tile_source.snap_to_zoom_level(this.initial_extent,this.map_frame._height.value,this.map_frame._width.value,t);this.x_range.start=e[0],this.y_range.start=e[1],this.x_range.end=e[2],this.y_range.end=e[3],this.x_range instanceof a.Range1d&&(this.x_range.reset_start=e[0],this.x_range.reset_end=e[2]),this.y_range instanceof a.Range1d&&(this.y_range.reset_start=e[1],this.y_range.reset_end=e[3]),this._update_attribution()},e.prototype._on_tile_load=function(t,e){t.img=e.target,t.loaded=!0,this.request_render()},e.prototype._on_tile_cache_load=function(t,e){t.img=e.target,t.loaded=!0,t.finished=!0,this.notify_finished()},e.prototype._on_tile_error=function(t){t.finished=!0},e.prototype._create_tile=function(t,e,i,n,r){void 0===r&&(r=!1);var o=this.model.tile_source.normalize_xyz(t,e,i),s=o[0],a=o[1],l=o[2],h=this.pool.pop(),u={img:h,tile_coords:[t,e,i],normalized_coords:[s,a,l],quadkey:this.model.tile_source.tile_xyz_to_quadkey(t,e,i),cache_key:this.model.tile_source.tile_xyz_to_key(t,e,i),bounds:n,loaded:!1,finished:!1,x_coord:n[0],y_coord:n[3]};h.onload=r?this._on_tile_cache_load.bind(this,u):this._on_tile_load.bind(this,u),h.onerror=this._on_tile_error.bind(this,u),h.alt=\"\",h.src=this.model.tile_source.get_image_url(s,a,l),this.model.tile_source.tiles[u.cache_key]=u,this._tiles.push(u)},e.prototype._enforce_aspect_ratio=function(){if(this._last_height!==this.map_frame._height.value||this._last_width!==this.map_frame._width.value){var t=this.get_extent(),e=this.model.tile_source.get_level_by_extent(t,this.map_frame._height.value,this.map_frame._width.value),i=this.model.tile_source.snap_to_zoom_level(t,this.map_frame._height.value,this.map_frame._width.value,e);this.x_range.setv({start:i[0],end:i[2]}),this.y_range.setv({start:i[1],end:i[3]}),this.extent=i,this._last_height=this.map_frame._height.value,this._last_width=this.map_frame._width.value}},e.prototype.has_finished=function(){if(!t.prototype.has_finished.call(this))return!1;if(0===this._tiles.length)return!1;for(var e=0,i=this._tiles;e<i.length;e++){var n=i[e];if(!n.finished)return!1}return!0},e.prototype.render=function(){null==this.map_initialized&&(this._set_data(),this._map_data(),this.map_initialized=!0),this._enforce_aspect_ratio(),this._update(),null!=this.prefetch_timer&&clearTimeout(this.prefetch_timer),this.prefetch_timer=setTimeout(this._prefetch_tiles.bind(this),500),this.has_finished()&&this.notify_finished()},e.prototype._draw_tile=function(t){var e=this.model.tile_source.tiles[t];if(null!=e){var i=this.plot_view.map_to_screen([e.bounds[0]],[e.bounds[3]]),n=i[0][0],r=i[1][0],o=this.plot_view.map_to_screen([e.bounds[2]],[e.bounds[1]]),s=o[0][0],a=o[1][0],l=s-n,h=a-r,u=n,c=r,_=this.map_canvas.getImageSmoothingEnabled();this.map_canvas.setImageSmoothingEnabled(this.model.smoothing),this.map_canvas.drawImage(e.img,u,c,l,h),this.map_canvas.setImageSmoothingEnabled(_),e.finished=!0}},e.prototype._set_rect=function(){var t=this.plot_model.properties.outline_line_width.value(),e=this.map_frame._left.value+t/2,i=this.map_frame._top.value+t/2,n=this.map_frame._width.value-t,r=this.map_frame._height.value-t;this.map_canvas.rect(e,i,n,r),this.map_canvas.clip()},e.prototype._render_tiles=function(t){this.map_canvas.save(),this._set_rect(),this.map_canvas.globalAlpha=this.model.alpha;for(var e=0,i=t;e<i.length;e++){var n=i[e];this._draw_tile(n)}this.map_canvas.restore()},e.prototype._prefetch_tiles=function(){for(var t=this.model.tile_source,e=this.get_extent(),i=this.map_frame._height.value,n=this.map_frame._width.value,r=this.model.tile_source.get_level_by_extent(e,i,n),o=this.model.tile_source.get_tiles_by_extent(e,r),s=0,a=Math.min(10,o.length);s<a;s++)for(var l=o[s],h=l[0],u=l[1],c=l[2],_=this.model.tile_source.children_by_tile_xyz(h,u,c),p=0,d=_;p<d.length;p++){var f=d[p],v=f[0],m=f[1],g=f[2],y=f[3];t.tile_xyz_to_key(v,m,g)in t.tiles||this._create_tile(v,m,g,y,!0)}},e.prototype._fetch_tiles=function(t){for(var e=0,i=t;e<i.length;e++){var n=i[e],r=n[0],o=n[1],s=n[2],a=n[3];this._create_tile(r,o,s,a)}},e.prototype._update=function(){var t=this,e=this.model.tile_source,i=e.min_zoom,n=e.max_zoom,r=this.get_extent(),o=this.extent[2]-this.extent[0]<r[2]-r[0],s=this.map_frame._height.value,a=this.map_frame._width.value,l=e.get_level_by_extent(r,s,a),h=!1;l<i?(r=this.extent,l=i,h=!0):l>n&&(r=this.extent,l=n,h=!0),h&&(this.x_range.setv({x_range:{start:r[0],end:r[2]}}),this.y_range.setv({start:r[1],end:r[3]}),this.extent=r),this.extent=r;for(var c=e.get_tiles_by_extent(r,l),_=[],p=[],d=[],f=[],v=0,m=c;v<m.length;v++){var g=m[v],y=g[0],b=g[1],x=g[2],w=e.tile_xyz_to_key(y,b,x),k=e.tiles[w];if(null!=k&&k.loaded)p.push(w);else if(this.model.render_parents){var T=e.get_closest_parent_by_tile_xyz(y,b,x),C=T[0],S=T[1],A=T[2],M=e.tile_xyz_to_key(C,S,A),E=e.tiles[M];if(null!=E&&E.loaded&&!u.includes(d,M)&&d.push(M),o)for(var z=e.children_by_tile_xyz(y,b,x),O=0,P=z;O<P.length;O++){var j=P[O],N=j[0],D=j[1],F=j[2],B=e.tile_xyz_to_key(N,D,F);B in e.tiles&&f.push(B)}}null==k&&_.push(g)}this._render_tiles(d),this._render_tiles(f),this._render_tiles(p),null!=this.render_timer&&clearTimeout(this.render_timer),this.render_timer=setTimeout(function(){return t._fetch_tiles(_)},65)},e}(s.DataRendererView);i.TileRendererView=d;var f=function(t){function e(e){var i=t.call(this,e)||this;return i._selection_manager=new _.SelectionManager({source:new p.ColumnDataSource}),i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"TileRenderer\",this.prototype.default_view=d,this.define({alpha:[h.Number,1],smoothing:[h.Boolean,!0],tile_source:[h.Instance,function(){return new o.WMTSTileSource}],render_parents:[h.Boolean,!0]})},e.prototype.get_selection_manager=function(){return this._selection_manager},e}(s.DataRenderer);i.TileRenderer=f,f.initClass()},function(t,e,i){var n=t(388),r=t(62),o=t(233),s=t(18),a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"TileSource\",this.define({url:[s.String,\"\"],tile_size:[s.Number,256],max_zoom:[s.Number,30],min_zoom:[s.Number,0],extra_url_vars:[s.Any,{}],attribution:[s.String,\"\"],x_origin_offset:[s.Number],y_origin_offset:[s.Number],initial_resolution:[s.Number]})},e.prototype.initialize=function(){t.prototype.initialize.call(this),this.tiles={},this.pool=new o.ImagePool,this._normalize_case()},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.change,function(){return e._clear_cache()})},e.prototype.string_lookup_replace=function(t,e){var i=t;for(var n in e){var r=e[n];i=i.replace(\"{\"+n+\"}\",r)}return i},e.prototype._normalize_case=function(){var t=this.url.replace(\"{x}\",\"{X}\").replace(\"{y}\",\"{Y}\").replace(\"{z}\",\"{Z}\").replace(\"{q}\",\"{Q}\").replace(\"{xmin}\",\"{XMIN}\").replace(\"{ymin}\",\"{YMIN}\").replace(\"{xmax}\",\"{XMAX}\").replace(\"{ymax}\",\"{YMAX}\");this.url=t},e.prototype._clear_cache=function(){this.tiles={}},e.prototype.tile_xyz_to_key=function(t,e,i){return t+\":\"+e+\":\"+i},e.prototype.key_to_tile_xyz=function(t){var e=t.split(\":\").map(function(t){return parseInt(t)}),i=e[0],n=e[1],r=e[2];return[i,n,r]},e.prototype.sort_tiles_from_center=function(t,e){var i=e[0],n=e[1],r=e[2],o=e[3],s=(r-i)/2+i,a=(o-n)/2+n;t.sort(function(t,e){var i=Math.sqrt(Math.pow(s-t[0],2)+Math.pow(a-t[1],2)),n=Math.sqrt(Math.pow(s-e[0],2)+Math.pow(a-e[1],2));return i-n})},e.prototype.get_image_url=function(t,e,i){var n=this.string_lookup_replace(this.url,this.extra_url_vars);return n.replace(\"{X}\",t.toString()).replace(\"{Y}\",e.toString()).replace(\"{Z}\",i.toString())},e}(r.Model);i.TileSource=a,a.initClass()},function(t,e,i){var n=t(36);function r(t,e){return n.wgs84_mercator.forward([t,e])}function o(t,e){return n.wgs84_mercator.inverse([t,e])}i.geographic_to_meters=r,i.meters_to_geographic=o,i.geographic_extent_to_meters=function(t){var e=t[0],i=t[1],n=t[2],o=t[3],s=r(e,i),a=s[0],l=s[1],h=r(n,o),u=h[0],c=h[1];return[a,l,u,c]},i.meters_extent_to_geographic=function(t){var e=t[0],i=t[1],n=t[2],r=t[3],s=o(e,i),a=s[0],l=s[1],h=o(n,r),u=h[0],c=h[1];return[a,l,u,c]}},function(t,e,i){var n=t(388),r=t(235),o=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"TMSTileSource\"},e.prototype.get_image_url=function(t,e,i){var n=this.string_lookup_replace(this.url,this.extra_url_vars);return n.replace(\"{X}\",t.toString()).replace(\"{Y}\",e.toString()).replace(\"{Z}\",i.toString())},e}(r.MercatorTileSource);i.TMSTileSource=o,o.initClass()},function(t,e,i){var n=t(388),r=t(235),o=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"WMTSTileSource\"},e.prototype.get_image_url=function(t,e,i){var n=this.string_lookup_replace(this.url,this.extra_url_vars),r=this.tms_to_wmts(t,e,i),o=r[0],s=r[1],a=r[2];return n.replace(\"{X}\",o.toString()).replace(\"{Y}\",s.toString()).replace(\"{Z}\",a.toString())},e}(r.MercatorTileSource);i.WMTSTileSource=o,o.initClass()},function(t,e,i){var n=t(388),r=t(251),o=t(22),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._clicked=function(){this.model.do.emit()},e}(r.ButtonToolButtonView);i.ActionToolButtonView=s;var a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.do,function(){return e.doit()})},e}(r.ButtonToolView);i.ActionToolView=a;var l=function(t){function e(e){var i=t.call(this,e)||this;return i.button_view=s,i.do=new o.Signal0(i,\"do\"),i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ActionTool\"},e}(r.ButtonTool);i.ActionTool=l,l.initClass()},function(t,e,i){var n=t(388),r=t(242),o=t(18),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.css_classes=function(){return t.prototype.css_classes.call(this).concat(\"bk-toolbar-button-custom-action\")},e}(r.ActionToolButtonView);i.CustomActionButtonView=s;var a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.doit=function(){null!=this.model.callback&&this.model.callback.execute(this.model)},e}(r.ActionToolView);i.CustomActionView=a;var l=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Custom Action\",i.button_view=s,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"CustomAction\",this.prototype.default_view=a,this.define({action_tooltip:[o.String,\"Perform a Custom Action\"],callback:[o.Any],icon:[o.String]})},Object.defineProperty(e.prototype,\"tooltip\",{get:function(){return this.action_tooltip},enumerable:!0,configurable:!0}),e}(r.ActionTool);i.CustomAction=l,l.initClass()},function(t,e,i){var n=t(388),r=t(242),o=t(18),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.doit=function(){window.open(this.model.redirect)},e}(r.ActionToolView);i.HelpToolView=s;var a=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Help\",i.icon=\"bk-tool-icon-help\",i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"HelpTool\",this.prototype.default_view=s,this.define({help_tooltip:[o.String,\"Click the question mark to learn more about Bokeh plot tools.\"],redirect:[o.String,\"https://bokeh.pydata.org/en/latest/docs/user_guide/tools.html#built-in-tools\"]})},Object.defineProperty(e.prototype,\"tooltip\",{get:function(){return this.help_tooltip},enumerable:!0,configurable:!0}),e}(r.ActionTool);i.HelpTool=a,a.initClass()},function(t,e,i){var n=t(388),r=t(242),o=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.plot_view.state_changed,function(){return e.model.disabled=!e.plot_view.can_redo()})},e.prototype.doit=function(){this.plot_view.redo()},e}(r.ActionToolView);i.RedoToolView=o;var s=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Redo\",i.icon=\"bk-tool-icon-redo\",i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"RedoTool\",this.prototype.default_view=o,this.override({disabled:!0})},e}(r.ActionTool);i.RedoTool=s,s.initClass()},function(t,e,i){var n=t(388),r=t(242),o=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.doit=function(){this.plot_view.reset()},e}(r.ActionToolView);i.ResetToolView=o;var s=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Reset\",i.icon=\"bk-tool-icon-reset\",i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ResetTool\",this.prototype.default_view=o},e}(r.ActionTool);i.ResetTool=s,s.initClass()},function(t,e,i){var n=t(388),r=t(242),o=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.doit=function(){this.plot_view.save(\"bokeh_plot\")},e}(r.ActionToolView);i.SaveToolView=o;var s=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Save\",i.icon=\"bk-tool-icon-save\",i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"SaveTool\",this.prototype.default_view=o},e}(r.ActionTool);i.SaveTool=s,s.initClass()},function(t,e,i){var n=t(388),r=t(242),o=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.plot_view.state_changed,function(){return e.model.disabled=!e.plot_view.can_undo()})},e.prototype.doit=function(){this.plot_view.undo()},e}(r.ActionToolView);i.UndoToolView=o;var s=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Undo\",i.icon=\"bk-tool-icon-undo\",i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"UndoTool\",this.prototype.default_view=o,this.override({disabled:!0})},e}(r.ActionTool);i.UndoTool=s,s.initClass()},function(t,e,i){var n=t(388),r=t(242),o=t(48),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.doit=function(){var t=this.plot_view.frame,e=this.model.dimensions,i=\"width\"==e||\"both\"==e,n=\"height\"==e||\"both\"==e,r=o.scale_range(t,this.model.factor,i,n);this.plot_view.push_state(\"zoom_out\",{range:r}),this.plot_view.update_range(r,!1,!0),this.model.document&&this.model.document.interactive_start(this.plot_model)},e}(r.ActionToolView);i.ZoomInToolView=a;var l=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Zoom In\",i.icon=\"bk-tool-icon-zoom-in\",i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ZoomInTool\",this.prototype.default_view=a,this.define({factor:[s.Percent,.1],dimensions:[s.Dimensions,\"both\"]})},Object.defineProperty(e.prototype,\"tooltip\",{get:function(){return this._get_dim_tooltip(this.tool_name,this.dimensions)},enumerable:!0,configurable:!0}),e}(r.ActionTool);i.ZoomInTool=l,l.initClass()},function(t,e,i){var n=t(388),r=t(242),o=t(48),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.doit=function(){var t=this.plot_view.frame,e=this.model.dimensions,i=\"width\"==e||\"both\"==e,n=\"height\"==e||\"both\"==e,r=o.scale_range(t,-this.model.factor,i,n);this.plot_view.push_state(\"zoom_out\",{range:r}),this.plot_view.update_range(r,!1,!0),this.model.document&&this.model.document.interactive_start(this.plot_model)},e}(r.ActionToolView);i.ZoomOutToolView=a;var l=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Zoom Out\",i.icon=\"bk-tool-icon-zoom-out\",i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ZoomOutTool\",this.prototype.default_view=a,this.define({factor:[s.Percent,.1],dimensions:[s.Dimensions,\"both\"]})},Object.defineProperty(e.prototype,\"tooltip\",{get:function(){return this._get_dim_tooltip(this.tool_name,this.dimensions)},enumerable:!0,configurable:!0}),e}(r.ActionTool);i.ZoomOutTool=l,l.initClass()},function(t,e,i){var n=t(388),r=t(6),o=t(276),s=t(5),a=t(18),l=t(40),h=t(46),u=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){var e=this;t.prototype.initialize.call(this),this.connect(this.model.change,function(){return e.render()}),this.el.addEventListener(\"click\",function(){return e._clicked()}),this.render()},e.prototype.css_classes=function(){return t.prototype.css_classes.call(this).concat(\"bk-toolbar-button\")},e.prototype.render=function(){s.empty(this.el);var t=this.model.computed_icon;h.isString(t)&&(l.startsWith(t,\"data:image\")?this.el.style.backgroundImage=\"url('\"+t+\"')\":this.el.classList.add(t)),this.el.title=this.model.tooltip},e}(r.DOMView);i.ButtonToolButtonView=u;var c=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e}(o.ToolView);i.ButtonToolView=c;var _=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ButtonTool\",this.internal({disabled:[a.Boolean,!1]})},Object.defineProperty(e.prototype,\"tooltip\",{get:function(){return this.tool_name},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"computed_icon\",{get:function(){return this.icon},enumerable:!0,configurable:!0}),e}(o.Tool);i.ButtonTool=_,_.initClass()},function(t,e,i){var n=t(388),r=t(5),o=t(18),s=t(253),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._tap=function(t){if(null==this._draw_basepoint&&null==this._basepoint){var e=t.shiftKey;this._select_event(t,e,this.model.renderers)}},e.prototype._keyup=function(t){if(this.model.active&&this._mouse_in_frame)for(var e=0,i=this.model.renderers;e<i.length;e++){var n=i[e];if(t.keyCode===r.Keys.Backspace)this._delete_selected(n);else if(t.keyCode==r.Keys.Esc){var o=n.data_source;o.selection_manager.clear()}}},e.prototype._set_extent=function(t,e,i,n){var r=t[0],o=t[1],s=e[0],a=e[1];void 0===n&&(n=!1);var l=this.model.renderers[0],h=this.plot_view.frame,u=l.glyph,c=l.data_source,_=h.xscales[l.x_range_name],p=h.yscales[l.y_range_name],d=_.r_invert(r,o),f=d[0],v=d[1],m=p.r_invert(s,a),g=m[0],y=m[1],b=[(f+v)/2,(g+y)/2],x=b[0],w=b[1],k=[v-f,y-g],T=k[0],C=k[1],S=[u.x.field,u.y.field],A=S[0],M=S[1],E=[u.width.field,u.height.field],z=E[0],O=E[1];if(i)this._pop_glyphs(c,this.model.num_objects),A&&c.get_array(A).push(x),M&&c.get_array(M).push(w),z&&c.get_array(z).push(T),O&&c.get_array(O).push(C),this._pad_empty_columns(c,[A,M,z,O]);else{var P=c.data[A].length-1;A&&(c.data[A][P]=x),M&&(c.data[M][P]=w),z&&(c.data[z][P]=T),O&&(c.data[O][P]=C)}this._emit_cds_changes(c,!0,!1,n)},e.prototype._update_box=function(t,e,i){if(void 0===e&&(e=!1),void 0===i&&(i=!1),null!=this._draw_basepoint){var n=[t.sx,t.sy],r=this.plot_view.frame,o=this.model.dimensions,s=this.model._get_dim_limits(this._draw_basepoint,n,r,o);if(null!=s){var a=s[0],l=s[1];this._set_extent(a,l,e,i)}}},e.prototype._doubletap=function(t){this.model.active&&(null!=this._draw_basepoint?(this._update_box(t,!1,!0),this._draw_basepoint=null):(this._draw_basepoint=[t.sx,t.sy],this._select_event(t,!0,this.model.renderers),this._update_box(t,!0,!1)))},e.prototype._move=function(t){this._update_box(t,!1,!1)},e.prototype._pan_start=function(t){if(t.shiftKey){if(null!=this._draw_basepoint)return;this._draw_basepoint=[t.sx,t.sy],this._update_box(t,!0,!1)}else{if(null!=this._basepoint)return;this._select_event(t,!0,this.model.renderers),this._basepoint=[t.sx,t.sy]}},e.prototype._pan=function(t,e,i){if(void 0===e&&(e=!1),void 0===i&&(i=!1),t.shiftKey){if(null==this._draw_basepoint)return;this._update_box(t,e,i)}else{if(null==this._basepoint)return;this._drag_points(t,this.model.renderers)}},e.prototype._pan_end=function(t){if(this._pan(t,!1,!0),t.shiftKey)this._draw_basepoint=null;else{this._basepoint=null;for(var e=0,i=this.model.renderers;e<i.length;e++){var n=i[e];this._emit_cds_changes(n.data_source,!1,!0,!0)}}},e}(s.EditToolView);i.BoxEditToolView=a;var l=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Box Edit Tool\",i.icon=\"bk-tool-icon-box-edit\",i.event_type=[\"tap\",\"pan\",\"move\"],i.default_order=1,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"BoxEditTool\",this.prototype.default_view=a,this.define({dimensions:[o.Dimensions,\"both\"],num_objects:[o.Int,0]})},e}(s.EditTool);i.BoxEditTool=l,l.initClass()},function(t,e,i){var n=t(388),r=t(18),o=t(24),s=t(46),a=t(261),l=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e._mouse_in_frame=!0,e}return n.__extends(e,t),e.prototype._move_enter=function(t){this._mouse_in_frame=!0},e.prototype._move_exit=function(t){this._mouse_in_frame=!1},e.prototype._map_drag=function(t,e,i){var n=this.plot_view.frame;if(!n.bbox.contains(t,e))return null;var r=n.xscales[i.x_range_name].invert(t),o=n.yscales[i.y_range_name].invert(e);return[r,o]},e.prototype._delete_selected=function(t){var e=t.data_source,i=e.selected.indices;i.sort();for(var n=0,r=e.columns();n<r.length;n++)for(var o=r[n],s=e.get_array(o),a=0;a<i.length;a++){var l=i[a];s.splice(l-a,1)}this._emit_cds_changes(e)},e.prototype._pop_glyphs=function(t,e){var i=t.columns();if(e&&i.length)for(var n=0,r=i;n<r.length;n++){var o=r[n],a=t.get_array(o),l=a.length-e+1;l<1||(s.isArray(a)||(a=Array.from(a),t.data[o]=a),a.splice(0,l))}},e.prototype._emit_cds_changes=function(t,e,i,n){void 0===e&&(e=!0),void 0===i&&(i=!0),void 0===n&&(n=!0),i&&t.selection_manager.clear(),e&&t.change.emit(),n&&(t.data=t.data,t.properties.data.change.emit())},e.prototype._drag_points=function(t,e){if(null!=this._basepoint){for(var i=this._basepoint,n=i[0],r=i[1],o=0,s=e;o<s.length;o++){var a=s[o],l=this._map_drag(n,r,a),h=this._map_drag(t.sx,t.sy,a);if(null!=h&&null!=l){for(var u=h[0],c=h[1],_=l[0],p=l[1],d=[u-_,c-p],f=d[0],v=d[1],m=a.glyph,g=a.data_source,y=[m.x.field,m.y.field],b=y[0],x=y[1],w=0,k=g.selected.indices;w<k.length;w++){var T=k[w];b&&(g.data[b][T]+=f),x&&(g.data[x][T]+=v)}g.change.emit()}}this._basepoint=[t.sx,t.sy]}},e.prototype._pad_empty_columns=function(t,e){for(var i=0,n=t.columns();i<n.length;i++){var r=n[i];o.includes(e,r)||t.get_array(r).push(this.model.empty_value)}},e.prototype._select_event=function(t,e,i){var n=this.plot_view.frame,r=t.sx,o=t.sy;if(!n.bbox.contains(r,o))return[];for(var s={type:\"point\",sx:r,sy:o},a=[],l=0,h=i;l<h.length;l++){var u=h[l],c=u.get_selection_manager(),_=u.data_source,p=[this.plot_view.renderer_views[u.id]],d=c.select(p,s,!0,e);d&&a.push(u),_.properties.selected.change.emit()}return a},e}(a.GestureToolView);i.EditToolView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"EditTool\",this.define({custom_icon:[r.String],custom_tooltip:[r.String],empty_value:[r.Any],renderers:[r.Array,[]]})},Object.defineProperty(e.prototype,\"tooltip\",{get:function(){return this.custom_tooltip||this.tool_name},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"computed_icon\",{get:function(){return this.custom_icon||this.icon},enumerable:!0,configurable:!0}),e}(a.GestureTool);i.EditTool=h,h.initClass()},function(t,e,i){var n=t(388),r=t(5),o=t(18),s=t(46),a=t(253),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._draw=function(t,e,i){if(void 0===i&&(i=!1),this.model.active){var n=this.model.renderers[0],r=this._map_drag(t.sx,t.sy,n);if(null!=r){var o=r[0],a=r[1],l=n.data_source,h=n.glyph,u=[h.xs.field,h.ys.field],c=u[0],_=u[1];if(\"new\"==e)this._pop_glyphs(l,this.model.num_objects),c&&l.get_array(c).push([o]),_&&l.get_array(_).push([a]),this._pad_empty_columns(l,[c,_]);else if(\"add\"==e){if(c){var p=l.data[c].length-1,d=l.get_array(c)[p];s.isArray(d)||(d=Array.from(d),l.data[c][p]=d),d.push(o)}if(_){var f=l.data[_].length-1,v=l.get_array(_)[f];s.isArray(v)||(v=Array.from(v),l.data[_][f]=v),v.push(a)}}this._emit_cds_changes(l,!0,!0,i)}}},e.prototype._pan_start=function(t){this._draw(t,\"new\")},e.prototype._pan=function(t){this._draw(t,\"add\")},e.prototype._pan_end=function(t){this._draw(t,\"add\",!0)},e.prototype._tap=function(t){this._select_event(t,t.shiftKey,this.model.renderers)},e.prototype._keyup=function(t){if(this.model.active&&this._mouse_in_frame)for(var e=0,i=this.model.renderers;e<i.length;e++){var n=i[e];t.keyCode===r.Keys.Esc?n.data_source.selection_manager.clear():t.keyCode===r.Keys.Backspace&&this._delete_selected(n)}},e}(a.EditToolView);i.FreehandDrawToolView=l;var h=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Freehand Draw Tool\",i.icon=\"bk-tool-icon-freehand-draw\",i.event_type=[\"pan\",\"tap\"],i.default_order=3,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"FreehandDrawTool\",this.prototype.default_view=l,this.define({num_objects:[o.Int,0]})},e}(a.EditTool);i.FreehandDrawTool=h,h.initClass()},function(t,e,i){var n=t(388),r=t(5),o=t(18),s=t(253),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._tap=function(t){var e=t.shiftKey,i=this._select_event(t,e,this.model.renderers);if(!i.length&&this.model.add){var n=this.model.renderers[0],r=this._map_drag(t.sx,t.sy,n);if(null!=r){var o=n.glyph,s=n.data_source,a=[o.x.field,o.y.field],l=a[0],h=a[1],u=r[0],c=r[1];this._pop_glyphs(s,this.model.num_objects),l&&s.get_array(l).push(u),h&&s.get_array(h).push(c),this._pad_empty_columns(s,[l,h]),s.change.emit(),s.data=s.data,s.properties.data.change.emit()}}},e.prototype._keyup=function(t){if(this.model.active&&this._mouse_in_frame)for(var e=0,i=this.model.renderers;e<i.length;e++){var n=i[e];t.keyCode===r.Keys.Backspace?this._delete_selected(n):t.keyCode==r.Keys.Esc&&n.data_source.selection_manager.clear()}},e.prototype._pan_start=function(t){this.model.drag&&(this._select_event(t,!0,this.model.renderers),this._basepoint=[t.sx,t.sy])},e.prototype._pan=function(t){this.model.drag&&null!=this._basepoint&&this._drag_points(t,this.model.renderers)},e.prototype._pan_end=function(t){if(this.model.drag){this._pan(t);for(var e=0,i=this.model.renderers;e<i.length;e++){var n=i[e];this._emit_cds_changes(n.data_source,!1,!0,!0)}this._basepoint=null}},e}(s.EditToolView);i.PointDrawToolView=a;var l=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Point Draw Tool\",i.icon=\"bk-tool-icon-point-draw\",i.event_type=[\"tap\",\"pan\",\"move\"],i.default_order=2,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"PointDrawTool\",this.prototype.default_view=a,this.define({add:[o.Boolean,!0],drag:[o.Boolean,!0],num_objects:[o.Int,0]})},e}(s.EditTool);i.PointDrawTool=l,l.initClass()},function(t,e,i){var n=t(388),r=t(5),o=t(18),s=t(46),a=t(258),l=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e._drawing=!1,e._initialized=!1,e}return n.__extends(e,t),e.prototype._tap=function(t){this._drawing?this._draw(t,\"add\",!0):this._select_event(t,t.shiftKey,this.model.renderers)},e.prototype._draw=function(t,e,i){void 0===i&&(i=!1);var n=this.model.renderers[0],r=this._map_drag(t.sx,t.sy,n);if(this._initialized||this.activate(),null!=r){var o=this._snap_to_vertex.apply(this,[t].concat(r)),a=o[0],l=o[1],h=n.data_source,u=n.glyph,c=[u.xs.field,u.ys.field],_=c[0],p=c[1];if(\"new\"==e)this._pop_glyphs(h,this.model.num_objects),_&&h.get_array(_).push([a,a]),p&&h.get_array(p).push([l,l]),this._pad_empty_columns(h,[_,p]);else if(\"edit\"==e){if(_){var d=h.data[_][h.data[_].length-1];d[d.length-1]=a}if(p){var f=h.data[p][h.data[p].length-1];f[f.length-1]=l}}else if(\"add\"==e){if(_){var v=h.data[_].length-1,d=h.get_array(_)[v],m=d[d.length-1];d[d.length-1]=a,s.isArray(d)||(d=Array.from(d),h.data[_][v]=d),d.push(m)}if(p){var g=h.data[p].length-1,f=h.get_array(p)[g],y=f[f.length-1];f[f.length-1]=l,s.isArray(f)||(f=Array.from(f),h.data[p][g]=f),f.push(y)}}this._emit_cds_changes(h,!0,!1,i)}},e.prototype._show_vertices=function(){if(this.model.active){for(var t=[],e=[],i=0;i<this.model.renderers.length;i++){var n=this.model.renderers[i],r=n.data_source,o=n.glyph,s=[o.xs.field,o.ys.field],a=s[0],l=s[1];if(a)for(var h=0,u=r.get_array(a);h<u.length;h++){var c=u[h];Array.prototype.push.apply(t,c)}if(l)for(var _=0,p=r.get_array(l);_<p.length;_++){var c=p[_];Array.prototype.push.apply(e,c)}this._drawing&&i==this.model.renderers.length-1&&(t.splice(t.length-1,1),e.splice(e.length-1,1))}this._set_vertices(t,e)}},e.prototype._doubletap=function(t){this.model.active&&(this._drawing?(this._drawing=!1,this._draw(t,\"edit\",!0)):(this._drawing=!0,this._draw(t,\"new\",!0)))},e.prototype._move=function(t){this._drawing&&this._draw(t,\"edit\")},e.prototype._remove=function(){var t=this.model.renderers[0],e=t.data_source,i=t.glyph,n=[i.xs.field,i.ys.field],r=n[0],o=n[1];if(r){var s=e.data[r].length-1,a=e.get_array(r)[s];a.splice(a.length-1,1)}if(o){var l=e.data[o].length-1,h=e.get_array(o)[l];h.splice(h.length-1,1)}this._emit_cds_changes(e)},e.prototype._keyup=function(t){if(this.model.active&&this._mouse_in_frame)for(var e=0,i=this.model.renderers;e<i.length;e++){var n=i[e];t.keyCode===r.Keys.Backspace?this._delete_selected(n):t.keyCode==r.Keys.Esc&&(this._drawing&&(this._remove(),this._drawing=!1),n.data_source.selection_manager.clear())}},e.prototype._pan_start=function(t){this.model.drag&&(this._select_event(t,!0,this.model.renderers),this._basepoint=[t.sx,t.sy])},e.prototype._pan=function(t){if(null!=this._basepoint&&this.model.drag){for(var e=this._basepoint,i=e[0],n=e[1],r=0,o=this.model.renderers;r<o.length;r++){var s=o[r],a=this._map_drag(i,n,s),l=this._map_drag(t.sx,t.sy,s);if(null!=l&&null!=a){var h=s.data_source,u=s.glyph,c=[u.xs.field,u.ys.field],_=c[0],p=c[1];if(_||p){for(var d=l[0],f=l[1],v=a[0],m=a[1],g=[d-v,f-m],y=g[0],b=g[1],x=0,w=h.selected.indices;x<w.length;x++){var k=w[x],T=void 0,C=void 0,S=void 0;_&&(C=h.data[_][k]),p?(S=h.data[p][k],T=S.length):T=C.length;for(var A=0;A<T;A++)C&&(C[A]+=y),S&&(S[A]+=b)}h.change.emit()}}}this._basepoint=[t.sx,t.sy]}},e.prototype._pan_end=function(t){if(this.model.drag){this._pan(t);for(var e=0,i=this.model.renderers;e<i.length;e++){var n=i[e];this._emit_cds_changes(n.data_source)}this._basepoint=null}},e.prototype.activate=function(){var t=this;if(this.model.vertex_renderer&&this.model.active){if(this._show_vertices(),!this._initialized)for(var e=0,i=this.model.renderers;e<i.length;e++){var n=i[e],r=n.data_source;r.connect(r.properties.data.change,function(){return t._show_vertices()})}this._initialized=!0}},e.prototype.deactivate=function(){this._drawing&&(this._remove(),this._drawing=!1),this.model.vertex_renderer&&this._hide_vertices()},e}(a.PolyToolView);i.PolyDrawToolView=l;var h=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Polygon Draw Tool\",i.icon=\"bk-tool-icon-poly-draw\",i.event_type=[\"pan\",\"tap\",\"move\"],i.default_order=3,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"PolyDrawTool\",this.prototype.default_view=l,this.define({drag:[o.Boolean,!0],num_objects:[o.Int,0]})},e}(a.PolyTool);i.PolyDrawTool=h,h.initClass()},function(t,e,i){var n=t(388),r=t(5),o=t(46),s=t(258),a=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e._drawing=!1,e}return n.__extends(e,t),e.prototype._doubletap=function(t){if(this.model.active){var e=this._map_drag(t.sx,t.sy,this.model.vertex_renderer);if(null!=e){var i=e[0],n=e[1],r=this._select_event(t,!1,[this.model.vertex_renderer]),o=this.model.vertex_renderer.data_source,s=this.model.vertex_renderer.glyph,a=[s.x.field,s.y.field],l=a[0],h=a[1];if(r.length&&null!=this._selected_renderer){var u=o.selected.indices[0];this._drawing?(this._drawing=!1,o.selection_manager.clear()):(o.selected.indices=[u+1],l&&o.get_array(l).splice(u+1,0,i),h&&o.get_array(h).splice(u+1,0,n),this._drawing=!0),o.change.emit(),this._emit_cds_changes(this._selected_renderer.data_source)}else this._show_vertices(t)}}},e.prototype._show_vertices=function(t){if(this.model.active){var e=this._select_event(t,!1,this.model.renderers);if(!e.length)return this._set_vertices([],[]),this._selected_renderer=null,void(this._drawing=!1);var i,n,r=e[0],s=r.glyph,a=r.data_source,l=a.selected.indices[0],h=[s.xs.field,s.ys.field],u=h[0],c=h[1];u?(i=a.data[u][l],o.isArray(i)||(a.data[u][l]=i=Array.from(i))):i=s.xs.value,c?(n=a.data[c][l],o.isArray(n)||(a.data[c][l]=n=Array.from(n))):n=s.ys.value,this._selected_renderer=r,this._set_vertices(i,n)}},e.prototype._move=function(t){var e;if(this._drawing&&null!=this._selected_renderer){var i=this.model.vertex_renderer,n=i.data_source,r=i.glyph,o=this._map_drag(t.sx,t.sy,i);if(null==o)return;var s=o[0],a=o[1],l=n.selected.indices;e=this._snap_to_vertex(t,s,a),s=e[0],a=e[1],n.selected.indices=l;var h=[r.x.field,r.y.field],u=h[0],c=h[1],_=l[0];u&&(n.data[u][_]=s),c&&(n.data[c][_]=a),n.change.emit(),this._selected_renderer.data_source.change.emit()}},e.prototype._tap=function(t){var e,i=this.model.vertex_renderer,n=this._map_drag(t.sx,t.sy,i);if(null!=n){if(this._drawing&&this._selected_renderer){var r=n[0],o=n[1],s=i.data_source,a=i.glyph,l=[a.x.field,a.y.field],h=l[0],u=l[1],c=s.selected.indices;e=this._snap_to_vertex(t,r,o),r=e[0],o=e[1];var _=c[0];if(s.selected.indices=[_+1],h){var p=s.get_array(h),d=p[_];p[_]=r,p.splice(_+1,0,d)}if(u){var f=s.get_array(u),v=f[_];f[_]=o,f.splice(_+1,0,v)}return s.change.emit(),void this._emit_cds_changes(this._selected_renderer.data_source,!0,!1,!0)}var m=t.shiftKey;this._select_event(t,m,[i]),this._select_event(t,m,this.model.renderers)}},e.prototype._remove_vertex=function(){if(this._drawing&&this._selected_renderer){var t=this.model.vertex_renderer,e=t.data_source,i=t.glyph,n=e.selected.indices[0],r=[i.x.field,i.y.field],o=r[0],s=r[1];o&&e.get_array(o).splice(n,1),s&&e.get_array(s).splice(n,1),e.change.emit(),this._emit_cds_changes(this._selected_renderer.data_source)}},e.prototype._pan_start=function(t){this._select_event(t,!0,[this.model.vertex_renderer]),this._basepoint=[t.sx,t.sy]},e.prototype._pan=function(t){null!=this._basepoint&&(this._drag_points(t,[this.model.vertex_renderer]),this._selected_renderer&&this._selected_renderer.data_source.change.emit())},e.prototype._pan_end=function(t){null!=this._basepoint&&(this._drag_points(t,[this.model.vertex_renderer]),this._emit_cds_changes(this.model.vertex_renderer.data_source,!1,!0,!0),this._selected_renderer&&this._emit_cds_changes(this._selected_renderer.data_source),this._basepoint=null)},e.prototype._keyup=function(t){if(this.model.active&&this._mouse_in_frame){var e;e=this._selected_renderer?[this.model.vertex_renderer]:this.model.renderers;for(var i=0,n=e;i<n.length;i++){var o=n[i];t.keyCode===r.Keys.Backspace?(this._delete_selected(o),this._selected_renderer&&this._emit_cds_changes(this._selected_renderer.data_source)):t.keyCode==r.Keys.Esc&&(this._drawing?(this._remove_vertex(),this._drawing=!1):this._selected_renderer&&this._hide_vertices(),o.data_source.selection_manager.clear())}}},e.prototype.deactivate=function(){this._selected_renderer&&(this._drawing&&(this._remove_vertex(),this._drawing=!1),this._hide_vertices())},e}(s.PolyToolView);i.PolyEditToolView=a;var l=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Poly Edit Tool\",i.icon=\"bk-tool-icon-poly-edit\",i.event_type=[\"tap\",\"pan\",\"move\"],i.default_order=4,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"PolyEditTool\",this.prototype.default_view=a},e}(s.PolyTool);i.PolyEditTool=l,l.initClass()},function(t,e,i){var n=t(388),r=t(18),o=t(46),s=t(253),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._set_vertices=function(t,e){var i=this.model.vertex_renderer.glyph,n=this.model.vertex_renderer.data_source,r=[i.x.field,i.y.field],s=r[0],a=r[1];s&&(o.isArray(t)?n.data[s]=t:i.x={value:t}),a&&(o.isArray(e)?n.data[a]=e:i.y={value:e}),this._emit_cds_changes(n,!0,!0,!1)},e.prototype._hide_vertices=function(){this._set_vertices([],[])},e.prototype._snap_to_vertex=function(t,e,i){if(this.model.vertex_renderer){var n=this._select_event(t,!1,[this.model.vertex_renderer]),r=this.model.vertex_renderer.data_source,o=this.model.vertex_renderer.glyph,s=[o.x.field,o.y.field],a=s[0],l=s[1];if(n.length){var h=r.selected.indices[0];a&&(e=r.data[a][h]),l&&(i=r.data[l][h]),r.selection_manager.clear()}}return[e,i]},e}(s.EditToolView);i.PolyToolView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"PolyTool\",this.prototype.default_view=a,this.define({vertex_renderer:[r.Instance]})},e}(s.EditTool);i.PolyTool=l,l.initClass()},function(t,e,i){var n=t(388),r=t(266),o=t(67),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._compute_limits=function(t){var e=this.plot_view.frame,i=this.model.dimensions,n=this._base_point;if(\"center\"==this.model.origin){var r=n[0],o=n[1],s=t[0],a=t[1];n=[r-(s-r),o-(a-o)]}return this.model._get_dim_limits(n,t,e,i)},e.prototype._pan_start=function(t){var e=t.sx,i=t.sy;this._base_point=[e,i]},e.prototype._pan=function(t){var e=t.sx,i=t.sy,n=[e,i],r=this._compute_limits(n),o=r[0],s=r[1];if(this.model.overlay.update({left:o[0],right:o[1],top:s[0],bottom:s[1]}),this.model.select_every_mousemove){var a=t.shiftKey;this._do_select(o,s,!1,a)}},e.prototype._pan_end=function(t){var e=t.sx,i=t.sy,n=[e,i],r=this._compute_limits(n),o=r[0],s=r[1],a=t.shiftKey;this._do_select(o,s,!0,a),this.model.overlay.update({left:null,right:null,top:null,bottom:null}),this._base_point=null,this.plot_view.push_state(\"box_select\",{selection:this.plot_view.get_selection()})},e.prototype._do_select=function(t,e,i,n){var r=t[0],o=t[1],s=e[0],a=e[1];void 0===n&&(n=!1);var l={type:\"rect\",sx0:r,sx1:o,sy0:s,sy1:a};this._select(l,i,n)},e.prototype._emit_callback=function(t){var e=this.computed_renderers[0],i=this.plot_view.frame,r=i.xscales[e.x_range_name],o=i.yscales[e.y_range_name],s=t.sx0,a=t.sx1,l=t.sy0,h=t.sy1,u=r.r_invert(s,a),c=u[0],_=u[1],p=o.r_invert(l,h),d=p[0],f=p[1],v=n.__assign({x0:c,y0:d,x1:_,y1:f},t);null!=this.model.callback&&this.model.callback.execute(this.model,{geometry:v})},e}(r.SelectToolView);i.BoxSelectToolView=a;var l=function(){return new o.BoxAnnotation({level:\"overlay\",render_mode:\"css\",top_units:\"screen\",left_units:\"screen\",bottom_units:\"screen\",right_units:\"screen\",fill_color:{value:\"lightgrey\"},fill_alpha:{value:.5},line_color:{value:\"black\"},line_alpha:{value:1},line_width:{value:2},line_dash:{value:[4,4]}})},h=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Box Select\",i.icon=\"bk-tool-icon-box-select\",i.event_type=\"pan\",i.default_order=30,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"BoxSelectTool\",this.prototype.default_view=a,this.define({dimensions:[s.Dimensions,\"both\"],select_every_mousemove:[s.Boolean,!1],callback:[s.Any],overlay:[s.Instance,l],origin:[s.BoxOrigin,\"corner\"]})},Object.defineProperty(e.prototype,\"tooltip\",{get:function(){return this._get_dim_tooltip(this.tool_name,this.dimensions)},enumerable:!0,configurable:!0}),e}(r.SelectTool);i.BoxSelectTool=h,h.initClass()},function(t,e,i){var n=t(388),r=t(261),o=t(67),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._match_aspect=function(t,e,i){var n,r,o,s,a=i.bbox.aspect,l=i.bbox.h_range.end,h=i.bbox.h_range.start,u=i.bbox.v_range.end,c=i.bbox.v_range.start,_=Math.abs(t[0]-e[0]),p=Math.abs(t[1]-e[1]),d=0==p?0:_/p,f=(d>=a?[1,d/a]:[a/d,1])[0];return t[0]<=e[0]?(n=t[0],(r=t[0]+_*f)>l&&(r=l)):(r=t[0],(n=t[0]-_*f)<h&&(n=h)),_=Math.abs(r-n),t[1]<=e[1]?(s=t[1],(o=t[1]+_/a)>u&&(o=u)):(o=t[1],(s=t[1]-_/a)<c&&(s=c)),p=Math.abs(o-s),t[0]<=e[0]?r=t[0]+a*p:n=t[0]-a*p,[[n,r],[s,o]]},e.prototype._compute_limits=function(t){var e,i,n,r,o=this.plot_view.frame,s=this.model.dimensions,a=this._base_point;if(\"center\"==this.model.origin){var l=a[0],h=a[1],u=t[0],c=t[1];a=[l-(u-l),h-(c-h)]}return this.model.match_aspect&&\"both\"==s?(e=this._match_aspect(a,t,o),n=e[0],r=e[1]):(i=this.model._get_dim_limits(a,t,o,s),n=i[0],r=i[1]),[n,r]},e.prototype._pan_start=function(t){this._base_point=[t.sx,t.sy]},e.prototype._pan=function(t){var e=[t.sx,t.sy],i=this._compute_limits(e),n=i[0],r=i[1];this.model.overlay.update({left:n[0],right:n[1],top:r[0],bottom:r[1]})},e.prototype._pan_end=function(t){var e=[t.sx,t.sy],i=this._compute_limits(e),n=i[0],r=i[1];this._update(n,r),this.model.overlay.update({left:null,right:null,top:null,bottom:null}),this._base_point=null},e.prototype._update=function(t,e){var i=t[0],n=t[1],r=e[0],o=e[1];if(!(Math.abs(n-i)<=5||Math.abs(o-r)<=5)){var s=this.plot_view.frame,a=s.xscales,l=s.yscales,h={};for(var u in a){var c=a[u],_=c.r_invert(i,n),p=_[0],d=_[1];h[u]={start:p,end:d}}var f={};for(var v in l){var c=l[v],m=c.r_invert(r,o),p=m[0],d=m[1];f[v]={start:p,end:d}}var g={xrs:h,yrs:f};this.plot_view.push_state(\"box_zoom\",{range:g}),this.plot_view.update_range(g)}},e}(r.GestureToolView);i.BoxZoomToolView=a;var l=function(){return new o.BoxAnnotation({level:\"overlay\",render_mode:\"css\",top_units:\"screen\",left_units:\"screen\",bottom_units:\"screen\",right_units:\"screen\",fill_color:{value:\"lightgrey\"},fill_alpha:{value:.5},line_color:{value:\"black\"},line_alpha:{value:1},line_width:{value:2},line_dash:{value:[4,4]}})},h=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Box Zoom\",i.icon=\"bk-tool-icon-box-zoom\",i.event_type=\"pan\",i.default_order=20,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"BoxZoomTool\",this.prototype.default_view=a,this.define({dimensions:[s.Dimensions,\"both\"],overlay:[s.Instance,l],match_aspect:[s.Boolean,!1],origin:[s.BoxOrigin,\"corner\"]})},Object.defineProperty(e.prototype,\"tooltip\",{get:function(){return this._get_dim_tooltip(this.tool_name,this.dimensions)},enumerable:!0,configurable:!0}),e}(r.GestureTool);i.BoxZoomTool=h,h.initClass()},function(t,e,i){var n=t(388),r=t(251),o=t(275),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e}(r.ButtonToolView);i.GestureToolView=s;var a=function(t){function e(e){var i=t.call(this,e)||this;return i.button_view=o.OnOffButtonView,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"GestureTool\"},e}(r.ButtonTool);i.GestureTool=a,a.initClass()},function(t,e,i){var n=t(388),r=t(266),o=t(74),s=t(5),a=t(18),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.data=null},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.properties.active.change,function(){return e._active_change()})},e.prototype._active_change=function(){this.model.active||this._clear_overlay()},e.prototype._keyup=function(t){t.keyCode==s.Keys.Enter&&this._clear_overlay()},e.prototype._pan_start=function(t){var e=t.sx,i=t.sy;this.data={sx:[e],sy:[i]}},e.prototype._pan=function(t){var e=t.sx,i=t.sy,n=this.plot_view.frame.bbox.clip(e,i),r=n[0],o=n[1];this.data.sx.push(r),this.data.sy.push(o);var s=this.model.overlay;if(s.update({xs:this.data.sx,ys:this.data.sy}),this.model.select_every_mousemove){var a=t.shiftKey;this._do_select(this.data.sx,this.data.sy,!1,a)}},e.prototype._pan_end=function(t){this._clear_overlay();var e=t.shiftKey;this._do_select(this.data.sx,this.data.sy,!0,e),this.plot_view.push_state(\"lasso_select\",{selection:this.plot_view.get_selection()})},e.prototype._clear_overlay=function(){this.model.overlay.update({xs:[],ys:[]})},e.prototype._do_select=function(t,e,i,n){var r={type:\"poly\",sx:t,sy:e};this._select(r,i,n)},e.prototype._emit_callback=function(t){var e=this.computed_renderers[0],i=this.plot_view.frame,r=i.xscales[e.x_range_name],o=i.yscales[e.y_range_name],s=r.v_invert(t.sx),a=o.v_invert(t.sy),l=n.__assign({x:s,y:a},t);null!=this.model.callback&&this.model.callback.execute(this.model,{geometry:l})},e}(r.SelectToolView);i.LassoSelectToolView=l;var h=function(){return new o.PolyAnnotation({level:\"overlay\",xs_units:\"screen\",ys_units:\"screen\",fill_color:{value:\"lightgrey\"},fill_alpha:{value:.5},line_color:{value:\"black\"},line_alpha:{value:1},line_width:{value:2},line_dash:{value:[4,4]}})},u=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Lasso Select\",i.icon=\"bk-tool-icon-lasso-select\",i.event_type=\"pan\",i.default_order=12,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"LassoSelectTool\",this.prototype.default_view=l,this.define({select_every_mousemove:[a.Boolean,!0],callback:[a.Any],overlay:[a.Instance,h]})},e}(r.SelectTool);i.LassoSelectTool=u,u.initClass()},function(t,e,i){var n=t(388),r=t(261),o=t(18),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._pan_start=function(t){this.last_dx=0,this.last_dy=0;var e=t.sx,i=t.sy,n=this.plot_view.frame.bbox;if(!n.contains(e,i)){var r=n.h_range,o=n.v_range;(e<r.start||e>r.end)&&(this.v_axis_only=!0),(i<o.start||i>o.end)&&(this.h_axis_only=!0)}null!=this.model.document&&this.model.document.interactive_start(this.plot_model)},e.prototype._pan=function(t){this._update(t.deltaX,t.deltaY),null!=this.model.document&&this.model.document.interactive_start(this.plot_model)},e.prototype._pan_end=function(t){this.h_axis_only=!1,this.v_axis_only=!1,null!=this.pan_info&&this.plot_view.push_state(\"pan\",{range:this.pan_info})},e.prototype._update=function(t,e){var i,n,r,o,s,a,l=this.plot_view.frame,h=t-this.last_dx,u=e-this.last_dy,c=l.bbox.h_range,_=c.start-h,p=c.end-h,d=l.bbox.v_range,f=d.start-u,v=d.end-u,m=this.model.dimensions;\"width\"!=m&&\"both\"!=m||this.v_axis_only?(i=c.start,n=c.end,r=0):(i=_,n=p,r=-h),\"height\"!=m&&\"both\"!=m||this.h_axis_only?(o=d.start,s=d.end,a=0):(o=f,s=v,a=-u),this.last_dx=t,this.last_dy=e;var g=l.xscales,y=l.yscales,b={};for(var x in g){var w=g[x],k=w.r_invert(i,n),T=k[0],C=k[1];b[x]={start:T,end:C}}var S={};for(var A in y){var w=y[A],M=w.r_invert(o,s),T=M[0],C=M[1];S[A]={start:T,end:C}}this.pan_info={xrs:b,yrs:S,sdx:r,sdy:a},this.plot_view.update_range(this.pan_info,!0)},e}(r.GestureToolView);i.PanToolView=s;var a=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Pan\",i.event_type=\"pan\",i.default_order=10,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"PanTool\",this.prototype.default_view=s,this.define({dimensions:[o.Dimensions,\"both\"]})},Object.defineProperty(e.prototype,\"tooltip\",{get:function(){return this._get_dim_tooltip(\"Pan\",this.dimensions)},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"icon\",{get:function(){switch(this.dimensions){case\"both\":return\"bk-tool-icon-pan\";case\"width\":return\"bk-tool-icon-xpan\";case\"height\":return\"bk-tool-icon-ypan\"}},enumerable:!0,configurable:!0}),e}(r.GestureTool);i.PanTool=a,a.initClass()},function(t,e,i){var n=t(388),r=t(266),o=t(74),s=t(5),a=t(18),l=t(24),h=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.data={sx:[],sy:[]}},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.properties.active.change,function(){return e._active_change()})},e.prototype._active_change=function(){this.model.active||this._clear_data()},e.prototype._keyup=function(t){t.keyCode==s.Keys.Enter&&this._clear_data()},e.prototype._doubletap=function(t){var e=t.shiftKey;this._do_select(this.data.sx,this.data.sy,!0,e),this.plot_view.push_state(\"poly_select\",{selection:this.plot_view.get_selection()}),this._clear_data()},e.prototype._clear_data=function(){this.data={sx:[],sy:[]},this.model.overlay.update({xs:[],ys:[]})},e.prototype._tap=function(t){var e=t.sx,i=t.sy,n=this.plot_view.frame;n.bbox.contains(e,i)&&(this.data.sx.push(e),this.data.sy.push(i),this.model.overlay.update({xs:l.copy(this.data.sx),ys:l.copy(this.data.sy)}))},e.prototype._do_select=function(t,e,i,n){var r={type:\"poly\",sx:t,sy:e};this._select(r,i,n)},e.prototype._emit_callback=function(t){var e=this.computed_renderers[0],i=this.plot_view.frame,r=i.xscales[e.x_range_name],o=i.yscales[e.y_range_name],s=r.v_invert(t.sx),a=o.v_invert(t.sy),l=n.__assign({x:s,y:a},t);null!=this.model.callback&&this.model.callback.execute(this.model,{geometry:l})},e}(r.SelectToolView);i.PolySelectToolView=h;var u=function(){return new o.PolyAnnotation({level:\"overlay\",xs_units:\"screen\",ys_units:\"screen\",fill_color:{value:\"lightgrey\"},fill_alpha:{value:.5},line_color:{value:\"black\"},line_alpha:{value:1},line_width:{value:2},line_dash:{value:[4,4]}})},c=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Poly Select\",i.icon=\"bk-tool-icon-polygon-select\",i.event_type=\"tap\",i.default_order=11,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"PolySelectTool\",this.prototype.default_view=h,this.define({callback:[a.Any],overlay:[a.Instance,u]})},e}(r.SelectTool);i.PolySelectTool=c,c.initClass()},function(t,e,i){var n=t(388),r=t(67),o=t(17),s=t(18),a=t(261);function l(t,e,i,n){if(null==e)return!1;var r=i.compute(e);return Math.abs(t-r)<n}function h(t,e,i,n,r){var o=!0;if(null!=r.left&&null!=r.right){var s=i.invert(t);(s<r.left||s>r.right)&&(o=!1)}if(null!=r.bottom&&null!=r.top){var a=n.invert(e);(a<r.bottom||a>r.top)&&(o=!1)}return o}function u(t,e,i,n){var r=e.compute(t),o=e.invert(r+i);return o>=n.start&&o<=n.end?o:t}function c(t,e,i,n){var r=e.r_compute(t.start,t.end),o=r[0],s=r[1],a=e.r_invert(o+i,s+i),l=a[0],h=a[1];l>=n.start&&l<=n.end&&h>=n.start&&h<=n.end&&(t.start=l,t.end=h)}i.is_near=l,i.is_inside=h,i.compute_value=u,i.update_range=c;var _=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.side=0,this.model.update_overlay_from_ranges()},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),null!=this.model.x_range&&this.connect(this.model.x_range.change,function(){return e.model.update_overlay_from_ranges()}),null!=this.model.y_range&&this.connect(this.model.y_range.change,function(){return e.model.update_overlay_from_ranges()})},e.prototype._pan_start=function(t){this.last_dx=0,this.last_dy=0;var e=this.model.x_range,i=this.model.y_range,n=this.plot_view.frame,o=n.xscales.default,s=n.yscales.default,a=this.model.overlay,u=a.left,c=a.right,_=a.top,p=a.bottom,d=this.model.overlay.properties.line_width.value()+r.EDGE_TOLERANCE;null!=e&&this.model.x_interaction&&(l(t.sx,u,o,d)?this.side=1:l(t.sx,c,o,d)?this.side=2:h(t.sx,t.sy,o,s,a)&&(this.side=3)),null!=i&&this.model.y_interaction&&(0==this.side&&l(t.sy,p,s,d)&&(this.side=4),0==this.side&&l(t.sy,_,s,d)?this.side=5:h(t.sx,t.sy,o,s,this.model.overlay)&&(3==this.side?this.side=7:this.side=6))},e.prototype._pan=function(t){var e=this.plot_view.frame,i=t.deltaX-this.last_dx,n=t.deltaY-this.last_dy,r=this.model.x_range,o=this.model.y_range,s=e.xscales.default,a=e.yscales.default;null!=r&&(3==this.side||7==this.side?c(r,s,i,e.x_range):1==this.side?r.start=u(r.start,s,i,e.x_range):2==this.side&&(r.end=u(r.end,s,i,e.x_range))),null!=o&&(6==this.side||7==this.side?c(o,a,n,e.y_range):4==this.side?o.start=u(o.start,a,n,e.y_range):5==this.side&&(o.end=u(o.end,a,n,e.y_range))),this.last_dx=t.deltaX,this.last_dy=t.deltaY},e.prototype._pan_end=function(t){this.side=0},e}(a.GestureToolView);i.RangeToolView=_;var p=function(){return new r.BoxAnnotation({level:\"overlay\",render_mode:\"css\",fill_color:\"lightgrey\",fill_alpha:{value:.5},line_color:{value:\"black\"},line_alpha:{value:1},line_width:{value:.5},line_dash:[2,2]})},d=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Range Tool\",i.icon=\"bk-tool-icon-range\",i.event_type=\"pan\",i.default_order=1,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"RangeTool\",this.prototype.default_view=_,this.define({x_range:[s.Instance,null],x_interaction:[s.Boolean,!0],y_range:[s.Instance,null],y_interaction:[s.Boolean,!0],overlay:[s.Instance,p]})},e.prototype.initialize=function(){t.prototype.initialize.call(this),this.overlay.in_cursor=\"grab\",this.overlay.ew_cursor=null!=this.x_range&&this.x_interaction?\"ew-resize\":null,this.overlay.ns_cursor=null!=this.y_range&&this.y_interaction?\"ns-resize\":null},e.prototype.update_overlay_from_ranges=function(){null==this.x_range&&null==this.y_range&&(this.overlay.left=null,this.overlay.right=null,this.overlay.bottom=null,this.overlay.top=null,o.logger.warn(\"RangeTool not configured with any Ranges.\")),null==this.x_range?(this.overlay.left=null,this.overlay.right=null):(this.overlay.left=this.x_range.start,this.overlay.right=this.x_range.end),null==this.y_range?(this.overlay.bottom=null,this.overlay.top=null):(this.overlay.bottom=this.y_range.start,this.overlay.top=this.y_range.end)},e}(a.GestureTool);i.RangeTool=d,d.initClass()},function(t,e,i){var n=t(388),r=t(261),o=t(193),s=t(194),a=t(281),l=t(18),h=t(5),u=t(3),c=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),Object.defineProperty(e.prototype,\"computed_renderers\",{get:function(){var t=this.model.renderers,e=this.plot_model.renderers,i=this.model.names;return a.compute_renderers(t,e,i)},enumerable:!0,configurable:!0}),e.prototype._computed_renderers_by_data_source=function(){for(var t={},e=0,i=this.computed_renderers;e<i.length;e++){var n=i[e],r=void 0;if(n instanceof o.GlyphRenderer)r=n.data_source.id;else{if(!(n instanceof s.GraphRenderer))continue;r=n.node_renderer.data_source.id}r in t||(t[r]=[]),t[r].push(n)}return t},e.prototype._keyup=function(t){if(t.keyCode==h.Keys.Esc){for(var e=0,i=this.computed_renderers;e<i.length;e++){var n=i[e];n.get_selection_manager().clear()}this.plot_view.request_render()}},e.prototype._select=function(t,e,i){var n=this._computed_renderers_by_data_source();for(var r in n){for(var o=n[r],s=o[0].get_selection_manager(),a=[],l=0,h=o;l<h.length;l++){var u=h[l];u.id in this.plot_view.renderer_views&&a.push(this.plot_view.renderer_views[u.id])}s.select(a,t,e,i)}null!=this.model.callback&&this._emit_callback(t),this._emit_selection_event(t,e)},e.prototype._emit_selection_event=function(t,e){void 0===e&&(e=!0);var i,r=this.plot_view.frame,o=r.xscales.default,s=r.yscales.default;switch(t.type){case\"point\":var a=t.sx,l=t.sy,h=o.invert(a),c=s.invert(l);i=n.__assign({},t,{x:h,y:c});break;case\"rect\":var _=t.sx0,p=t.sx1,d=t.sy0,f=t.sy1,v=o.r_invert(_,p),m=v[0],g=v[1],y=s.r_invert(d,f),b=y[0],x=y[1];i=n.__assign({},t,{x0:m,y0:b,x1:g,y1:x});break;case\"poly\":var a=t.sx,l=t.sy,h=o.v_invert(a),c=s.v_invert(l);i=n.__assign({},t,{x:h,y:c});break;default:throw new Error(\"Unrecognized selection geometry type: '\"+t.type+\"'\")}this.plot_model.trigger_event(new u.SelectionGeometry(i,e))},e}(r.GestureToolView);i.SelectToolView=c;var _=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"SelectTool\",this.define({renderers:[l.Any,\"auto\"],names:[l.Array,[]]})},e}(r.GestureTool);i.SelectTool=_,_.initClass()},function(t,e,i){var n=t(388),r=t(266),o=t(18),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._tap=function(t){var e=t.sx,i=t.sy,n={type:\"point\",sx:e,sy:i},r=t.shiftKey;this._select(n,!0,r)},e.prototype._select=function(t,e,i){var r=this,o=this.model.callback;if(\"select\"==this.model.behavior){var s=this._computed_renderers_by_data_source();for(var a in s){var l=s[a],h=l[0].get_selection_manager(),u=l.map(function(t){return r.plot_view.renderer_views[t.id]}),c=h.select(u,t,e,i);if(c&&null!=o){var _=this.plot_view.frame,p=_.xscales[l[0].x_range_name],d=_.yscales[l[0].y_range_name],f=p.invert(t.sx),v=d.invert(t.sy),m={geometries:n.__assign({},t,{x:f,y:v}),source:h.source};o.execute(this.model,m)}}this._emit_selection_event(t),this.plot_view.push_state(\"tap\",{selection:this.plot_view.get_selection()})}else for(var g=0,y=this.computed_renderers;g<y.length;g++){var b=y[g],h=b.get_selection_manager(),c=h.inspect(this.plot_view.renderer_views[b.id],t);if(c&&null!=o){var _=this.plot_view.frame,p=_.xscales[b.x_range_name],d=_.yscales[b.y_range_name],f=p.invert(t.sx),v=d.invert(t.sy),m={geometries:n.__assign({},t,{x:f,y:v}),source:h.source};o.execute(this.model,m)}}},e}(r.SelectToolView);i.TapToolView=s;var a=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Tap\",i.icon=\"bk-tool-icon-tap-select\",i.event_type=\"tap\",i.default_order=10,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"TapTool\",this.prototype.default_view=s,this.define({behavior:[o.TapBehavior,\"select\"],callback:[o.Any]})},e}(r.SelectTool);i.TapTool=a,a.initClass()},function(t,e,i){var n=t(388),r=t(261),o=t(18),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._scroll=function(t){var e=this.model.speed*t.delta;e>.9?e=.9:e<-.9&&(e=-.9),this._update_ranges(e)},e.prototype._update_ranges=function(t){var e,i,n,r,o=this.plot_view.frame,s=o.bbox.h_range,a=o.bbox.v_range,l=[s.start,s.end],h=l[0],u=l[1],c=[a.start,a.end],_=c[0],p=c[1];switch(this.model.dimension){case\"height\":var d=Math.abs(p-_);e=h,i=u,n=_-d*t,r=p-d*t;break;case\"width\":var f=Math.abs(u-h);e=h-f*t,i=u-f*t,n=_,r=p;break;default:throw new Error(\"this shouldn't have happened\")}var v=o.xscales,m=o.yscales,g={};for(var y in v){var b=v[y],x=b.r_invert(e,i),w=x[0],k=x[1];g[y]={start:w,end:k}}var T={};for(var C in m){var b=m[C],S=b.r_invert(n,r),w=S[0],k=S[1];T[C]={start:w,end:k}}var A={xrs:g,yrs:T,factor:t};this.plot_view.push_state(\"wheel_pan\",{range:A}),this.plot_view.update_range(A,!1,!0),null!=this.model.document&&this.model.document.interactive_start(this.plot_model)},e}(r.GestureToolView);i.WheelPanToolView=s;var a=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Wheel Pan\",i.icon=\"bk-tool-icon-wheel-pan\",i.event_type=\"scroll\",i.default_order=12,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"WheelPanTool\",this.prototype.default_view=s,this.define({dimension:[o.Dimension,\"width\"]}),this.internal({speed:[o.Number,.001]})},Object.defineProperty(e.prototype,\"tooltip\",{get:function(){return this._get_dim_tooltip(this.tool_name,this.dimension)},enumerable:!0,configurable:!0}),e}(r.GestureTool);i.WheelPanTool=a,a.initClass()},function(t,e,i){var n=t(388),r=t(261),o=t(48),s=t(18),a=t(31),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._pinch=function(t){var e,i=t.sx,n=t.sy,r=t.scale;e=r>=1?20*(r-1):-20/r,this._scroll({type:\"wheel\",sx:i,sy:n,delta:e})},e.prototype._scroll=function(t){var e=this.plot_view.frame,i=e.bbox.h_range,n=e.bbox.v_range,r=t.sx,s=t.sy,a=this.model.dimensions,l=(\"width\"==a||\"both\"==a)&&i.start<r&&r<i.end,h=(\"height\"==a||\"both\"==a)&&n.start<s&&s<n.end;if(l&&h||this.model.zoom_on_axis){var u=this.model.speed*t.delta,c=o.scale_range(e,u,l,h,{x:r,y:s});this.plot_view.push_state(\"wheel_zoom\",{range:c}),this.plot_view.update_range(c,!1,!0,this.model.maintain_focus),null!=this.model.document&&this.model.document.interactive_start(this.plot_model)}},e}(r.GestureToolView);i.WheelZoomToolView=l;var h=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Wheel Zoom\",i.icon=\"bk-tool-icon-wheel-zoom\",i.event_type=a.is_mobile?\"pinch\":\"scroll\",i.default_order=10,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"WheelZoomTool\",this.prototype.default_view=l,this.define({dimensions:[s.Dimensions,\"both\"],maintain_focus:[s.Boolean,!0],zoom_on_axis:[s.Boolean,!0],speed:[s.Number,1/600]})},Object.defineProperty(e.prototype,\"tooltip\",{get:function(){return this._get_dim_tooltip(this.tool_name,this.dimensions)},enumerable:!0,configurable:!0}),e}(r.GestureTool);i.WheelZoomTool=h,h.initClass()},function(t,e,i){var n=t(242);i.ActionTool=n.ActionTool;var r=t(243);i.CustomAction=r.CustomAction;var o=t(244);i.HelpTool=o.HelpTool;var s=t(245);i.RedoTool=s.RedoTool;var a=t(246);i.ResetTool=a.ResetTool;var l=t(247);i.SaveTool=l.SaveTool;var h=t(248);i.UndoTool=h.UndoTool;var u=t(249);i.ZoomInTool=u.ZoomInTool;var c=t(250);i.ZoomOutTool=c.ZoomOutTool;var _=t(251);i.ButtonTool=_.ButtonTool;var p=t(253);i.EditTool=p.EditTool;var d=t(252);i.BoxEditTool=d.BoxEditTool;var f=t(254);i.FreehandDrawTool=f.FreehandDrawTool;var v=t(255);i.PointDrawTool=v.PointDrawTool;var m=t(256);i.PolyDrawTool=m.PolyDrawTool;var g=t(258);i.PolyTool=g.PolyTool;var y=t(257);i.PolyEditTool=y.PolyEditTool;var b=t(259);i.BoxSelectTool=b.BoxSelectTool;var x=t(260);i.BoxZoomTool=x.BoxZoomTool;var w=t(261);i.GestureTool=w.GestureTool;var k=t(262);i.LassoSelectTool=k.LassoSelectTool;var T=t(263);i.PanTool=T.PanTool;var C=t(264);i.PolySelectTool=C.PolySelectTool;var S=t(265);i.RangeTool=S.RangeTool;var A=t(266);i.SelectTool=A.SelectTool;var M=t(267);i.TapTool=M.TapTool;var E=t(268);i.WheelPanTool=E.WheelPanTool;var z=t(269);i.WheelZoomTool=z.WheelZoomTool;var O=t(271);i.CrosshairTool=O.CrosshairTool;var P=t(272);i.CustomJSHover=P.CustomJSHover;var j=t(273);i.HoverTool=j.HoverTool;var N=t(274);i.InspectTool=N.InspectTool;var D=t(276);i.Tool=D.Tool;var F=t(277);i.ToolProxy=F.ToolProxy;var B=t(278);i.Toolbar=B.Toolbar;var R=t(279);i.ToolbarBase=R.ToolbarBase;var I=t(280);i.ProxyToolbar=I.ProxyToolbar;var L=t(280);i.ToolbarBox=L.ToolbarBox},function(t,e,i){var n=t(388),r=t(274),o=t(76),s=t(18),a=t(35),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._move=function(t){if(this.model.active){var e=t.sx,i=t.sy;this.plot_view.frame.bbox.contains(e,i)?this._update_spans(e,i):this._update_spans(null,null)}},e.prototype._move_exit=function(t){this._update_spans(null,null)},e.prototype._update_spans=function(t,e){var i=this.model.dimensions;\"width\"!=i&&\"both\"!=i||(this.model.spans.width.computed_location=e),\"height\"!=i&&\"both\"!=i||(this.model.spans.height.computed_location=t)},e}(r.InspectToolView);i.CrosshairToolView=l;var h=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Crosshair\",i.icon=\"bk-tool-icon-crosshair\",i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"CrosshairTool\",this.prototype.default_view=l,this.define({dimensions:[s.Dimensions,\"both\"],line_color:[s.Color,\"black\"],line_width:[s.Number,1],line_alpha:[s.Number,1]}),this.internal({location_units:[s.SpatialUnits,\"screen\"],render_mode:[s.RenderMode,\"css\"],spans:[s.Any]})},Object.defineProperty(e.prototype,\"tooltip\",{get:function(){return this._get_dim_tooltip(\"Crosshair\",this.dimensions)},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"synthetic_renderers\",{get:function(){return a.values(this.spans)},enumerable:!0,configurable:!0}),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.spans={width:new o.Span({for_hover:!0,dimension:\"width\",render_mode:this.render_mode,location_units:this.location_units,line_color:this.line_color,line_width:this.line_width,line_alpha:this.line_alpha}),height:new o.Span({for_hover:!0,dimension:\"height\",render_mode:this.render_mode,location_units:this.location_units,line_color:this.line_color,line_width:this.line_width,line_alpha:this.line_alpha})}},e}(r.InspectTool);i.CrosshairTool=h,h.initClass()},function(t,e,i){var n=t(388),r=t(62),o=t(18),s=t(35),a=t(40),l=function(e){function r(t){return e.call(this,t)||this}return n.__extends(r,e),r.initClass=function(){this.prototype.type=\"CustomJSHover\",this.define({args:[o.Any,{}],code:[o.String,\"\"]})},Object.defineProperty(r.prototype,\"values\",{get:function(){return s.values(this.args)},enumerable:!0,configurable:!0}),r.prototype._make_code=function(t,e,i,n){return new(Function.bind.apply(Function,[void 0].concat(s.keys(this.args),[t,e,i,\"require\",\"exports\",a.use_strict(n)])))},r.prototype.format=function(e,n,r){var o=this._make_code(\"value\",\"format\",\"special_vars\",this.code);return o.apply(void 0,this.values.concat([e,n,r,t,i]))},r}(r.Model);i.CustomJSHover=l,l.initClass()},function(t,e,i){var n=t(388),r=t(274),o=t(80),s=t(193),a=t(194),l=t(281),h=t(9),u=t(42),c=t(5),_=t(18),p=t(30),d=t(35),f=t(46),v=t(4);function m(t,e,i,n,r,o){var s,a,l={x:r[t],y:o[t]},u={x:r[t+1],y:o[t+1]};if(\"span\"==e.type)\"h\"==e.direction?(s=Math.abs(l.x-i),a=Math.abs(u.x-i)):(s=Math.abs(l.y-n),a=Math.abs(u.y-n));else{var c={x:i,y:n};s=h.dist_2_pts(l,c),a=h.dist_2_pts(u,c)}return s<a?[[l.x,l.y],t]:[[u.x,u.y],t+1]}function g(t,e,i){return[[t[i],e[i]],i]}i._nearest_line_hit=m,i._line_hit=g;var y=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.ttviews={}},e.prototype.remove=function(){v.remove_views(this.ttviews),t.prototype.remove.call(this)},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this);for(var i=0,n=this.computed_renderers;i<n.length;i++){var r=n[i];r instanceof s.GlyphRenderer?this.connect(r.data_source.inspect,this._update):r instanceof a.GraphRenderer&&(this.connect(r.node_renderer.data_source.inspect,this._update),this.connect(r.edge_renderer.data_source.inspect,this._update))}this.connect(this.model.properties.renderers.change,function(){return e._computed_renderers=e._ttmodels=null}),this.connect(this.model.properties.names.change,function(){return e._computed_renderers=e._ttmodels=null}),this.connect(this.model.properties.tooltips.change,function(){return e._ttmodels=null})},e.prototype._compute_ttmodels=function(){var t={},e=this.model.tooltips;if(null!=e)for(var i=0,n=this.computed_renderers;i<n.length;i++){var r=n[i];if(r instanceof s.GlyphRenderer){var l=new o.Tooltip({custom:f.isString(e)||f.isFunction(e),attachment:this.model.attachment,show_arrow:this.model.show_arrow});t[r.id]=l}else if(r instanceof a.GraphRenderer){var l=new o.Tooltip({custom:f.isString(e)||f.isFunction(e),attachment:this.model.attachment,show_arrow:this.model.show_arrow});t[r.node_renderer.id]=l,t[r.edge_renderer.id]=l}}return v.build_views(this.ttviews,d.values(t),{parent:this.plot_view}),t},Object.defineProperty(e.prototype,\"computed_renderers\",{get:function(){if(null==this._computed_renderers){var t=this.model.renderers,e=this.plot_model.renderers,i=this.model.names;this._computed_renderers=l.compute_renderers(t,e,i)}return this._computed_renderers},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"ttmodels\",{get:function(){return null==this._ttmodels&&(this._ttmodels=this._compute_ttmodels()),this._ttmodels},enumerable:!0,configurable:!0}),e.prototype._clear=function(){for(var t in this._inspect(1/0,1/0),this.ttmodels){var e=this.ttmodels[t];e.clear()}},e.prototype._move=function(t){if(this.model.active){var e=t.sx,i=t.sy;this.plot_view.frame.bbox.contains(e,i)?this._inspect(e,i):this._clear()}},e.prototype._move_exit=function(){this._clear()},e.prototype._inspect=function(t,e){var i;if(\"mouse\"==this.model.mode)i={type:\"point\",sx:t,sy:e};else{var n=\"vline\"==this.model.mode?\"h\":\"v\";i={type:\"span\",direction:n,sx:t,sy:e}}for(var r=0,o=this.computed_renderers;r<o.length;r++){var s=o[r],a=s.get_selection_manager();a.inspect(this.plot_view.renderer_views[s.id],i)}null!=this.model.callback&&this._emit_callback(i)},e.prototype._update=function(t){var e,i,n,r,o,l,h,u,c,_,p,f,v,y,b,x,w=t[0],k=t[1].geometry;if(this.model.active&&(w instanceof s.GlyphRendererView||w instanceof a.GraphRendererView)){var T=w.model,C=this.ttmodels[T.id];if(null!=C){C.clear();var S=T.get_selection_manager(),A=S.inspectors[T.id];if(T instanceof s.GlyphRenderer&&(A=T.view.convert_selection_to_subset(A)),!A.is_empty()){for(var M=S.source,E=this.plot_view.frame,z=k.sx,O=k.sy,P=E.xscales[T.x_range_name],j=E.yscales[T.y_range_name],N=P.invert(z),D=j.invert(O),F=w.glyph,B=0,R=A.line_indices;B<R.length;B++){var I=R[B],L=F._x[I+1],V=F._y[I+1],G=I,U=void 0,Y=void 0;switch(this.model.line_policy){case\"interp\":e=F.get_interpolation_hit(I,k),L=e[0],V=e[1],U=P.compute(L),Y=j.compute(V);break;case\"prev\":i=g(F.sx,F.sy,I),n=i[0],U=n[0],Y=n[1],G=i[1];break;case\"next\":r=g(F.sx,F.sy,I+1),o=r[0],U=o[0],Y=o[1],G=r[1];break;case\"nearest\":l=m(I,k,z,O,F.sx,F.sy),h=l[0],U=h[0],Y=h[1],G=l[1],L=F._x[G],V=F._y[G];break;default:U=(u=[z,O])[0],Y=u[1]}var q={index:G,x:N,y:D,sx:z,sy:O,data_x:L,data_y:V,rx:U,ry:Y,indices:A.line_indices,name:w.model.name};C.add(U,Y,this._render_tooltips(M,G,q))}for(var X=0,H=A.image_indices;X<H.length;X++){var W=H[X],q={index:W.index,x:N,y:D,sx:z,sy:O},J=this._render_tooltips(M,W,q);C.add(z,O,J)}for(var $=0,K=A.indices;$<K.length;$++){var I=K[$];if(d.isEmpty(A.multiline_indices)){var L=null!=F._x?F._x[I]:void 0,V=null!=F._y?F._y[I]:void 0,U=void 0,Y=void 0;if(\"snap_to_data\"==this.model.point_policy){var Z=F.get_anchor_point(this.model.anchor,I,[z,O]);null==Z&&(Z=F.get_anchor_point(\"center\",I,[z,O])),U=Z.x,Y=Z.y}else U=(x=[z,O])[0],Y=x[1];var Q=void 0,q={index:Q=T instanceof s.GlyphRenderer?T.view.convert_indices_from_subset([I])[0]:I,x:N,y:D,sx:z,sy:O,data_x:L,data_y:V,indices:A.indices,name:w.model.name};C.add(U,Y,this._render_tooltips(M,Q,q))}else for(var tt=0,et=A.multiline_indices[I.toString()];tt<et.length;tt++){var it=et[tt],L=F._xs[I][it],V=F._ys[I][it],nt=it,U=void 0,Y=void 0;switch(this.model.line_policy){case\"interp\":c=F.get_interpolation_hit(I,it,k),L=c[0],V=c[1],U=P.compute(L),Y=j.compute(V);break;case\"prev\":_=g(F.sxs[I],F.sys[I],it),p=_[0],U=p[0],Y=p[1],nt=_[1];break;case\"next\":f=g(F.sxs[I],F.sys[I],it+1),v=f[0],U=v[0],Y=v[1],nt=f[1];break;case\"nearest\":y=m(it,k,z,O,F.sxs[I],F.sys[I]),b=y[0],U=b[0],Y=b[1],nt=y[1],L=F._xs[I][nt],V=F._ys[I][nt];break;default:throw new Error(\"should't have happened\")}var Q=void 0,q={index:Q=T instanceof s.GlyphRenderer?T.view.convert_indices_from_subset([I])[0]:I,x:N,y:D,sx:z,sy:O,data_x:L,data_y:V,segment_index:nt,indices:A.multiline_indices,name:w.model.name};C.add(U,Y,this._render_tooltips(M,Q,q))}}}}}},e.prototype._emit_callback=function(t){for(var e=0,i=this.computed_renderers;e<i.length;e++){var r=i[e],o=r.data_source.inspected,s=this.plot_view.frame,a=s.xscales[r.x_range_name],l=s.yscales[r.y_range_name],h=a.invert(t.sx),u=l.invert(t.sy),c=n.__assign({x:h,y:u},t);this.model.callback.execute(this.model,{index:o,geometry:c,renderer:r})}},e.prototype._render_tooltips=function(t,e,i){var n=this.model.tooltips;if(f.isString(n)){var r=c.div();return r.innerHTML=u.replace_placeholders(n,t,e,this.model.formatters,i),r}if(f.isFunction(n))return n(t,i);for(var o=c.div({style:{display:\"table\",borderSpacing:\"2px\"}}),s=0,a=n;s<a.length;s++){var l=a[s],h=l[0],_=l[1],d=c.div({style:{display:\"table-row\"}});o.appendChild(d);var v=void 0;if(v=c.div({style:{display:\"table-cell\"},class:\"bk-tooltip-row-label\"},0!=h.length?h+\": \":\"\"),d.appendChild(v),v=c.div({style:{display:\"table-cell\"},class:\"bk-tooltip-row-value\"}),d.appendChild(v),_.indexOf(\"$color\")>=0){var m=_.match(/\\$color(\\[.*\\])?:(\\w*)/),g=m[1],y=void 0===g?\"\":g,b=m[2],x=t.get_column(b);if(null==x){var w=c.span({},b+\" unknown\");v.appendChild(w);continue}var k=y.indexOf(\"hex\")>=0,T=y.indexOf(\"swatch\")>=0,C=f.isNumber(e)?x[e]:null;if(null==C){var S=c.span({},\"(null)\");v.appendChild(S);continue}k&&(C=p.color2hex(C));var r=c.span({},C);v.appendChild(r),T&&(r=c.span({class:\"bk-tooltip-color-block\",style:{backgroundColor:C}},\" \"),v.appendChild(r))}else{var r=c.span();r.innerHTML=u.replace_placeholders(_.replace(\"$~\",\"$data_\"),t,e,this.model.formatters,i),v.appendChild(r)}}return o},e}(r.InspectToolView);i.HoverToolView=y;var b=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Hover\",i.icon=\"bk-tool-icon-hover\",i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"HoverTool\",this.prototype.default_view=y,this.define({tooltips:[_.Any,[[\"index\",\"$index\"],[\"data (x, y)\",\"($x, $y)\"],[\"screen (x, y)\",\"($sx, $sy)\"]]],formatters:[_.Any,{}],renderers:[_.Any,\"auto\"],names:[_.Array,[]],mode:[_.HoverMode,\"mouse\"],point_policy:[_.PointPolicy,\"snap_to_data\"],line_policy:[_.LinePolicy,\"nearest\"],show_arrow:[_.Boolean,!0],anchor:[_.Anchor,\"center\"],attachment:[_.TooltipAttachment,\"horizontal\"],callback:[_.Any]})},e}(r.InspectTool);i.HoverTool=b,b.initClass()},function(t,e,i){var n=t(388),r=t(251),o=t(275),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e}(r.ButtonToolView);i.InspectToolView=a;var l=function(t){function e(e){var i=t.call(this,e)||this;return i.event_type=\"move\",i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"InspectTool\",this.prototype.button_view=o.OnOffButtonView,this.define({toggleable:[s.Boolean,!0]}),this.override({active:!0})},e}(r.ButtonTool);i.InspectTool=l,l.initClass()},function(t,e,i){var n=t(388),r=t(251),o=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.render=function(){t.prototype.render.call(this),this.model.active?this.el.classList.add(\"bk-active\"):this.el.classList.remove(\"bk-active\")},e.prototype._clicked=function(){var t=this.model.active;this.model.active=!t},e}(r.ButtonToolButtonView);i.OnOffButtonView=o},function(t,e,i){var n=t(388),r=t(18),o=t(50),s=t(24),a=t(62),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),Object.defineProperty(e.prototype,\"plot_view\",{get:function(){return this.parent},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"plot_model\",{get:function(){return this.parent.model},enumerable:!0,configurable:!0}),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.properties.active.change,function(){e.model.active?e.activate():e.deactivate()})},e.prototype.activate=function(){},e.prototype.deactivate=function(){},e}(o.View);i.ToolView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Tool\",this.internal({active:[r.Boolean,!1]})},Object.defineProperty(e.prototype,\"synthetic_renderers\",{get:function(){return[]},enumerable:!0,configurable:!0}),e.prototype._get_dim_tooltip=function(t,e){switch(e){case\"width\":return t+\" (x-axis)\";case\"height\":return t+\" (y-axis)\";case\"both\":return t}},e.prototype._get_dim_limits=function(t,e,i,n){var r,o=t[0],a=t[1],l=e[0],h=e[1],u=i.bbox.h_range;\"width\"==n||\"both\"==n?(r=[s.min([o,l]),s.max([o,l])],r=[s.max([r[0],u.start]),s.min([r[1],u.end])]):r=[u.start,u.end];var c,_=i.bbox.v_range;return\"height\"==n||\"both\"==n?(c=[s.min([a,h]),s.max([a,h])],c=[s.max([c[0],_.start]),s.min([c[1],_.end])]):c=[_.start,_.end],[r,c]},e}(a.Model);i.Tool=h,h.initClass()},function(t,e,i){var n=t(388),r=t(18),o=t(22),s=t(62),a=t(274),l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ToolProxy\",this.define({tools:[r.Array,[]],active:[r.Boolean,!1],disabled:[r.Boolean,!1]})},Object.defineProperty(e.prototype,\"button_view\",{get:function(){return this.tools[0].button_view},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"event_type\",{get:function(){return this.tools[0].event_type},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"tooltip\",{get:function(){return this.tools[0].tooltip},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"tool_name\",{get:function(){return this.tools[0].tool_name},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"icon\",{get:function(){return this.tools[0].computed_icon},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"computed_icon\",{get:function(){return this.icon},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"toggleable\",{get:function(){var t=this.tools[0];return t instanceof a.InspectTool&&t.toggleable},enumerable:!0,configurable:!0}),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.do=new o.Signal0(this,\"do\")},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.do,function(){return e.doit()}),this.connect(this.properties.active.change,function(){return e.set_active()})},e.prototype.doit=function(){for(var t=0,e=this.tools;t<e.length;t++){var i=e[t];i.do.emit()}},e.prototype.set_active=function(){for(var t=0,e=this.tools;t<e.length;t++){var i=e[t];i.active=this.active}},e}(s.Model);i.ToolProxy=l,l.initClass()},function(t,e,i){var n=t(388),r=t(18),o=t(17),s=t(46),a=t(24),l=t(242),h=t(244),u=t(261),c=t(274),_=t(279),p=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Toolbar\",this.prototype.default_view=_.ToolbarBaseView,this.define({active_drag:[r.Any,\"auto\"],active_inspect:[r.Any,\"auto\"],active_scroll:[r.Any,\"auto\"],active_tap:[r.Any,\"auto\"],active_multi:[r.Any,null]})},e.prototype.initialize=function(){t.prototype.initialize.call(this),this._init_tools()},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.properties.tools.change,function(){return e._init_tools()})},e.prototype._init_tools=function(){for(var t=this,e=function(t){if(t instanceof c.InspectTool)a.some(i.inspectors,function(e){return e.id==t.id})||(i.inspectors=i.inspectors.concat([t]));else if(t instanceof h.HelpTool)a.some(i.help,function(e){return e.id==t.id})||(i.help=i.help.concat([t]));else if(t instanceof l.ActionTool)a.some(i.actions,function(e){return e.id==t.id})||(i.actions=i.actions.concat([t]));else if(t instanceof u.GestureTool){var e=void 0,n=void 0;s.isString(t.event_type)?(e=[t.event_type],n=!1):(e=t.event_type||[],n=!0);for(var r=0,_=e;r<_.length;r++){var p=_[r];p in i.gestures?(n&&(p=\"multi\"),a.some(i.gestures[p].tools,function(e){return e.id==t.id})||(i.gestures[p].tools=i.gestures[p].tools.concat([t])),i.connect(t.properties.active.change,i._active_change.bind(i,t))):o.logger.warn(\"Toolbar: unknown event type '\"+p+\"' for tool: \"+t.type+\" (\"+t.id+\")\")}}},i=this,n=0,r=this.tools;n<r.length;n++){var _=r[n];e(_)}if(\"auto\"==this.active_inspect);else if(this.active_inspect instanceof c.InspectTool)for(var p=0,d=this.inspectors;p<d.length;p++){var f=d[p];f!=this.active_inspect&&(f.active=!1)}else if(s.isArray(this.active_inspect))for(var v=0,m=this.inspectors;v<m.length;v++){var f=m[v];a.includes(this.active_inspect,f)||(f.active=!1)}else if(null==this.active_inspect)for(var g=0,y=this.inspectors;g<y.length;g++){var f=y[g];f.active=!1}var b=function(e){e.active?t._active_change(e):e.active=!0};for(var x in this.gestures){var w=this.gestures[x];if(0!=w.tools.length){if(w.tools=a.sort_by(w.tools,function(t){return t.default_order}),\"tap\"==x){if(null==this.active_tap)continue;\"auto\"==this.active_tap?b(w.tools[0]):b(this.active_tap)}if(\"pan\"==x){if(null==this.active_drag)continue;\"auto\"==this.active_drag?b(w.tools[0]):b(this.active_drag)}if(\"pinch\"==x||\"scroll\"==x){if(null==this.active_scroll||\"auto\"==this.active_scroll)continue;b(this.active_scroll)}null!=this.active_multi&&b(this.active_multi)}}},e}(_.ToolbarBase);i.Toolbar=p,p.initClass()},function(t,e,i){var n=t(388),r=t(17),o=t(5),s=t(4),a=t(18),l=t(6),h=t(46),u=t(62),c=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ToolbarBase\",this.define({_visible:[a.Any,null],autohide:[a.Boolean,!1]})},Object.defineProperty(e.prototype,\"visible\",{get:function(){return!this.autohide||null!=this._visible&&this._visible},enumerable:!0,configurable:!0}),e}(u.Model);i.ToolbarViewModel=c,c.initClass();var _=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this._tool_button_views={},this._build_tool_button_views(),this._toolbar_view_model=new c({autohide:this.model.autohide})},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.properties.tools.change,function(){return e._build_tool_button_views()}),this.connect(this.model.properties.autohide.change,function(){e._toolbar_view_model.autohide=e.model.autohide,e._on_visible_change()}),this.connect(this._toolbar_view_model.properties._visible.change,function(){return e._on_visible_change()})},e.prototype.remove=function(){s.remove_views(this._tool_button_views),t.prototype.remove.call(this)},e.prototype._build_tool_button_views=function(){var t=null!=this.model._proxied_tools?this.model._proxied_tools:this.model.tools;s.build_views(this._tool_button_views,t,{parent:this},function(t){return t.button_view})},e.prototype.set_visibility=function(t){t!=this._toolbar_view_model._visible&&(this._toolbar_view_model._visible=t)},e.prototype._on_visible_change=function(){var t=this._toolbar_view_model.visible;this.el.classList.contains(\"bk-toolbar-hidden\")&&t?this.el.classList.remove(\"bk-toolbar-hidden\"):t||this.el.classList.add(\"bk-toolbar-hidden\")},e.prototype.render=function(){var t=this;if(o.empty(this.el),this.el.classList.add(\"bk-toolbar\"),this.el.classList.add(\"bk-toolbar-\"+this.model.toolbar_location),this._toolbar_view_model.autohide=this.model.autohide,this._on_visible_change(),null!=this.model.logo){var e=\"grey\"===this.model.logo?\"bk-grey\":null,i=o.a({href:\"https://bokeh.pydata.org/\",target:\"_blank\",class:[\"bk-logo\",\"bk-logo-small\",e]});this.el.appendChild(i)}var n=[],r=function(e){return t._tool_button_views[e.id].el},s=this.model.gestures;for(var a in s)n.push(s[a].tools.map(r));n.push(this.model.actions.map(r)),n.push(this.model.inspectors.filter(function(t){return t.toggleable}).map(r)),n.push(this.model.help.map(r));for(var l=0,h=n;l<h.length;l++){var u=h[l];if(0!==u.length){var c=o.div({class:\"bk-button-bar\"},u);this.el.appendChild(c)}}},e.prototype.update_layout=function(){},e.prototype.update_position=function(){},e.prototype.after_layout=function(){this._has_finished=!0},e}(l.DOMView);i.ToolbarBaseView=_;var p=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ToolbarBase\",this.prototype.default_view=_,this.define({tools:[a.Array,[]],logo:[a.Logo,\"normal\"],autohide:[a.Boolean,!1]}),this.internal({gestures:[a.Any,function(){return{pan:{tools:[],active:null},scroll:{tools:[],active:null},pinch:{tools:[],active:null},tap:{tools:[],active:null},doubletap:{tools:[],active:null},press:{tools:[],active:null},rotate:{tools:[],active:null},move:{tools:[],active:null},multi:{tools:[],active:null}}}],actions:[a.Array,[]],inspectors:[a.Array,[]],help:[a.Array,[]],toolbar_location:[a.Location,\"right\"]})},Object.defineProperty(e.prototype,\"horizontal\",{get:function(){return\"above\"===this.toolbar_location||\"below\"===this.toolbar_location},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"vertical\",{get:function(){return\"left\"===this.toolbar_location||\"right\"===this.toolbar_location},enumerable:!0,configurable:!0}),e.prototype._active_change=function(t){var e=t.event_type;if(null!=e)for(var i=h.isString(e)?[e]:e,n=0,o=i;n<o.length;n++){var s=o[n];if(t.active){var a=this.gestures[s].active;null!=a&&t!=a&&(r.logger.debug(\"Toolbar: deactivating tool: \"+a.type+\" (\"+a.id+\") for event type '\"+s+\"'\"),a.active=!1),this.gestures[s].active=t,r.logger.debug(\"Toolbar: activating tool: \"+t.type+\" (\"+t.id+\") for event type '\"+s+\"'\")}else this.gestures[s].active=null}},e}(u.Model);i.ToolbarBase=p,p.initClass()},function(t,e,i){var n=t(388),r=t(18),o=t(17),s=t(46),a=t(24),l=t(242),h=t(244),u=t(261),c=t(274),_=t(279),p=t(277),d=t(163),f=t(13),v=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ProxyToolbar\"},e.prototype.initialize=function(){t.prototype.initialize.call(this),this._init_tools(),this._merge_tools()},e.prototype._init_tools=function(){for(var t=function(t){if(t instanceof c.InspectTool)a.some(e.inspectors,function(e){return e.id==t.id})||(e.inspectors=e.inspectors.concat([t]));else if(t instanceof h.HelpTool)a.some(e.help,function(e){return e.id==t.id})||(e.help=e.help.concat([t]));else if(t instanceof l.ActionTool)a.some(e.actions,function(e){return e.id==t.id})||(e.actions=e.actions.concat([t]));else if(t instanceof u.GestureTool){var i=void 0,n=void 0;s.isString(t.event_type)?(i=[t.event_type],n=!1):(i=t.event_type||[],n=!0);for(var r=0,_=i;r<_.length;r++){var p=_[r];p in e.gestures?(n&&(p=\"multi\"),a.some(e.gestures[p].tools,function(e){return e.id==t.id})||(e.gestures[p].tools=e.gestures[p].tools.concat([t]))):o.logger.warn(\"Toolbar: unknown event type '\"+p+\"' for tool: \"+t.type+\" (\"+t.id+\")\")}}},e=this,i=0,n=this.tools;i<n.length;i++){var r=n[i];t(r)}},e.prototype._merge_tools=function(){var t,e=this;this._proxied_tools=[];for(var i={},n={},r={},o=[],s=[],l=0,h=this.help;l<h.length;l++){var u=h[l];a.includes(s,u.redirect)||(o.push(u),s.push(u.redirect))}for(var c in(t=this._proxied_tools).push.apply(t,o),this.help=o,this.gestures){var _=this.gestures[c];c in r||(r[c]={});for(var d=0,f=_.tools;d<f.length;d++){var v=f[d];v.type in r[c]||(r[c][v.type]=[]),r[c][v.type].push(v)}}for(var m=0,g=this.inspectors;m<g.length;m++){var v=g[m];v.type in i||(i[v.type]=[]),i[v.type].push(v)}for(var y=0,b=this.actions;y<b.length;y++){var v=b[y];v.type in n||(n[v.type]=[]),n[v.type].push(v)}var x=function(t,i){void 0===i&&(i=!1);var n=new p.ToolProxy({tools:t,active:i});return e._proxied_tools.push(n),n};for(var c in r){var _=this.gestures[c];for(var w in _.tools=[],r[c]){var k=r[c][w];if(k.length>0)if(\"multi\"==c)for(var T=0,C=k;T<C.length;T++){var v=C[T],S=x([v]);_.tools.push(S),this.connect(S.properties.active.change,this._active_change.bind(this,S))}else{var S=x(k);_.tools.push(S),this.connect(S.properties.active.change,this._active_change.bind(this,S))}}}for(var w in this.actions=[],n){var k=n[w];if(\"CustomAction\"==w)for(var A=0,M=k;A<M.length;A++){var v=M[A];this.actions.push(x([v]))}else k.length>0&&this.actions.push(x(k))}for(var w in this.inspectors=[],i){var k=i[w];k.length>0&&this.inspectors.push(x(k,!0))}for(var E in this.gestures){var _=this.gestures[E];0!=_.tools.length&&(_.tools=a.sort_by(_.tools,function(t){return t.default_order}),\"pinch\"!=E&&\"scroll\"!=E&&\"multi\"!=E&&(_.tools[0].active=!0))}},e}(_.ToolbarBase);i.ProxyToolbar=v,v.initClass();var m=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){this.model.toolbar.toolbar_location=this.model.toolbar_location,t.prototype.initialize.call(this)},Object.defineProperty(e.prototype,\"child_models\",{get:function(){return[this.model.toolbar]},enumerable:!0,configurable:!0}),e.prototype._update_layout=function(){this.layout=new f.ContentBox(this.child_views[0].el);var t=this.model.toolbar;t.horizontal?this.layout.set_sizing({width_policy:\"fit\",min_width:100,height_policy:\"fixed\"}):this.layout.set_sizing({width_policy:\"fixed\",height_policy:\"fit\",min_height:100})},e}(d.LayoutDOMView);i.ToolbarBoxView=m;var g=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ToolbarBox\",this.prototype.default_view=m,this.define({toolbar:[r.Instance],toolbar_location:[r.Location,\"right\"]})},e}(d.LayoutDOM);i.ToolbarBox=g,g.initClass()},function(t,e,i){var n=t(24);i.compute_renderers=function(t,e,i){if(null==t)return[];var r=\"auto\"==t?e:t;return i.length>0&&(r=r.filter(function(t){return n.includes(i,t.name)})),r}},function(t,e,i){var n=t(388),r=t(289),o=t(18),s=t(35),a=t(40),l=function(e){function i(t){return e.call(this,t)||this}return n.__extends(i,e),i.initClass=function(){this.prototype.type=\"CustomJSTransform\",this.define({args:[o.Any,{}],func:[o.String,\"\"],v_func:[o.String,\"\"],use_strict:[o.Boolean,!1]})},Object.defineProperty(i.prototype,\"names\",{get:function(){return s.keys(this.args)},enumerable:!0,configurable:!0}),Object.defineProperty(i.prototype,\"values\",{get:function(){return s.values(this.args)},enumerable:!0,configurable:!0}),i.prototype._make_transform=function(t,e){var i=this.use_strict?a.use_strict(e):e;return new(Function.bind.apply(Function,[void 0].concat(this.names,[t,\"require\",\"exports\",i])))},Object.defineProperty(i.prototype,\"scalar_transform\",{get:function(){return this._make_transform(\"x\",this.func)},enumerable:!0,configurable:!0}),Object.defineProperty(i.prototype,\"vector_transform\",{get:function(){return this._make_transform(\"xs\",this.v_func)},enumerable:!0,configurable:!0}),i.prototype.compute=function(e){return this.scalar_transform.apply(this,this.values.concat([e,t,{}]))},i.prototype.v_compute=function(e){return this.vector_transform.apply(this,this.values.concat([e,t,{}]))},i}(r.Transform);i.CustomJSTransform=l,l.initClass()},function(t,e,i){var n=t(388),r=t(289),o=t(188),s=t(18),a=t(46),l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Dodge\",this.define({value:[s.Number,0],range:[s.Instance]})},e.prototype.v_compute=function(t){var e;if(this.range instanceof o.FactorRange)e=this.range.v_synthetic(t);else{if(!a.isArrayableOf(t,a.isNumber))throw new Error(\"unexpected\");e=t}for(var i=new Float64Array(e.length),n=0;n<e.length;n++){var r=e[n];i[n]=this._compute(r)}return i},e.prototype.compute=function(t){if(this.range instanceof o.FactorRange)return this._compute(this.range.synthetic(t));if(a.isNumber(t))return this._compute(t);throw new Error(\"unexpected\")},e.prototype._compute=function(t){return t+this.value},e}(r.Transform);i.Dodge=l,l.initClass()},function(t,e,i){var n=t(282);i.CustomJSTransform=n.CustomJSTransform;var r=t(283);i.Dodge=r.Dodge;var o=t(285);i.Interpolator=o.Interpolator;var s=t(286);i.Jitter=s.Jitter;var a=t(287);i.LinearInterpolator=a.LinearInterpolator;var l=t(288);i.StepInterpolator=l.StepInterpolator;var h=t(289);i.Transform=h.Transform},function(t,e,i){var n=t(388),r=t(289),o=t(18),s=t(24),a=t(46),l=function(t){function e(e){var i=t.call(this,e)||this;return i._sorted_dirty=!0,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Interpolator\",this.define({x:[o.Any],y:[o.Any],data:[o.Any],clip:[o.Boolean,!0]})},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.change,function(){return e._sorted_dirty=!0})},e.prototype.v_compute=function(t){for(var e=new Float64Array(t.length),i=0;i<t.length;i++){var n=t[i];e[i]=this.compute(n)}return e},e.prototype.sort=function(t){if(void 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l=0,h=r;l<h.length;l++){var u=h[l],c=u.x,_=u.y;this._x_sorted.push(c),this._y_sorted.push(_)}this._sorted_dirty=!1}},e}(r.Transform);i.Interpolator=l,l.initClass()},function(t,e,i){var n=t(388),r=t(289),o=t(188),s=t(46),a=t(18),l=t(34),h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Jitter\",this.define({mean:[a.Number,0],width:[a.Number,1],distribution:[a.Distribution,\"uniform\"],range:[a.Instance]}),this.internal({previous_values:[a.Array]})},e.prototype.v_compute=function(t){if(null!=this.previous_values&&this.previous_values.length==t.length)return this.previous_values;var e;if(this.range instanceof o.FactorRange)e=this.range.v_synthetic(t);else{if(!s.isArrayableOf(t,s.isNumber))throw new Error(\"unexpected\");e=t}for(var i=new Float64Array(e.length),n=0;n<e.length;n++){var r=e[n];i[n]=this._compute(r)}return this.previous_values=i,i},e.prototype.compute=function(t){if(this.range instanceof 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       "      /*!\n",
       "           * @overview es6-promise - a tiny implementation of Promises/A+.\n",
       "           * @copyright Copyright (c) 2014 Yehuda Katz, Tom Dale, Stefan Penner and contributors (Conversion to ES6 API by Jake Archibald)\n",
       "           * @license   Licensed under MIT license\n",
       "           *            See https://raw.githubusercontent.com/stefanpenner/es6-promise/master/LICENSE\n",
       "           * @version   v4.2.6+9869a4bc\n",
       "           */\n",
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       "      /*! Hammer.JS - v2.0.7 - 2016-04-22\n",
       "           * http://hammerjs.github.io/\n",
       "           *\n",
       "           * Copyright (c) 2016 Jorik Tangelder;\n",
       "           * Licensed under the MIT license */\n",
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gt={touchstart:B,touchmove:R,touchend:I,touchcancel:L},yt=\"touchstart touchmove touchend touchcancel\";function bt(){this.evTarget=yt,this.targetIds={},K.apply(this,arguments)}g(bt,K,{handler:function(t){var e=gt[t.type],i=function(t,e){var i=M(t.touches),n=this.targetIds;if(e&(B|R)&&1===i.length)return n[i[0].identifier]=!0,[i,i];var r,o,s=M(t.changedTouches),a=[],l=this.target;if(o=i.filter(function(t){return T(t.target,l)}),e===B)for(r=0;r<o.length;)n[o[r].identifier]=!0,r++;for(r=0;r<s.length;)n[s[r].identifier]&&a.push(s[r]),e&(I|L)&&delete n[s[r].identifier],r++;return a.length?[E(o.concat(a),\"identifier\",!0),a]:void 0}.call(this,t,e);i&&this.callback(this.manager,e,{pointers:i[0],changedPointers:i[1],pointerType:\"touch\",srcEvent:t})}});var xt=2500,wt=25;function kt(){K.apply(this,arguments);var t=y(this.handler,this);this.touch=new bt(this.manager,t),this.mouse=new lt(this.manager,t),this.primaryTouch=null,this.lastTouches=[]}function Tt(t){var e=t.changedPointers[0];if(e.identifier===this.primaryTouch){var i={x:e.clientX,y:e.clientY};this.lastTouches.push(i);var n=this.lastTouches;setTimeout(function(){var t=n.indexOf(i);t>-1&&n.splice(t,1)},xt)}}g(kt,K,{handler:function(t,e,i){var n=\"touch\"==i.pointerType,r=\"mouse\"==i.pointerType;if(!(r&&i.sourceCapabilities&&i.sourceCapabilities.firesTouchEvents)){if(n)(function(t,e){t&B?(this.primaryTouch=e.changedPointers[0].identifier,Tt.call(this,e)):t&(I|L)&&Tt.call(this,e)}).call(this,e,i);else if(r&&function(t){for(var e=t.srcEvent.clientX,i=t.srcEvent.clientY,n=0;n<this.lastTouches.length;n++){var r=this.lastTouches[n],o=Math.abs(e-r.x),s=Math.abs(i-r.y);if(o<=wt&&s<=wt)return!0}return!1}.call(this,i))return;this.callback(t,e,i)}},destroy:function(){this.touch.destroy(),this.mouse.destroy()}});var Ct=z(a.style,\"touchAction\"),St=Ct!==r,At=\"auto\",Mt=\"manipulation\",Et=\"none\",zt=\"pan-x\",Ot=\"pan-y\",Pt=function(){if(!St)return!1;var 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t=this.options.direction,e=[];return t&X&&e.push(Ot),t&H&&e.push(zt),e},directionTest:function(t){var e=this.options,i=!0,n=t.distance,r=t.direction,o=t.deltaX,s=t.deltaY;return r&e.direction||(e.direction&X?(r=0===o?V:o<0?G:U,i=o!=this.pX,n=Math.abs(t.deltaX)):(r=0===s?V:s<0?Y:q,i=s!=this.pY,n=Math.abs(t.deltaY))),t.direction=r,i&&n>e.threshold&&r&e.direction},attrTest:function(t){return Yt.prototype.attrTest.call(this,t)&&(this.state&Dt||!(this.state&Dt)&&this.directionTest(t))},emit:function(t){this.pX=t.deltaX,this.pY=t.deltaY;var e=Gt(t.direction);e&&(t.additionalEvent=this.options.event+e),this._super.emit.call(this,t)}}),g(Xt,Yt,{defaults:{event:\"pinch\",threshold:0,pointers:2},getTouchAction:function(){return[Et]},attrTest:function(t){return this._super.attrTest.call(this,t)&&(Math.abs(t.scale-1)>this.options.threshold||this.state&Dt)},emit:function(t){if(1!==t.scale){var 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this._super.attrTest.call(this,t)&&(Math.abs(t.rotation)>this.options.threshold||this.state&Dt)}}),g(Jt,Yt,{defaults:{event:\"swipe\",threshold:10,velocity:.3,direction:X|H,pointers:1},getTouchAction:function(){return qt.prototype.getTouchAction.call(this)},attrTest:function(t){var e,i=this.options.direction;return i&(X|H)?e=t.overallVelocity:i&X?e=t.overallVelocityX:i&H&&(e=t.overallVelocityY),this._super.attrTest.call(this,t)&&i&t.offsetDirection&&t.distance>this.options.threshold&&t.maxPointers==this.options.pointers&&u(e)>this.options.velocity&&t.eventType&I},emit:function(t){var e=Gt(t.offsetDirection);e&&this.manager.emit(this.options.event+e,t),this.manager.emit(this.options.event,t)}}),g($t,Lt,{defaults:{event:\"tap\",pointers:1,taps:1,interval:300,time:250,threshold:9,posThreshold:10},getTouchAction:function(){return[Mt]},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&B&&0===this.count)return this.failTimeout();if(n&&r&&i){if(t.eventType!=I)return this.failTimeout();var o=!this.pTime||t.timeStamp-this.pTime<e.interval,s=!this.pCenter||nt(this.pCenter,t.center)<e.posThreshold;this.pTime=t.timeStamp,this.pCenter=t.center,s&&o?this.count+=1:this.count=1,this._input=t;var a=this.count%e.taps;if(0===a)return this.hasRequireFailures()?(this._timer=_(function(){this.state=Rt,this.tryEmit()},e.interval,this),Dt):Rt}return 32},failTimeout:function(){return this._timer=_(function(){this.state=32},this.options.interval,this),32},reset:function(){clearTimeout(this._timer)},emit:function(){this.state==Rt&&(this._input.tapCount=this.count,this.manager.emit(this.options.event,this._input))}}),Kt.VERSION=\"2.0.7\",Kt.defaults={domEvents:!1,touchAction:\"compute\",enable:!0,inputTarget:null,inputClass:null,preset:[[Wt,{enable:!1}],[Xt,{enable:!1},[\"rotate\"]],[Jt,{direction:X}],[qt,{direction:X},[\"swipe\"]],[$t],[$t,{event:\"doubletap\",taps:2},[\"tap\"]],[Ht]],cssProps:{userSelect:\"none\",touchSelect:\"none\",touchCallout:\"none\",contentZooming:\"none\",userDrag:\"none\",tapHighlightColor:\"rgba(0,0,0,0)\"}},Zt.prototype={set:function(t){return o(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?2:1},recognize:function(t){var e=this.session;if(!e.stopped){var i;this.touchAction.preventDefaults(t);var n=this.recognizers,r=e.curRecognizer;(!r||r&&r.state&Rt)&&(r=e.curRecognizer=null);for(var o=0;o<n.length;)i=n[o],2===e.stopped||r&&i!=r&&!i.canRecognizeWith(r)?i.reset():i.recognize(t),!r&&i.state&(Dt|Ft|Bt)&&(r=e.curRecognizer=i),o++}},get:function(t){if(t instanceof Lt)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(p(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(p(t,\"remove\",this))return this;if(t=this.get(t)){var e=this.recognizers,i=A(e,t);-1!==i&&(e.splice(i,1),this.touchAction.update())}return this},on:function(t,e){if(t!==r&&e!==r){var i=this.handlers;return d(S(t),function(t){i[t]=i[t]||[],i[t].push(e)}),this}},off:function(t,e){if(t!==r){var i=this.handlers;return d(S(t),function(t){e?i[t]&&i[t].splice(A(i[t],e),1):delete i[t]}),this}},emit:function(t,e){this.options.domEvents&&function(t,e){var n=i.createEvent(\"Event\");n.initEvent(t,!0,!0),n.gesture=e,e.target.dispatchEvent(n)}(t,e);var n=this.handlers[t]&&this.handlers[t].slice();if(n&&n.length){e.type=t,e.preventDefault=function(){e.srcEvent.preventDefault()};for(var r=0;r<n.length;)n[r](e),r++}},destroy:function(){this.element&&Qt(this,!1),this.handlers={},this.session={},this.input.destroy(),this.element=null}},o(Kt,{INPUT_START:B,INPUT_MOVE:R,INPUT_END:I,INPUT_CANCEL:L,STATE_POSSIBLE:Nt,STATE_BEGAN:Dt,STATE_CHANGED:Ft,STATE_ENDED:Bt,STATE_RECOGNIZED:Rt,STATE_CANCELLED:It,STATE_FAILED:32,DIRECTION_NONE:V,DIRECTION_LEFT:G,DIRECTION_RIGHT:U,DIRECTION_UP:Y,DIRECTION_DOWN:q,DIRECTION_HORIZONTAL:X,DIRECTION_VERTICAL:H,DIRECTION_ALL:W,Manager:Zt,Input:K,TouchAction:jt,TouchInput:bt,MouseInput:lt,PointerEventInput:pt,TouchMouseInput:kt,SingleTouchInput:mt,Recognizer:Lt,AttrRecognizer:Yt,Tap:$t,Pan:qt,Swipe:Jt,Pinch:Xt,Rotate:Wt,Press:Ht,on:w,off:k,each:d,merge:m,extend:v,assign:o,inherit:g,bindFn:y,prefixed:z});var te=void 0!==t?t:\"undefined\"!=typeof self?self:{};te.Hammer=Kt,void 0!==e&&e.exports?e.exports=Kt:t.Hammer=Kt}(window,document)},function(t,e,i){\n",
       "      /*!\n",
       "           * numbro.js\n",
       "           * version : 1.6.2\n",
       "           * author : Företagsplatsen AB\n",
       "           * license : MIT\n",
       "           * http://www.foretagsplatsen.se\n",
       "           */\n",
       "      var n,r={},o=r,s=\"en-US\",a=null,l=\"0,0\";function h(t){this._value=t}function u(t){var e,i=\"\";for(e=0;e<t;e++)i+=\"0\";return i}function c(t,e,i,n){var r,o,s=Math.pow(10,e);return o=t.toFixed(0).search(\"e\")>-1?function(t,e){var i,n,r,o,s;return s=t.toString(),i=s.split(\"e\")[0],o=s.split(\"e\")[1],n=i.split(\".\")[0],r=i.split(\".\")[1]||\"\",s=n+r+u(o-r.length),e>0&&(s+=\".\"+u(e)),s}(t,e):(i(t*s)/s).toFixed(e),n&&(r=new RegExp(\"0{1,\"+n+\"}$\"),o=o.replace(r,\"\")),o}function _(t,e,i){return e.indexOf(\"$\")>-1?function(t,e,i){var n,o,a=e,l=a.indexOf(\"$\"),h=a.indexOf(\"(\"),u=a.indexOf(\"+\"),c=a.indexOf(\"-\"),_=\"\",d=\"\";if(-1===a.indexOf(\"$\")?\"infix\"===r[s].currency.position?(d=r[s].currency.symbol,r[s].currency.spaceSeparated&&(d=\" \"+d+\" \")):r[s].currency.spaceSeparated&&(_=\" \"):a.indexOf(\" $\")>-1?(_=\" \",a=a.replace(\" $\",\"\")):a.indexOf(\"$ \")>-1?(_=\" \",a=a.replace(\"$ 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       "      /*! *****************************************************************************\n",
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       "          THIS CODE IS PROVIDED ON AN *AS IS* BASIS, WITHOUT WARRANTIES OR CONDITIONS OF ANY\n",
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       "          WARRANTIES OR CONDITIONS OF TITLE, FITNESS FOR A PARTICULAR PURPOSE,\n",
       "          MERCHANTABLITY OR NON-INFRINGEMENT.\n",
       "          \n",
       "          See the Apache Version 2.0 License for specific language governing permissions\n",
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i.__extends(e,t),e.initClass=function(){this.prototype.type=\"AbstractSlider\",this.define({title:[r.String,\"\"],show_value:[r.Boolean,!0],start:[r.Any],end:[r.Any],value:[r.Any],step:[r.Number,1],format:[r.String],direction:[r.Any,\"ltr\"],tooltips:[r.Boolean,!0],callback:[r.Any],callback_throttle:[r.Number,200],callback_policy:[r.SliderCallbackPolicy,\"throttle\"],bar_color:[r.Color,\"#e6e6e6\"]})},e.prototype._formatter=function(t,e){return\"\"+t},e.prototype.pretty=function(t){return this._formatter(t,this.format)},e}(u.Control);n.AbstractSlider=h,h.initClass()},401:function(t,e,n){var i=t(388),o=t(428),r=t(5),s=t(18),a=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e._open=!1,e}return i.__extends(e,t),e.prototype.render=function(){var e=this;t.prototype.render.call(this),this.input_el.classList.add(\"bk-autocomplete-input\"),this.input_el.addEventListener(\"keydown\",function(t){return e._keydown(t)}),this.input_el.addEventListener(\"keyup\",function(t){return e._keyup(t)}),this.menu=r.div({class:[\"bk-menu\",\"bk-below\"]}),this.menu.addEventListener(\"click\",function(t){return e._menu_click(t)}),this.el.appendChild(this.menu),r.undisplay(this.menu)},e.prototype._update_completions=function(t){r.empty(this.menu);for(var e=0,n=t;e<n.length;e++){var i=n[e],o=r.div({},i);this.menu.appendChild(o)}},e.prototype._show_menu=function(){var t=this;if(!this._open){this._open=!0,r.display(this.menu);var e=function(n){var i=n.target;i instanceof HTMLElement&&!t.el.contains(i)&&(document.removeEventListener(\"click\",e),t._hide_menu())};document.addEventListener(\"click\",e)}},e.prototype._hide_menu=function(){this._open&&(this._open=!1,r.undisplay(this.menu))},e.prototype._menu_click=function(t){t.target!=t.currentTarget&&t.target instanceof Element&&(this.input_el.value=t.target.textContent||\"\",this.input_el.focus(),this._hide_menu())},e.prototype._keydown=function(t){},e.prototype._keyup=function(t){switch(t.keyCode){case r.Keys.Enter:break;case r.Keys.Esc:this._hide_menu();break;case r.Keys.Up:case r.Keys.Down:break;default:var e=this.input_el.value;if(e.length<=1)return void this._hide_menu();for(var n=[],i=0,o=this.model.completions;i<o.length;i++){var s=o[i];-1!=s.indexOf(e)&&n.push(s)}this._update_completions(n),0==n.length?this._hide_menu():this._show_menu()}},e}(o.TextInputView);n.AutocompleteInputView=a;var l=function(t){function e(e){return t.call(this,e)||this}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"AutocompleteInput\",this.prototype.default_view=a,this.define({completions:[s.Array,[]]})},e}(o.TextInput);n.AutocompleteInput=l,l.initClass()},402:function(t,e,n){var i=t(388),o=t(398),r=t(3),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),e.prototype.click=function(){this.model.clicks=this.model.clicks+1,this.model.trigger_event(new r.ButtonClick),t.prototype.click.call(this)},e}(o.AbstractButtonView);n.ButtonView=a;var l=function(t){function e(e){return t.call(this,e)||this}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"Button\",this.prototype.default_view=a,this.define({clicks:[s.Number,0]}),this.override({label:\"Button\"})},e}(o.AbstractButton);n.Button=l,l.initClass()},403:function(t,e,n){var i=t(388),o=t(407),r=t(5),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this);var n=this.model.properties;this.on_change(n.button_type,function(){return e.render()}),this.on_change(n.labels,function(){return e.render()}),this.on_change(n.active,function(){return e._update_active()})},e.prototype.render=function(){var e=this;t.prototype.render.call(this),this._buttons=this.model.labels.map(function(t,n){var i=r.div({class:[\"bk-btn\",\"bk-btn-\"+e.model.button_type],disabled:e.model.disabled},t);return i.addEventListener(\"click\",function(){return e.change_active(n)}),i}),this._update_active();var n=r.div({class:\"bk-btn-group\"},this._buttons);this.el.appendChild(n)},e}(o.ControlView);n.ButtonGroupView=a;var l=function(t){function e(e){return t.call(this,e)||this}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"ButtonGroup\",this.define({labels:[s.Array,[]],button_type:[s.ButtonType,\"default\"],callback:[s.Any]})},e}(o.Control);n.ButtonGroup=l,l.initClass()},404:function(t,e,n){var i=t(388),o=t(403),r=t(5),s=t(32),a=t(18),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),Object.defineProperty(e.prototype,\"active\",{get:function(){return new s.Set(this.model.active)},enumerable:!0,configurable:!0}),e.prototype.change_active=function(t){var e=this.active;e.toggle(t),this.model.active=e.values,null!=this.model.callback&&this.model.callback.execute(this.model)},e.prototype._update_active=function(){var t=this.active;this._buttons.forEach(function(e,n){r.classes(e).toggle(\"bk-active\",t.has(n))})},e}(o.ButtonGroupView);n.CheckboxButtonGroupView=l;var u=function(t){function e(e){return t.call(this,e)||this}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"CheckboxButtonGroup\",this.prototype.default_view=l,this.define({active:[a.Array,[]]})},e}(o.ButtonGroup);n.CheckboxButtonGroup=u,u.initClass()},405:function(t,e,n){var i=t(388),o=t(414),r=t(5),s=t(24),a=t(32),l=t(18),u=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),e.prototype.render=function(){var e=this;t.prototype.render.call(this);var n=r.div({class:[\"bk-input-group\",this.model.inline?\"bk-inline\":null]});this.el.appendChild(n);for(var i=this.model,o=i.active,a=i.labels,l=function(t){var i=r.input({type:\"checkbox\",value:\"\"+t});i.addEventListener(\"change\",function(){return e.change_active(t)}),u.model.disabled&&(i.disabled=!0),s.includes(o,t)&&(i.checked=!0);var l=r.label({},i,r.span({},a[t]));n.appendChild(l)},u=this,c=0;c<a.length;c++)l(c)},e.prototype.change_active=function(t){var e=new a.Set(this.model.active);e.toggle(t),this.model.active=e.values,null!=this.model.callback&&this.model.callback.execute(this.model)},e}(o.InputGroupView);n.CheckboxGroupView=u;var c=function(t){function e(e){return t.call(this,e)||this}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"CheckboxGroup\",this.prototype.default_view=u,this.define({active:[l.Array,[]],labels:[l.Array,[]],inline:[l.Boolean,!1],callback:[l.Any]})},e}(o.InputGroup);n.CheckboxGroup=c,c.initClass()},406:function(t,e,n){var i=t(388),o=t(415),r=t(5),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.properties.name.change,function(){return e.input_el.name=e.model.name||\"\"}),this.connect(this.model.properties.color.change,function(){return e.input_el.value=e.model.color}),this.connect(this.model.properties.disabled.change,function(){return e.input_el.disabled=e.model.disabled})},e.prototype.render=function(){var e=this;t.prototype.render.call(this),this.input_el=r.input({type:\"color\",class:\"bk-input\",name:this.model.name,value:this.model.color,disabled:this.model.disabled}),this.input_el.addEventListener(\"change\",function(){return e.change_input()}),this.group_el.appendChild(this.input_el)},e.prototype.change_input=function(){this.model.color=this.input_el.value,t.prototype.change_input.call(this)},e}(o.InputWidgetView);n.ColorPickerView=a;var l=function(t){function e(e){return t.call(this,e)||this}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"ColorPicker\",this.prototype.default_view=a,this.define({color:[s.Color,\"#000000\"]})},e}(o.InputWidget);n.ColorPicker=l,l.initClass()},407:function(t,e,n){var i=t(388),o=t(441),r=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this);var n=this.model.properties;this.on_change(n.disabled,function(){return e.render()})},e}(o.WidgetView);n.ControlView=r;var s=function(t){function e(e){return t.call(this,e)||this}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"Control\"},e}(o.Widget);n.Control=s,s.initClass()},408:function(t,e,n){var i=t(388),o=t(415),r=t(5),s=t(18),a=t(433);a.prototype.adjustPosition=function(){if(!this._o.container){this.el.style.position=\"absolute\";var t=this._o.trigger,e=this.el.offsetWidth,n=this.el.offsetHeight,i=window.innerWidth||document.documentElement.clientWidth,o=window.innerHeight||document.documentElement.clientHeight,r=window.pageYOffset||document.body.scrollTop||document.documentElement.scrollTop,s=t.getBoundingClientRect(),a=s.left+window.pageXOffset,l=s.bottom+window.pageYOffset;a-=this.el.parentElement.offsetLeft,l-=this.el.parentElement.offsetTop,(this._o.reposition&&a+e>i||this._o.position.indexOf(\"right\")>-1&&a-e+t.offsetWidth>0)&&(a=a-e+t.offsetWidth),(this._o.reposition&&l+n>o+r||this._o.position.indexOf(\"top\")>-1&&l-n-t.offsetHeight>0)&&(l=l-n-t.offsetHeight),this.el.style.left=a+\"px\",this.el.style.top=l+\"px\"}};var l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),e.prototype.render=function(){var e=this;null!=this._picker&&this._picker.destroy(),t.prototype.render.call(this),this.input_el=r.input({type:\"text\",class:\"bk-input\",disabled:this.model.disabled}),this.group_el.appendChild(this.input_el),this._picker=new a({field:this.input_el,defaultDate:new Date(this.model.value),setDefaultDate:!0,minDate:null!=this.model.min_date?new Date(this.model.min_date):void 0,maxDate:null!=this.model.max_date?new Date(this.model.max_date):void 0,onSelect:function(t){return e._on_select(t)}}),this._root_element.appendChild(this._picker.el)},e.prototype._on_select=function(t){this.model.value=t.toDateString(),this.change_input()},e}(o.InputWidgetView);n.DatePickerView=l;var u=function(t){function e(e){return t.call(this,e)||this}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"DatePicker\",this.prototype.default_view=l,this.define({value:[s.Any,(new Date).toDateString()],min_date:[s.Any],max_date:[s.Any]})},e}(o.InputWidget);n.DatePicker=u,u.initClass()},409:function(t,e,n){var i=t(388),o=t(387),r=t(400),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),e.prototype._calc_to=function(){return{start:this.model.start,end:this.model.end,value:this.model.value,step:this.model.step}},e.prototype._calc_from=function(t){return t},e}(r.AbstractSliderView);n.DateRangeSliderView=s;var a=function(t){function e(e){var n=t.call(this,e)||this;return n.behaviour=\"drag\",n.connected=[!1,!0,!1],n}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"DateRangeSlider\",this.prototype.default_view=s,this.override({format:\"%d %b %Y\"})},e.prototype._formatter=function(t,e){return o(t,e)},e}(r.AbstractSlider);n.DateRangeSlider=a,a.initClass()},410:function(t,e,n){var i=t(388),o=t(387),r=t(400),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),e.prototype._calc_to=function(){return{start:this.model.start,end:this.model.end,value:[this.model.value],step:this.model.step}},e.prototype._calc_from=function(t){var e=t[0];return e},e}(r.AbstractSliderView);n.DateSliderView=s;var a=function(t){function e(e){var n=t.call(this,e)||this;return n.behaviour=\"tap\",n.connected=[!0,!1],n}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"DateSlider\",this.prototype.default_view=s,this.override({format:\"%d %b %Y\"})},e.prototype._formatter=function(t,e){return o(t,e)},e}(r.AbstractSlider);n.DateSlider=a,a.initClass()},411:function(t,e,n){var i=t(388),o=t(417),r=t(18),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),e.prototype.render=function(){t.prototype.render.call(this),this.model.render_as_text?this.markup_el.textContent=this.model.text:this.markup_el.innerHTML=this.model.text},e}(o.MarkupView);n.DivView=s;var a=function(t){function e(e){return t.call(this,e)||this}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"Div\",this.prototype.default_view=s,this.define({render_as_text:[r.Boolean,!1]})},e}(o.Markup);n.Div=a,a.initClass()},412:function(t,e,n){var i=t(388),o=t(398),r=t(3),s=t(5),a=t(18),l=t(46),u=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e._open=!1,e}return i.__extends(e,t),e.prototype.render=function(){var e=this;t.prototype.render.call(this);var n=s.div({class:[\"bk-caret\",\"bk-down\"]});if(this.model.is_split){var i=this._render_button(n);i.classList.add(\"bk-dropdown-toggle\"),i.addEventListener(\"click\",function(){return e._toggle_menu()}),this.group_el.appendChild(i)}else this.button_el.appendChild(n);var o=this.model.menu.map(function(t,n){if(null==t)return s.div({class:\"bk-divider\"});var i=l.isString(t)?t:t[0],o=s.div({},i);return o.addEventListener(\"click\",function(){return e._item_click(n)}),o});this.menu=s.div({class:[\"bk-menu\",\"bk-below\"]},o),this.el.appendChild(this.menu),s.undisplay(this.menu)},e.prototype._show_menu=function(){var t=this;if(!this._open){this._open=!0,s.display(this.menu);var e=function(n){var i=n.target;i instanceof HTMLElement&&!t.el.contains(i)&&(document.removeEventListener(\"click\",e),t._hide_menu())};document.addEventListener(\"click\",e)}},e.prototype._hide_menu=function(){this._open&&(this._open=!1,s.undisplay(this.menu))},e.prototype._toggle_menu=function(){this._open?this._hide_menu():this._show_menu()},e.prototype.click=function(){this.model.is_split?(this._hide_menu(),this.model.trigger_event(new r.ButtonClick),this.model.value=this.model.default_value,null!=this.model.callback&&this.model.callback.execute(this.model),t.prototype.click.call(this)):this._toggle_menu()},e.prototype._item_click=function(t){this._hide_menu();var e=this.model.menu[t];if(null!=e){var n=l.isString(e)?e:e[1];l.isString(n)?(this.model.trigger_event(new r.MenuItemClick(n)),this.model.value=n,null!=this.model.callback&&this.model.callback.execute(this.model)):(n.execute(this.model,{index:t}),null!=this.model.callback&&this.model.callback.execute(this.model))}},e}(o.AbstractButtonView);n.DropdownView=u;var c=function(t){function e(e){return t.call(this,e)||this}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"Dropdown\",this.prototype.default_view=u,this.define({split:[a.Boolean,!1],menu:[a.Array,[]],value:[a.String],default_value:[a.String]}),this.override({label:\"Dropdown\"})},Object.defineProperty(e.prototype,\"is_split\",{get:function(){return this.split||null!=this.default_value},enumerable:!0,configurable:!0}),e}(o.AbstractButton);n.Dropdown=c,c.initClass()},413:function(t,e,n){var i=t(398);n.AbstractButton=i.AbstractButton;var o=t(399);n.AbstractIcon=o.AbstractIcon;var r=t(401);n.AutocompleteInput=r.AutocompleteInput;var s=t(402);n.Button=s.Button;var a=t(404);n.CheckboxButtonGroup=a.CheckboxButtonGroup;var l=t(405);n.CheckboxGroup=l.CheckboxGroup;var u=t(406);n.ColorPicker=u.ColorPicker;var c=t(408);n.DatePicker=c.DatePicker;var h=t(409);n.DateRangeSlider=h.DateRangeSlider;var d=t(410);n.DateSlider=d.DateSlider;var p=t(411);n.Div=p.Div;var f=t(412);n.Dropdown=f.Dropdown;var m=t(415);n.InputWidget=m.InputWidget;var g=t(417);n.Markup=g.Markup;var v=t(418);n.MultiSelect=v.MultiSelect;var _=t(419);n.Paragraph=_.Paragraph;var y=t(420);n.PasswordInput=y.PasswordInput;var b=t(421);n.PreText=b.PreText;var w=t(422);n.RadioButtonGroup=w.RadioButtonGroup;var x=t(423);n.RadioGroup=x.RadioGroup;var k=t(424);n.RangeSlider=k.RangeSlider;var S=t(425);n.Select=S.Select;var C=t(426);n.Slider=C.Slider;var D=t(427);n.Spinner=D.Spinner;var E=t(428);n.TextInput=E.TextInput;var M=t(429);n.TextAreaInput=M.TextAreaInput;var A=t(430);n.Toggle=A.Toggle;var N=t(441);n.Widget=N.Widget},414:function(t,e,n){var i=t(388),o=t(407),r=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.change,function(){return e.render()})},e}(o.ControlView);n.InputGroupView=r;var s=function(t){function e(e){return t.call(this,e)||this}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"InputGroup\"},e}(o.Control);n.InputGroup=s,s.initClass()},415:function(t,e,n){var i=t(388),o=t(407),r=t(5),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.properties.title.change,function(){e.label_el.textContent=e.model.title})},e.prototype.render=function(){t.prototype.render.call(this);var e=this.model.title;this.label_el=r.label({style:{display:0==e.length?\"none\":\"\"}},e),this.group_el=r.div({class:\"bk-input-group\"},this.label_el),this.el.appendChild(this.group_el)},e.prototype.change_input=function(){null!=this.model.callback&&this.model.callback.execute(this.model)},e}(o.ControlView);n.InputWidgetView=a;var l=function(t){function e(e){return t.call(this,e)||this}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"InputWidget\",this.define({title:[s.String,\"\"],callback:[s.Any]})},e}(o.Control);n.InputWidget=l,l.initClass()},416:function(t,e,n){var i=t(413);n.Widgets=i;var o=t(0);o.register_models(i)},417:function(t,e,n){var i=t(388),o=t(13),r=t(5),s=t(18),a=t(441),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.change,function(){e.render(),e.root.compute_layout()})},e.prototype._update_layout=function(){this.layout=new o.VariadicBox(this.el),this.layout.set_sizing(this.box_sizing())},e.prototype.render=function(){t.prototype.render.call(this);var e=i.__assign({},this.model.style,{display:\"inline-block\"});this.markup_el=r.div({class:\"bk-clearfix\",style:e}),this.el.appendChild(this.markup_el)},e}(a.WidgetView);n.MarkupView=l;var u=function(t){function e(e){return t.call(this,e)||this}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"Markup\",this.define({text:[s.String,\"\"],style:[s.Any,{}]})},e}(a.Widget);n.Markup=u,u.initClass()},418:function(t,e,n){var i=t(388),o=t(5),r=t(46),s=t(32),a=t(18),l=t(415),u=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.properties.value.change,function(){return e.render_selection()}),this.connect(this.model.properties.options.change,function(){return e.render()}),this.connect(this.model.properties.name.change,function(){return e.render()}),this.connect(this.model.properties.title.change,function(){return e.render()}),this.connect(this.model.properties.size.change,function(){return e.render()}),this.connect(this.model.properties.disabled.change,function(){return e.render()})},e.prototype.render=function(){var e=this;t.prototype.render.call(this);var n=this.model.options.map(function(t){var e,n;return r.isString(t)?e=n=t:(e=t[0],n=t[1]),o.option({value:e},n)});this.select_el=o.select({multiple:!0,class:\"bk-input\",name:this.model.name,disabled:this.model.disabled},n),this.select_el.addEventListener(\"change\",function(){return 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t=e.model,n=t.value,i=t.step;e.input_el.value=n.toFixed(c(i))}),this.connect(this.model.properties.disabled.change,function(){e.input_el.disabled=e.model.disabled})},e.prototype.render=function(){var e=this;t.prototype.render.call(this),this.input_el=r.input({type:\"number\",class:\"bk-input\",name:this.model.name,min:this.model.low,max:this.model.high,value:this.model.value,step:this.model.step,disabled:this.model.disabled}),this.input_el.addEventListener(\"change\",function(){return e.change_input()}),this.group_el.appendChild(this.input_el)},e.prototype.change_input=function(){var e=this.model.step,n=Number(this.input_el.value);this.model.value=Number(n.toFixed(c(e))),this.model.value!=n&&this.model.change.emit(),t.prototype.change_input.call(this)},e}(o.InputWidgetView);n.SpinnerView=h;var d=function(t){function e(e){return t.call(this,e)||this}return 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       "      /*!\n",
       "           * Pikaday\n",
       "           *\n",
       "           * Copyright © 2014 David Bushell | BSD & MIT license | https://github.com/Pikaday/Pikaday\n",
       "           */\n",
       "      !function(i,o){\"use strict\";var r;if(\"object\"==typeof n){try{r=t(\"moment\")}catch(t){}e.exports=o(r)}else i.Pikaday=o(i.moment)}(this,function(t){\"use strict\";var e=\"function\"==typeof t,n=!!window.addEventListener,i=window.document,o=window.setTimeout,r=function(t,e,i,o){n?t.addEventListener(e,i,!!o):t.attachEvent(\"on\"+e,i)},s=function(t,e,i,o){n?t.removeEventListener(e,i,!!o):t.detachEvent(\"on\"+e,i)},a=function(t,e){return-1!==(\" \"+t.className+\" \").indexOf(\" \"+e+\" \")},l=function(t,e){a(t,e)||(t.className=\"\"===t.className?e:t.className+\" \"+e)},u=function(t,e){var n;t.className=(n=(\" \"+t.className+\" \").replace(\" \"+e+\" \",\" \")).trim?n.trim():n.replace(/^\\s+|\\s+$/g,\"\")},c=function(t){return/Array/.test(Object.prototype.toString.call(t))},h=function(t){return/Date/.test(Object.prototype.toString.call(t))&&!isNaN(t.getTime())},d=function(t){var e=t.getDay();return 0===e||6===e},p=function(t){return t%4==0&&t%100!=0||t%400==0},f=function(t,e){return[31,p(t)?29:28,31,30,31,30,31,31,30,31,30,31][e]},m=function(t){h(t)&&t.setHours(0,0,0,0)},g=function(t,e){return t.getTime()===e.getTime()},v=function(t,e,n){var i,o;for(i in e)(o=void 0!==t[i])&&\"object\"==typeof e[i]&&null!==e[i]&&void 0===e[i].nodeName?h(e[i])?n&&(t[i]=new Date(e[i].getTime())):c(e[i])?n&&(t[i]=e[i].slice(0)):t[i]=v({},e[i],n):!n&&o||(t[i]=e[i]);return t},_=function(t,e,n){var o;i.createEvent?((o=i.createEvent(\"HTMLEvents\")).initEvent(e,!0,!1),o=v(o,n),t.dispatchEvent(o)):i.createEventObject&&(o=i.createEventObject(),o=v(o,n),t.fireEvent(\"on\"+e,o))},y=function(t){return t.month<0&&(t.year-=Math.ceil(Math.abs(t.month)/12),t.month+=12),t.month>11&&(t.year+=Math.floor(Math.abs(t.month)/12),t.month-=12),t},b={field:null,bound:void 0,ariaLabel:\"Use the arrow keys to pick a date\",position:\"bottom left\",reposition:!0,format:\"YYYY-MM-DD\",toString:null,parse:null,defaultDate:null,setDefaultDate:!1,firstDay:0,formatStrict:!1,minDate:null,maxDate:null,yearRange:10,showWeekNumber:!1,pickWholeWeek:!1,minYear:0,maxYear:9999,minMonth:void 0,maxMonth:void 0,startRange:null,endRange:null,isRTL:!1,yearSuffix:\"\",showMonthAfterYear:!1,showDaysInNextAndPreviousMonths:!1,enableSelectionDaysInNextAndPreviousMonths:!1,numberOfMonths:1,mainCalendar:\"left\",container:void 0,blurFieldOnSelect:!0,i18n:{previousMonth:\"Previous Month\",nextMonth:\"Next Month\",months:[\"January\",\"February\",\"March\",\"April\",\"May\",\"June\",\"July\",\"August\",\"September\",\"October\",\"November\",\"December\"],weekdays:[\"Sunday\",\"Monday\",\"Tuesday\",\"Wednesday\",\"Thursday\",\"Friday\",\"Saturday\"],weekdaysShort:[\"Sun\",\"Mon\",\"Tue\",\"Wed\",\"Thu\",\"Fri\",\"Sat\"]},theme:null,events:[],onSelect:null,onOpen:null,onClose:null,onDraw:null,keyboardInput:!0},w=function(t,e,n){for(e+=t.firstDay;e>=7;)e-=7;return n?t.i18n.weekdaysShort[e]:t.i18n.weekdays[e]},x=function(t){var e=[],n=\"false\";if(t.isEmpty){if(!t.showDaysInNextAndPreviousMonths)return'<td class=\"is-empty\"></td>';e.push(\"is-outside-current-month\"),t.enableSelectionDaysInNextAndPreviousMonths||e.push(\"is-selection-disabled\")}return t.isDisabled&&e.push(\"is-disabled\"),t.isToday&&e.push(\"is-today\"),t.isSelected&&(e.push(\"is-selected\"),n=\"true\"),t.hasEvent&&e.push(\"has-event\"),t.isInRange&&e.push(\"is-inrange\"),t.isStartRange&&e.push(\"is-startrange\"),t.isEndRange&&e.push(\"is-endrange\"),'<td data-day=\"'+t.day+'\" class=\"'+e.join(\" \")+'\" aria-selected=\"'+n+'\"><button class=\"pika-button pika-day\" type=\"button\" data-pika-year=\"'+t.year+'\" data-pika-month=\"'+t.month+'\" data-pika-day=\"'+t.day+'\">'+t.day+\"</button></td>\"},k=function(t,e,n,i){return'<tr class=\"pika-row'+(n?\" pick-whole-week\":\"\")+(i?\" is-selected\":\"\")+'\">'+(e?t.reverse():t).join(\"\")+\"</tr>\"},S=function(t,e,n,i,o,r){var s,a,l,u,h,d=t._o,p=n===d.minYear,f=n===d.maxYear,m='<div id=\"'+r+'\" class=\"pika-title\" role=\"heading\" aria-live=\"assertive\">',g=!0,v=!0;for(l=[],s=0;s<12;s++)l.push('<option value=\"'+(n===o?s-e:12+s-e)+'\"'+(s===i?' selected=\"selected\"':\"\")+(p&&s<d.minMonth||f&&s>d.maxMonth?'disabled=\"disabled\"':\"\")+\">\"+d.i18n.months[s]+\"</option>\");for(u='<div class=\"pika-label\">'+d.i18n.months[i]+'<select class=\"pika-select pika-select-month\" tabindex=\"-1\">'+l.join(\"\")+\"</select></div>\",c(d.yearRange)?(s=d.yearRange[0],a=d.yearRange[1]+1):(s=n-d.yearRange,a=1+n+d.yearRange),l=[];s<a&&s<=d.maxYear;s++)s>=d.minYear&&l.push('<option value=\"'+s+'\"'+(s===n?' selected=\"selected\"':\"\")+\">\"+s+\"</option>\");return h='<div class=\"pika-label\">'+n+d.yearSuffix+'<select class=\"pika-select pika-select-year\" tabindex=\"-1\">'+l.join(\"\")+\"</select></div>\",d.showMonthAfterYear?m+=h+u:m+=u+h,p&&(0===i||d.minMonth>=i)&&(g=!1),f&&(11===i||d.maxMonth<=i)&&(v=!1),0===e&&(m+='<button class=\"pika-prev'+(g?\"\":\" is-disabled\")+'\" type=\"button\">'+d.i18n.previousMonth+\"</button>\"),e===t._o.numberOfMonths-1&&(m+='<button class=\"pika-next'+(v?\"\":\" is-disabled\")+'\" type=\"button\">'+d.i18n.nextMonth+\"</button>\"),m+=\"</div>\"},C=function(t,e,n){return'<table cellpadding=\"0\" cellspacing=\"0\" class=\"pika-table\" role=\"grid\" aria-labelledby=\"'+n+'\">'+function(t){var e,n=[];for(t.showWeekNumber&&n.push(\"<th></th>\"),e=0;e<7;e++)n.push('<th scope=\"col\"><abbr title=\"'+w(t,e)+'\">'+w(t,e,!0)+\"</abbr></th>\");return\"<thead><tr>\"+(t.isRTL?n.reverse():n).join(\"\")+\"</tr></thead>\"}(t)+\"<tbody>\"+e.join(\"\")+\"</tbody></table>\"},D=function(s){var l=this,u=l.config(s);l._onMouseDown=function(t){if(l._v){var e=(t=t||window.event).target||t.srcElement;if(e)if(a(e,\"is-disabled\")||(!a(e,\"pika-button\")||a(e,\"is-empty\")||a(e.parentNode,\"is-disabled\")?a(e,\"pika-prev\")?l.prevMonth():a(e,\"pika-next\")&&l.nextMonth():(l.setDate(new Date(e.getAttribute(\"data-pika-year\"),e.getAttribute(\"data-pika-month\"),e.getAttribute(\"data-pika-day\"))),u.bound&&o(function(){l.hide(),u.blurFieldOnSelect&&u.field&&u.field.blur()},100))),a(e,\"pika-select\"))l._c=!0;else{if(!t.preventDefault)return t.returnValue=!1,!1;t.preventDefault()}}},l._onChange=function(t){var e=(t=t||window.event).target||t.srcElement;e&&(a(e,\"pika-select-month\")?l.gotoMonth(e.value):a(e,\"pika-select-year\")&&l.gotoYear(e.value))},l._onKeyChange=function(t){if(t=t||window.event,l.isVisible())switch(t.keyCode){case 13:case 27:u.field&&u.field.blur();break;case 37:t.preventDefault(),l.adjustDate(\"subtract\",1);break;case 38:l.adjustDate(\"subtract\",7);break;case 39:l.adjustDate(\"add\",1);break;case 40:l.adjustDate(\"add\",7)}},l._onInputChange=function(n){var i;n.firedBy!==l&&(i=u.parse?u.parse(u.field.value,u.format):e?(i=t(u.field.value,u.format,u.formatStrict))&&i.isValid()?i.toDate():null:new 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\"+u.theme:\"\"),r(l.el,\"mousedown\",l._onMouseDown,!0),r(l.el,\"touchend\",l._onMouseDown,!0),r(l.el,\"change\",l._onChange),u.keyboardInput&&r(i,\"keydown\",l._onKeyChange),u.field&&(u.container?u.container.appendChild(l.el):u.bound?i.body.appendChild(l.el):u.field.parentNode.insertBefore(l.el,u.field.nextSibling),r(u.field,\"change\",l._onInputChange),u.defaultDate||(e&&u.field.value?u.defaultDate=t(u.field.value,u.format).toDate():u.defaultDate=new Date(Date.parse(u.field.value)),u.setDefaultDate=!0));var c=u.defaultDate;h(c)?u.setDefaultDate?l.setDate(c,!0):l.gotoDate(c):l.gotoDate(new Date),u.bound?(this.hide(),l.el.className+=\" is-bound\",r(u.trigger,\"click\",l._onInputClick),r(u.trigger,\"focus\",l._onInputFocus),r(u.trigger,\"blur\",l._onInputBlur)):this.show()};return D.prototype={config:function(t){this._o||(this._o=v({},b,!0));var e=v(this._o,t,!0);e.isRTL=!!e.isRTL,e.field=e.field&&e.field.nodeName?e.field:null,e.theme=\"string\"==typeof e.theme&&e.theme?e.theme:null,e.bound=!!(void 0!==e.bound?e.field&&e.bound:e.field),e.trigger=e.trigger&&e.trigger.nodeName?e.trigger:e.field,e.disableWeekends=!!e.disableWeekends,e.disableDayFn=\"function\"==typeof e.disableDayFn?e.disableDayFn:null;var n=parseInt(e.numberOfMonths,10)||1;if(e.numberOfMonths=n>4?4:n,h(e.minDate)||(e.minDate=!1),h(e.maxDate)||(e.maxDate=!1),e.minDate&&e.maxDate&&e.maxDate<e.minDate&&(e.maxDate=e.minDate=!1),e.minDate&&this.setMinDate(e.minDate),e.maxDate&&this.setMaxDate(e.maxDate),c(e.yearRange)){var i=(new Date).getFullYear()-10;e.yearRange[0]=parseInt(e.yearRange[0],10)||i,e.yearRange[1]=parseInt(e.yearRange[1],10)||i}else e.yearRange=Math.abs(parseInt(e.yearRange,10))||b.yearRange,e.yearRange>100&&(e.yearRange=100);return e},toString:function(n){return n=n||this._o.format,h(this._d)?this._o.toString?this._o.toString(this._d,n):e?t(this._d).format(n):this._d.toDateString():\"\"},getMoment:function(){return e?t(this._d):null},setMoment:function(n,i){e&&t.isMoment(n)&&this.setDate(n.toDate(),i)},getDate:function(){return h(this._d)?new Date(this._d.getTime()):null},setDate:function(t,e){if(!t)return this._d=null,this._o.field&&(this._o.field.value=\"\",_(this._o.field,\"change\",{firedBy:this})),this.draw();if(\"string\"==typeof t&&(t=new Date(Date.parse(t))),h(t)){var n=this._o.minDate,i=this._o.maxDate;h(n)&&t<n?t=n:h(i)&&t>i&&(t=i),this._d=new Date(t.getTime()),m(this._d),this.gotoDate(this._d),this._o.field&&(this._o.field.value=this.toString(),_(this._o.field,\"change\",{firedBy:this})),e||\"function\"!=typeof this._o.onSelect||this._o.onSelect.call(this,this.getDate())}},gotoDate:function(t){var e=!0;if(h(t)){if(this.calendars){var n=new Date(this.calendars[0].year,this.calendars[0].month,1),i=new Date(this.calendars[this.calendars.length-1].year,this.calendars[this.calendars.length-1].month,1),o=t.getTime();i.setMonth(i.getMonth()+1),i.setDate(i.getDate()-1),e=o<n.getTime()||i.getTime()<o}e&&(this.calendars=[{month:t.getMonth(),year:t.getFullYear()}],\"right\"===this._o.mainCalendar&&(this.calendars[0].month+=1-this._o.numberOfMonths)),this.adjustCalendars()}},adjustDate:function(t,e){var n,i=this.getDate()||new Date,o=24*parseInt(e)*60*60*1e3;\"add\"===t?n=new Date(i.valueOf()+o):\"subtract\"===t&&(n=new Date(i.valueOf()-o)),this.setDate(n)},adjustCalendars:function(){this.calendars[0]=y(this.calendars[0]);for(var t=1;t<this._o.numberOfMonths;t++)this.calendars[t]=y({month:this.calendars[0].month+t,year:this.calendars[0].year});this.draw()},gotoToday:function(){this.gotoDate(new Date)},gotoMonth:function(t){isNaN(t)||(this.calendars[0].month=parseInt(t,10),this.adjustCalendars())},nextMonth:function(){this.calendars[0].month++,this.adjustCalendars()},prevMonth:function(){this.calendars[0].month--,this.adjustCalendars()},gotoYear:function(t){isNaN(t)||(this.calendars[0].year=parseInt(t,10),this.adjustCalendars())},setMinDate:function(t){t instanceof Date?(m(t),this._o.minDate=t,this._o.minYear=t.getFullYear(),this._o.minMonth=t.getMonth()):(this._o.minDate=b.minDate,this._o.minYear=b.minYear,this._o.minMonth=b.minMonth,this._o.startRange=b.startRange),this.draw()},setMaxDate:function(t){t instanceof Date?(m(t),this._o.maxDate=t,this._o.maxYear=t.getFullYear(),this._o.maxMonth=t.getMonth()):(this._o.maxDate=b.maxDate,this._o.maxYear=b.maxYear,this._o.maxMonth=b.maxMonth,this._o.endRange=b.endRange),this.draw()},setStartRange:function(t){this._o.startRange=t},setEndRange:function(t){this._o.endRange=t},draw:function(t){if(this._v||t){var 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for(c=e.offsetLeft,h=e.offsetTop+e.offsetHeight;e=e.offsetParent;)c+=e.offsetLeft,h+=e.offsetTop;(this._o.reposition&&c+n>r||this._o.position.indexOf(\"right\")>-1&&c-n+t.offsetWidth>0)&&(c=c-n+t.offsetWidth,p=!1),(this._o.reposition&&h+o>s+a||this._o.position.indexOf(\"top\")>-1&&h-o-t.offsetHeight>0)&&(h=h-o-t.offsetHeight,f=!1),this.el.style.left=c+\"px\",this.el.style.top=h+\"px\",l(this.el,p?\"left-aligned\":\"right-aligned\"),l(this.el,f?\"bottom-aligned\":\"top-aligned\"),u(this.el,p?\"right-aligned\":\"left-aligned\"),u(this.el,f?\"top-aligned\":\"bottom-aligned\")}},render:function(t,e,n){var i=this._o,o=new Date,r=f(t,e),s=new Date(t,e,1).getDay(),a=[],l=[];m(o),i.firstDay>0&&(s-=i.firstDay)<0&&(s+=7);for(var u=0===e?11:e-1,c=11===e?0:e+1,p=0===e?t-1:t,v=11===e?t+1:t,_=f(p,u),y=r+s,b=y;b>7;)b-=7;y+=7-b;for(var w,S,D,E,M=!1,A=0,N=0;A<y;A++){var V=new Date(t,e,A-s+1),I=!!h(this._d)&&g(V,this._d),P=g(V,o),R=-1!==i.events.indexOf(V.toDateString()),T=A<s||A>=r+s,O=A-s+1,L=e,B=t,U=i.startRange&&g(i.startRange,V),W=i.endRange&&g(i.endRange,V),j=i.startRange&&i.endRange&&i.startRange<V&&V<i.endRange,F=i.minDate&&V<i.minDate||i.maxDate&&V>i.maxDate||i.disableWeekends&&d(V)||i.disableDayFn&&i.disableDayFn(V);T&&(A<s?(O=_+O,L=u,B=p):(O-=r,L=c,B=v));var z={day:O,month:L,year:B,hasEvent:R,isSelected:I,isToday:P,isDisabled:F,isEmpty:T,isStartRange:U,isEndRange:W,isInRange:j,showDaysInNextAndPreviousMonths:i.showDaysInNextAndPreviousMonths,enableSelectionDaysInNextAndPreviousMonths:i.enableSelectionDaysInNextAndPreviousMonths};i.pickWholeWeek&&I&&(M=!0),l.push(x(z)),7==++N&&(i.showWeekNumber&&l.unshift((w=A-s,S=e,D=t,E=void 0,E=new Date(D,0,1),'<td class=\"pika-week\">'+Math.ceil(((new Date(D,S,w)-E)/864e5+E.getDay()+1)/7)+\"</td>\")),a.push(k(l,i.isRTL,i.pickWholeWeek,M)),l=[],N=0,M=!1)}return C(i,a,n)},isVisible:function(){return this._v},show:function(){this.isVisible()||(this._v=!0,this.draw(),u(this.el,\"is-hidden\"),this._o.bound&&(r(i,\"click\",this._onClick),this.adjustPosition()),\"function\"==typeof this._o.onOpen&&this._o.onOpen.call(this))},hide:function(){var t=this._v;!1!==t&&(this._o.bound&&s(i,\"click\",this._onClick),this.el.style.position=\"static\",this.el.style.left=\"auto\",this.el.style.top=\"auto\",l(this.el,\"is-hidden\"),this._v=!1,void 0!==t&&\"function\"==typeof this._o.onClose&&this._o.onClose.call(this))},destroy:function(){var t=this._o;this.hide(),s(this.el,\"mousedown\",this._onMouseDown,!0),s(this.el,\"touchend\",this._onMouseDown,!0),s(this.el,\"change\",this._onChange),t.keyboardInput&&s(i,\"keydown\",this._onKeyChange),t.field&&(s(t.field,\"change\",this._onInputChange),t.bound&&(s(t.trigger,\"click\",this._onInputClick),s(t.trigger,\"focus\",this._onInputFocus),s(t.trigger,\"blur\",this._onInputBlur))),this.el.parentNode&&this.el.parentNode.removeChild(this.el)}},D})}})}(this);\n",
       "      //# sourceMappingURL=bokeh-widgets.min.js.map\n",
       "      /* END bokeh-widgets.min.js */\n",
       "    },\n",
       "    \n",
       "    function(Bokeh) {\n",
       "      /* BEGIN bokeh-tables.min.js */\n",
       "      /*!\n",
       "       * Copyright (c) 2012 - 2018, Anaconda, Inc., and Bokeh Contributors\n",
       "       * All rights reserved.\n",
       "       * \n",
       "       * Redistribution and use in source and binary forms, with or without modification,\n",
       "       * are permitted provided that the following conditions are met:\n",
       "       * \n",
       "       * Redistributions of source code must retain the above copyright notice,\n",
       "       * this list of conditions and the following disclaimer.\n",
       "       * \n",
       "       * Redistributions in binary form must reproduce the above copyright notice,\n",
       "       * this list of conditions and the following disclaimer in the documentation\n",
       "       * and/or other materials provided with the distribution.\n",
       "       * \n",
       "       * Neither the name of Anaconda nor the names of any contributors\n",
       "       * may be used to endorse or promote products derived from this software\n",
       "       * without specific prior written permission.\n",
       "       * \n",
       "       * THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS \"AS IS\"\n",
       "       * AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE\n",
       "       * IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE\n",
       "       * ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE\n",
       "       * LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR\n",
       "       * CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF\n",
       "       * SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS\n",
       "       * INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN\n",
       "       * CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)\n",
       "       * ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF\n",
       "       * THE POSSIBILITY OF SUCH DAMAGE.\n",
       "       */\n",
       "      !function(e,t){t(e.Bokeh)}(this,function(Bokeh){var define;return function(e,t,n){if(null!=Bokeh)return Bokeh.register_plugin(e,{\"models/widgets/tables/cell_editors\":434,\"models/widgets/tables/cell_formatters\":435,\"models/widgets/tables/data_table\":436,\"models/widgets/tables/index\":437,\"models/widgets/tables/main\":438,\"models/widgets/tables/table_column\":439,\"models/widgets/tables/table_widget\":440,\"models/widgets/widget\":441},438);throw new Error(\"Cannot find Bokeh. You have to load it prior to loading plugins.\")}({434:function(e,t,n){var o=e(388),r=e(18),i=e(5),l=e(6),a=e(62),s=e(436),c=function(e){function t(t){var n=e.call(this,o.__assign({model:t.column.model},t))||this;return n.args=t,n.render(),n}return o.__extends(t,e),Object.defineProperty(t.prototype,\"emptyValue\",{get:function(){return null},enumerable:!0,configurable:!0}),t.prototype.initialize=function(){e.prototype.initialize.call(this),this.inputEl=this._createInput(),this.defaultValue=null},t.prototype.css_classes=function(){return e.prototype.css_classes.call(this).concat(\"bk-cell-editor\")},t.prototype.render=function(){e.prototype.render.call(this),this.args.container.appendChild(this.el),this.el.appendChild(this.inputEl),this.renderEditor(),this.disableNavigation()},t.prototype.renderEditor=function(){},t.prototype.disableNavigation=function(){this.inputEl.addEventListener(\"keydown\",function(e){switch(e.keyCode){case i.Keys.Left:case i.Keys.Right:case i.Keys.Up:case 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       "           * https://sizzlejs.com/\n",
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       "           * Copyright JS Foundation and other contributors\n",
       "           * Released under the MIT license\n",
       "           * https://jquery.org/license\n",
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       "      /*!\n",
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       "               * Copyright jQuery Foundation and other contributors\n",
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m.isFunction(o.stop)&&(m._queueHooks(c.elem,c.opts.queue).stop=m.proxy(o.stop,o)),o;return m.map(u,ot,c),m.isFunction(c.opts.start)&&c.opts.start.call(e,c),c.progress(c.opts.progress).done(c.opts.done,c.opts.complete).fail(c.opts.fail).always(c.opts.always),m.fx.timer(m.extend(s,{elem:e,anim:c,queue:c.opts.queue})),c}m.Animation=m.extend(rt,{tweeners:{\"*\":[function(e,t){var n=this.createTween(e,t);return te(n.elem,e,Q.exec(t),n),n}]},tweener:function(e,t){m.isFunction(e)?(t=e,e=[\"*\"]):e=e.match(L);for(var n,o=0,r=e.length;o<r;o++)n=e[o],rt.tweeners[n]=rt.tweeners[n]||[],rt.tweeners[n].unshift(t)},prefilters:[function(e,t,n){var o,r,i,l,a,s,c,u,d=\"width\"in t||\"height\"in t,p=this,f={},h=e.style,g=e.nodeType&&Z(e),v=q.get(e,\"fxshow\");for(o in 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d&&1===e.nodeType&&(n.overflow=[h.overflow,h.overflowX,h.overflowY],null==(c=v&&v.display)&&(c=q.get(e,\"display\")),\"none\"===(u=m.css(e,\"display\"))&&(c?u=c:(re([e],!0),c=e.style.display||c,u=m.css(e,\"display\"),re([e]))),(\"inline\"===u||\"inline-block\"===u&&null!=c)&&\"none\"===m.css(e,\"float\")&&(s||(p.done(function(){h.display=c}),null==c&&(u=h.display,c=\"none\"===u?\"\":u)),h.display=\"inline-block\")),n.overflow&&(h.overflow=\"hidden\",p.always(function(){h.overflow=n.overflow[0],h.overflowX=n.overflow[1],h.overflowY=n.overflow[2]})),s=!1,f)s||(v?\"hidden\"in v&&(g=v.hidden):v=q.access(e,\"fxshow\",{display:c}),i&&(v.hidden=!g),g&&re([e],!0),p.done(function(){for(o in g||re([e]),q.remove(e,\"fxshow\"),f)m.style(e,o,f[o])})),s=ot(g?v[o]:0,o,p),o in v||(v[o]=s.start,g&&(s.end=s.start,s.start=0))}],prefilter:function(e,t){t?rt.prefilters.unshift(e):rt.prefilters.push(e)}}),m.speed=function(e,t,n){var o=e&&\"object\"==typeof e?m.extend({},e):{complete:n||!n&&t||m.isFunction(e)&&e,duration:e,easing:n&&t||t&&!m.isFunction(t)&&t};return m.fx.off?o.duration=0:\"number\"!=typeof o.duration&&(o.duration in m.fx.speeds?o.duration=m.fx.speeds[o.duration]:o.duration=m.fx.speeds._default),null!=o.queue&&!0!==o.queue||(o.queue=\"fx\"),o.old=o.complete,o.complete=function(){m.isFunction(o.old)&&o.old.call(this),o.queue&&m.dequeue(this,o.queue)},o},m.fn.extend({fadeTo:function(e,t,n,o){return this.filter(Z).css(\"opacity\",0).show().end().animate({opacity:t},e,n,o)},animate:function(e,t,n,o){var r=m.isEmptyObject(e),i=m.speed(t,n,o),l=function(){var t=rt(this,m.extend({},e),i);(r||q.get(this,\"finish\"))&&t.stop(!0)};return l.finish=l,r||!1===i.queue?this.each(l):this.queue(i.queue,l)},stop:function(e,t,n){var o=function(e){var t=e.stop;delete e.stop,t(n)};return\"string\"!=typeof e&&(n=t,t=e,e=void 0),t&&!1!==e&&this.queue(e||\"fx\",[]),this.each(function(){var t=!0,r=null!=e&&e+\"queueHooks\",i=m.timers,l=q.get(this);if(r)l[r]&&l[r].stop&&o(l[r]);else for(r in l)l[r]&&l[r].stop&&Ze.test(r)&&o(l[r]);for(r=i.length;r--;)i[r].elem!==this||null!=e&&i[r].queue!==e||(i[r].anim.stop(n),t=!1,i.splice(r,1));!t&&n||m.dequeue(this,e)})},finish:function(e){return!1!==e&&(e=e||\"fx\"),this.each(function(){var t,n=q.get(this),o=n[e+\"queue\"],r=n[e+\"queueHooks\"],i=m.timers,l=o?o.length:0;for(n.finish=!0,m.queue(this,e,[]),r&&r.stop&&r.stop.call(this,!0),t=i.length;t--;)i[t].elem===this&&i[t].queue===e&&(i[t].anim.stop(!0),i.splice(t,1));for(t=0;t<l;t++)o[t]&&o[t].finish&&o[t].finish.call(this);delete n.finish})}}),m.each([\"toggle\",\"show\",\"hide\"],function(e,t){var n=m.fn[t];m.fn[t]=function(e,o,r){return null==e||\"boolean\"==typeof e?n.apply(this,arguments):this.animate(nt(t,!0),e,o,r)}}),m.each({slideDown:nt(\"show\"),slideUp:nt(\"hide\"),slideToggle:nt(\"toggle\"),fadeIn:{opacity:\"show\"},fadeOut:{opacity:\"hide\"},fadeToggle:{opacity:\"toggle\"}},function(e,t){m.fn[e]=function(e,n,o){return this.animate(t,e,n,o)}}),m.timers=[],m.fx.tick=function(){var e,t=0,n=m.timers;for(Ye=m.now();t<n.length;t++)(e=n[t])()||n[t]!==e||n.splice(t--,1);n.length||m.fx.stop(),Ye=void 0},m.fx.timer=function(e){m.timers.push(e),m.fx.start()},m.fx.interval=13,m.fx.start=function(){Qe||(Qe=!0,et())},m.fx.stop=function(){Qe=null},m.fx.speeds={slow:600,fast:200,_default:400},m.fn.delay=function(t,n){return t=m.fx&&m.fx.speeds[t]||t,n=n||\"fx\",this.queue(n,function(n,o){var r=e.setTimeout(n,t);o.stop=function(){e.clearTimeout(r)}})},function(){var e=o.createElement(\"input\"),t=o.createElement(\"select\").appendChild(o.createElement(\"option\"));e.type=\"checkbox\",h.checkOn=\"\"!==e.value,h.optSelected=t.selected,(e=o.createElement(\"input\")).value=\"t\",e.type=\"radio\",h.radioValue=\"t\"===e.value}();var it,lt=m.expr.attrHandle;m.fn.extend({attr:function(e,t){return B(this,m.attr,e,t,arguments.length>1)},removeAttr:function(e){return this.each(function(){m.removeAttr(this,e)})}}),m.extend({attr:function(e,t,n){var o,r,i=e.nodeType;if(3!==i&&8!==i&&2!==i)return void 0===e.getAttribute?m.prop(e,t,n):(1===i&&m.isXMLDoc(e)||(r=m.attrHooks[t.toLowerCase()]||(m.expr.match.bool.test(t)?it:void 0)),void 0!==n?null===n?void m.removeAttr(e,t):r&&\"set\"in r&&void 0!==(o=r.set(e,n,t))?o:(e.setAttribute(t,n+\"\"),n):r&&\"get\"in r&&null!==(o=r.get(e,t))?o:null==(o=m.find.attr(e,t))?void 0:o)},attrHooks:{type:{set:function(e,t){if(!h.radioValue&&\"radio\"===t&&k(e,\"input\")){var n=e.value;return e.setAttribute(\"type\",t),n&&(e.value=n),t}}}},removeAttr:function(e,t){var n,o=0,r=t&&t.match(L);if(r&&1===e.nodeType)for(;n=r[o++];)e.removeAttribute(n)}}),it={set:function(e,t,n){return!1===t?m.removeAttr(e,n):e.setAttribute(n,n),n}},m.each(m.expr.match.bool.source.match(/\\w+/g),function(e,t){var n=lt[t]||m.find.attr;lt[t]=function(e,t,o){var r,i,l=t.toLowerCase();return o||(i=lt[l],lt[l]=r,r=null!=n(e,t,o)?l:null,lt[l]=i),r}});var at=/^(?:input|select|textarea|button)$/i,st=/^(?:a|area)$/i;function ct(e){return(e.match(L)||[]).join(\" \")}function ut(e){return e.getAttribute&&e.getAttribute(\"class\")||\"\"}m.fn.extend({prop:function(e,t){return B(this,m.prop,e,t,arguments.length>1)},removeProp:function(e){return this.each(function(){delete this[m.propFix[e]||e]})}}),m.extend({prop:function(e,t,n){var o,r,i=e.nodeType;if(3!==i&&8!==i&&2!==i)return 1===i&&m.isXMLDoc(e)||(t=m.propFix[t]||t,r=m.propHooks[t]),void 0!==n?r&&\"set\"in r&&void 0!==(o=r.set(e,n,t))?o:e[t]=n:r&&\"get\"in r&&null!==(o=r.get(e,t))?o:e[t]},propHooks:{tabIndex:{get:function(e){var t=m.find.attr(e,\"tabindex\");return t?parseInt(t,10):at.test(e.nodeName)||st.test(e.nodeName)&&e.href?0:-1}}},propFix:{for:\"htmlFor\",class:\"className\"}}),h.optSelected||(m.propHooks.selected={get:function(e){var t=e.parentNode;return t&&t.parentNode&&t.parentNode.selectedIndex,null},set:function(e){var t=e.parentNode;t&&(t.selectedIndex,t.parentNode&&t.parentNode.selectedIndex)}}),m.each([\"tabIndex\",\"readOnly\",\"maxLength\",\"cellSpacing\",\"cellPadding\",\"rowSpan\",\"colSpan\",\"useMap\",\"frameBorder\",\"contentEditable\"],function(){m.propFix[this.toLowerCase()]=this}),m.fn.extend({addClass:function(e){var t,n,o,r,i,l,a,s=0;if(m.isFunction(e))return this.each(function(t){m(this).addClass(e.call(this,t,ut(this)))});if(\"string\"==typeof e&&e)for(t=e.match(L)||[];n=this[s++];)if(r=ut(n),o=1===n.nodeType&&\" \"+ct(r)+\" \"){for(l=0;i=t[l++];)o.indexOf(\" \"+i+\" \")<0&&(o+=i+\" 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0!==e&&\"boolean\"!==n||((t=ut(this))&&q.set(this,\"__className__\",t),this.setAttribute&&this.setAttribute(\"class\",t||!1===e?\"\":q.get(this,\"__className__\")||\"\"))})},hasClass:function(e){var t,n,o=0;for(t=\" \"+e+\" \";n=this[o++];)if(1===n.nodeType&&(\" \"+ct(ut(n))+\" \").indexOf(t)>-1)return!0;return!1}});var dt=/\\r/g;m.fn.extend({val:function(e){var t,n,o,r=this[0];return arguments.length?(o=m.isFunction(e),this.each(function(n){var r;1===this.nodeType&&(null==(r=o?e.call(this,n,m(this).val()):e)?r=\"\":\"number\"==typeof r?r+=\"\":Array.isArray(r)&&(r=m.map(r,function(e){return null==e?\"\":e+\"\"})),(t=m.valHooks[this.type]||m.valHooks[this.nodeName.toLowerCase()])&&\"set\"in t&&void 0!==t.set(this,r,\"value\")||(this.value=r))})):r?(t=m.valHooks[r.type]||m.valHooks[r.nodeName.toLowerCase()])&&\"get\"in t&&void 0!==(n=t.get(r,\"value\"))?n:\"string\"==typeof(n=r.value)?n.replace(dt,\"\"):null==n?\"\":n:void 0}}),m.extend({valHooks:{option:{get:function(e){var t=m.find.attr(e,\"value\");return null!=t?t:ct(m.text(e))}},select:{get:function(e){var t,n,o,r=e.options,i=e.selectedIndex,l=\"select-one\"===e.type,a=l?null:[],s=l?i+1:r.length;for(o=i<0?s:l?i:0;o<s;o++)if(((n=r[o]).selected||o===i)&&!n.disabled&&(!n.parentNode.disabled||!k(n.parentNode,\"optgroup\"))){if(t=m(n).val(),l)return t;a.push(t)}return a},set:function(e,t){for(var n,o,r=e.options,i=m.makeArray(t),l=r.length;l--;)((o=r[l]).selected=m.inArray(m.valHooks.option.get(o),i)>-1)&&(n=!0);return n||(e.selectedIndex=-1),i}}}}),m.each([\"radio\",\"checkbox\"],function(){m.valHooks[this]={set:function(e,t){if(Array.isArray(t))return e.checked=m.inArray(m(e).val(),t)>-1}},h.checkOn||(m.valHooks[this].get=function(e){return null===e.getAttribute(\"value\")?\"on\":e.value})});var pt=/^(?:focusinfocus|focusoutblur)$/;m.extend(m.event,{trigger:function(t,n,r,i){var l,a,s,c,u,p,f,h=[r||o],g=d.call(t,\"type\")?t.type:t,v=d.call(t,\"namespace\")?t.namespace.split(\".\"):[];if(a=s=r=r||o,3!==r.nodeType&&8!==r.nodeType&&!pt.test(g+m.event.triggered)&&(g.indexOf(\".\")>-1&&(v=g.split(\".\"),g=v.shift(),v.sort()),u=g.indexOf(\":\")<0&&\"on\"+g,(t=t[m.expando]?t:new m.Event(g,\"object\"==typeof t&&t)).isTrigger=i?2:3,t.namespace=v.join(\".\"),t.rnamespace=t.namespace?new RegExp(\"(^|\\\\.)\"+v.join(\"\\\\.(?:.*\\\\.|)\")+\"(\\\\.|$)\"):null,t.result=void 0,t.target||(t.target=r),n=null==n?[t]:m.makeArray(n,[t]),f=m.event.special[g]||{},i||!f.trigger||!1!==f.trigger.apply(r,n))){if(!i&&!f.noBubble&&!m.isWindow(r)){for(c=f.delegateType||g,pt.test(c+g)||(a=a.parentNode);a;a=a.parentNode)h.push(a),s=a;s===(r.ownerDocument||o)&&h.push(s.defaultView||s.parentWindow||e)}for(l=0;(a=h[l++])&&!t.isPropagationStopped();)t.type=l>1?c:f.bindType||g,(p=(q.get(a,\"events\")||{})[t.type]&&q.get(a,\"handle\"))&&p.apply(a,n),(p=u&&a[u])&&p.apply&&O(a)&&(t.result=p.apply(a,n),!1===t.result&&t.preventDefault());return t.type=g,i||t.isDefaultPrevented()||f._default&&!1!==f._default.apply(h.pop(),n)||!O(r)||u&&m.isFunction(r[g])&&!m.isWindow(r)&&((s=r[u])&&(r[u]=null),m.event.triggered=g,r[g](),m.event.triggered=void 0,s&&(r[u]=s)),t.result}},simulate:function(e,t,n){var o=m.extend(new m.Event,n,{type:e,isSimulated:!0});m.event.trigger(o,null,t)}}),m.fn.extend({trigger:function(e,t){return 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       "           * Open Source MIT License - http://threedubmedia.com/code/license\n",
       "           */\n",
       "      var o=e(450);o.fn.drag=function(e,t,n){var r=\"string\"==typeof e?e:\"\",i=o.isFunction(e)?e:o.isFunction(t)?t:null;return 0!==r.indexOf(\"drag\")&&(r=\"drag\"+r),n=(e==i?t:n)||{},i?this.on(r,n,i):this.trigger(r)};var r=o.event,i=r.special,l=i.drag={defaults:{which:1,distance:0,not:\":input\",handle:null,relative:!1,drop:!0,click:!1},datakey:\"dragdata\",noBubble:!0,add:function(e){var t=o.data(this,l.datakey),n=e.data||{};t.related+=1,o.each(l.defaults,function(e,o){void 0!==n[e]&&(t[e]=n[e])})},remove:function(){o.data(this,l.datakey).related-=1},setup:function(){if(!o.data(this,l.datakey)){var e=o.extend({related:0},l.defaults);o.data(this,l.datakey,e),r.add(this,\"touchstart mousedown\",l.init,e),this.attachEvent&&this.attachEvent(\"ondragstart\",l.dontstart)}},teardown:function(){(o.data(this,l.datakey)||{}).related||(o.removeData(this,l.datakey),r.remove(this,\"touchstart mousedown\",l.init),l.textselect(!0),this.detachEvent&&this.detachEvent(\"ondragstart\",l.dontstart))},init:function(e){if(!l.touched){var t,n=e.data;if(!(0!=e.which&&n.which>0&&e.which!=n.which)&&!o(e.target).is(n.not)&&(!n.handle||o(e.target).closest(n.handle,e.currentTarget).length)&&(l.touched=\"touchstart\"==e.type?this:null,n.propagates=1,n.mousedown=this,n.interactions=[l.interaction(this,n)],n.target=e.target,n.pageX=e.pageX,n.pageY=e.pageY,n.dragging=null,t=l.hijack(e,\"draginit\",n),n.propagates))return(t=l.flatten(t))&&t.length&&(n.interactions=[],o.each(t,function(){n.interactions.push(l.interaction(this,n))})),n.propagates=n.interactions.length,!1!==n.drop&&i.drop&&i.drop.handler(e,n),l.textselect(!1),l.touched?r.add(l.touched,\"touchmove touchend\",l.handler,n):r.add(document,\"mousemove mouseup\",l.handler,n),!(!l.touched||n.live)&&void 0}},interaction:function(e,t){var n=e&&e.ownerDocument&&o(e)[t.relative?\"position\":\"offset\"]()||{top:0,left:0};return{drag:e,callback:new l.callback,droppable:[],offset:n}},handler:function(e){var t=e.data;switch(e.type){case!t.dragging&&\"touchmove\":e.preventDefault();case!t.dragging&&\"mousemove\":if(Math.pow(e.pageX-t.pageX,2)+Math.pow(e.pageY-t.pageY,2)<Math.pow(t.distance,2))break;e.target=t.target,l.hijack(e,\"dragstart\",t),t.propagates&&(t.dragging=!0);case\"touchmove\":e.preventDefault();case\"mousemove\":if(t.dragging){if(l.hijack(e,\"drag\",t),t.propagates){!1!==t.drop&&i.drop&&i.drop.handler(e,t);break}e.type=\"mouseup\"}case\"touchend\":case\"mouseup\":default:l.touched?r.remove(l.touched,\"touchmove touchend\",l.handler):r.remove(document,\"mousemove mouseup\",l.handler),t.dragging&&(!1!==t.drop&&i.drop&&i.drop.handler(e,t),l.hijack(e,\"dragend\",t)),l.textselect(!0),!1===t.click&&t.dragging&&o.data(t.mousedown,\"suppress.click\",(new Date).getTime()+5),t.dragging=l.touched=!1}},hijack:function(e,t,n,i,a){if(n){var s,c,u,d={event:e.originalEvent,type:e.type},p=t.indexOf(\"drop\")?\"drag\":\"drop\",f=i||0,h=isNaN(i)?n.interactions.length:i;e.type=t;var g=function(){};e.originalEvent=new o.Event(d.event,{preventDefault:g,stopPropagation:g,stopImmediatePropagation:g}),n.results=[];do{if(c=n.interactions[f]){if(\"dragend\"!==t&&c.cancelled)continue;u=l.properties(e,n,c),c.results=[],o(a||c[p]||n.droppable).each(function(i,a){if(u.target=a,e.isPropagationStopped=function(){return!1},!1===(s=a?r.dispatch.call(a,e,u):null)?(\"drag\"==p&&(c.cancelled=!0,n.propagates-=1),\"drop\"==t&&(c[p][i]=null)):\"dropinit\"==t&&c.droppable.push(l.element(s)||a),\"dragstart\"==t&&(c.proxy=o(l.element(s)||c.drag)[0]),c.results.push(s),delete e.result,\"dropinit\"!==t)return s}),n.results[f]=l.flatten(c.results),\"dropinit\"==t&&(c.droppable=l.flatten(c.droppable)),\"dragstart\"!=t||c.cancelled||u.update()}}while(++f<h);return e.type=d.type,e.originalEvent=d.event,l.flatten(n.results)}},properties:function(e,t,n){var o=n.callback;return o.drag=n.drag,o.proxy=n.proxy||n.drag,o.startX=t.pageX,o.startY=t.pageY,o.deltaX=e.pageX-t.pageX,o.deltaY=e.pageY-t.pageY,o.originalX=n.offset.left,o.originalY=n.offset.top,o.offsetX=o.originalX+o.deltaX,o.offsetY=o.originalY+o.deltaY,o.drop=l.flatten((n.drop||[]).slice()),o.available=l.flatten((n.droppable||[]).slice()),o},element:function(e){if(e&&(e.jquery||1==e.nodeType))return e},flatten:function(e){return o.map(e,function(e){return e&&e.jquery?o.makeArray(e):e&&e.length?l.flatten(e):e})},textselect:function(e){o(document)[e?\"off\":\"on\"](\"selectstart\",l.dontstart).css(\"MozUserSelect\",e?\"\":\"none\"),document.unselectable=e?\"off\":\"on\"},dontstart:function(){return!1},callback:function(){}};l.callback.prototype={update:function(){i.drop&&this.available.length&&o.each(this.available,function(e){i.drop.locate(this,e)})}};var a=r.dispatch;r.dispatch=function(e){if(!(o.data(this,\"suppress.\"+e.type)-(new Date).getTime()>0))return a.apply(this,arguments);o.removeData(this,\"suppress.\"+e.type)},i.draginit=i.dragstart=i.dragend=l},444:function(e,t,n){\n",
       "      /*!\n",
       "           * jquery.event.drop - v 2.3.0\n",
       "           * Copyright (c) 2010 Three Dub Media - http://threedubmedia.com\n",
       "           * Open Source MIT License - http://threedubmedia.com/code/license\n",
       "           */\n",
       "      var o=e(450);o.fn.drop=function(e,t,n){var r=\"string\"==typeof e?e:\"\",i=o.isFunction(e)?e:o.isFunction(t)?t:null;return 0!==r.indexOf(\"drop\")&&(r=\"drop\"+r),n=(e==i?t:n)||{},i?this.on(r,n,i):this.trigger(r)},o.drop=function(e){e=e||{},i.multi=!0===e.multi?1/0:!1===e.multi?1:isNaN(e.multi)?i.multi:e.multi,i.delay=e.delay||i.delay,i.tolerance=o.isFunction(e.tolerance)?e.tolerance:null===e.tolerance?null:i.tolerance,i.mode=e.mode||i.mode||\"intersect\"};var r=o.event.special,i=o.event.special.drop={multi:1,delay:20,mode:\"overlap\",targets:[],datakey:\"dropdata\",noBubble:!0,add:function(e){o.data(this,i.datakey).related+=1},remove:function(){o.data(this,i.datakey).related-=1},setup:function(){if(!o.data(this,i.datakey)){o.data(this,i.datakey,{related:0,active:[],anyactive:0,winner:0,location:{}}),i.targets.push(this)}},teardown:function(){if(!(o.data(this,i.datakey)||{}).related){o.removeData(this,i.datakey);var e=this;i.targets=o.grep(i.targets,function(t){return t!==e})}},handler:function(e,t){var n;if(t)switch(e.type){case\"mousedown\":case\"touchstart\":n=o(i.targets),\"string\"==typeof t.drop&&(n=n.filter(t.drop)),n.each(function(){var e=o.data(this,i.datakey);e.active=[],e.anyactive=0,e.winner=0}),t.droppable=n,r.drag.hijack(e,\"dropinit\",t);break;case\"mousemove\":case\"touchmove\":i.event=e,i.timer||i.tolerate(t);break;case\"mouseup\":case\"touchend\":i.timer=clearTimeout(i.timer),t.propagates&&(r.drag.hijack(e,\"drop\",t),r.drag.hijack(e,\"dropend\",t))}},locate:function(e,t){var n=o.data(e,i.datakey),r=o(e),l=r.offset()||{},a=r.outerHeight(),s=r.outerWidth(),c={elem:e,width:s,height:a,top:l.top,left:l.left,right:l.left+s,bottom:l.top+a};return n&&(n.location=c,n.index=t,n.elem=e),c},contains:function(e,t){return(t[0]||t.left)>=e.left&&(t[0]||t.right)<=e.right&&(t[1]||t.top)>=e.top&&(t[1]||t.bottom)<=e.bottom},modes:{intersect:function(e,t,n){return this.contains(n,[e.pageX,e.pageY])?1e9:this.modes.overlap.apply(this,arguments)},overlap:function(e,t,n){return Math.max(0,Math.min(n.bottom,t.bottom)-Math.max(n.top,t.top))*Math.max(0,Math.min(n.right,t.right)-Math.max(n.left,t.left))},fit:function(e,t,n){return this.contains(n,t)?1:0},middle:function(e,t,n){return this.contains(n,[t.left+.5*t.width,t.top+.5*t.height])?1:0}},sort:function(e,t){return t.winner-e.winner||e.index-t.index},tolerate:function(e){var t,n,l,a,s,c,u,d,p=0,f=e.interactions.length,h=[i.event.pageX,i.event.pageY],g=i.tolerance||i.modes[i.mode];do{if(d=e.interactions[p]){if(!d)return;d.drop=[],s=[],c=d.droppable.length,g&&(l=i.locate(d.proxy)),t=0;do{if(u=d.droppable[t]){if(!(n=(a=o.data(u,i.datakey)).location))continue;a.winner=g?g.call(i,i.event,l,n):i.contains(n,h)?1:0,s.push(a)}}while(++t<c);s.sort(i.sort),t=0;do{(a=s[t])&&(a.winner&&d.drop.length<i.multi?(a.active[p]||a.anyactive||(!1!==r.drag.hijack(i.event,\"dropstart\",e,p,a.elem)[0]?(a.active[p]=1,a.anyactive+=1):a.winner=0),a.winner&&d.drop.push(a.elem)):a.active[p]&&1==a.anyactive&&(r.drag.hijack(i.event,\"dropend\",e,p,a.elem),a.active[p]=0,a.anyactive-=1))}while(++t<c)}}while(++p<f);i.last&&h[0]==i.last.pageX&&h[1]==i.last.pageY?delete i.timer:i.timer=setTimeout(function(){i.tolerate(e)},i.delay),i.last=i.event}};r.dropinit=r.dropstart=r.dropend=i},445:function(e,t,n){var o=e(450),r=e(448),i=r.keyCode;t.exports={CellExternalCopyManager:function(e){var t,n,l=this,a=e||{},s=a.copiedCellStyleLayerKey||\"copy-manager\",c=a.copiedCellStyle||\"copied\",u=0,d=a.bodyElement||document.body,p=a.onCopyInit||null,f=a.onCopySuccess||null;function h(e){if(a.headerColumnValueExtractor){var t=a.headerColumnValueExtractor(e);if(t)return t}return e.name}function g(e,n,r){if(a.dataItemColumnValueExtractor){var i=a.dataItemColumnValueExtractor(e,n);if(i)return i}var l=\"\";if(n.editor){var s={container:o(\"<p>\"),column:n,position:{top:0,left:0},grid:t,event:r},c=new n.editor(s);c.loadValue(e),l=c.serializeValue(),c.destroy()}else l=e[n.field];return l}function m(e,n,r){if(a.dataItemColumnValueSetter)return a.dataItemColumnValueSetter(e,n,r);if(n.editor){var i={container:o(\"body\"),column:n,position:{top:0,left:0},grid:t},l=new n.editor(i);l.loadValue(e),l.applyValue(e,r),l.destroy()}else e[n.field]=r}function v(e){var t=document.createElement(\"textarea\");return t.style.position=\"absolute\",t.style.left=\"-1000px\",t.style.top=document.body.scrollTop+\"px\",t.value=e,d.appendChild(t),t.select(),t}function w(e,o){var r;if(!t.getEditorLock().isActive()||t.getOptions().autoEdit){if(e.which==i.ESC&&n&&(e.preventDefault(),y(),l.onCopyCancelled.notify({ranges:n}),n=null),(e.which===i.C||e.which===i.INSERT)&&(e.ctrlKey||e.metaKey)&&!e.shiftKey&&(p&&p.call(),0!=(r=t.getSelectionModel().getSelectedRanges()).length)){n=r,C(r),l.onCopyCells.notify({ranges:r});for(var s=t.getColumns(),c=\"\",u=0;u<r.length;u++){for(var w=r[u],b=[],x=w.fromRow;x<w.toRow+1;x++){var R=[],S=t.getDataItem(x);if(\"\"==b&&a.includeHeaderWhenCopying){for(var E=[],k=w.fromCell;k<w.toCell+1;k++)s[k].name.length>0&&E.push(h(s[k]));b.push(E.join(\"\\t\"))}for(k=w.fromCell;k<w.toCell+1;k++)R.push(g(S,s[k],e));b.push(R.join(\"\\t\"))}c+=b.join(\"\\r\\n\")+\"\\r\\n\"}if(window.clipboardData)return window.clipboardData.setData(\"Text\",c),!0;var T=document.activeElement;if((D=v(c)).focus(),setTimeout(function(){d.removeChild(D),T?T.focus():console.log(\"Not element to restore focus to after copy?\")},100),f){var P=0;P=1===r.length?r[0].toRow+1-r[0].fromRow:r.length,f.call(this,P)}return!1}if(!a.readOnlyMode&&(e.which===i.V&&(e.ctrlKey||e.metaKey)&&!e.shiftKey||e.which===i.INSERT&&e.shiftKey&&!e.ctrlKey)){var D=v(\"\");return setTimeout(function(){!function(e,t){var n=e.getColumns(),o=t.value.split(/[\\n\\f\\r]/);\"\"==o[o.length-1]&&o.pop();var r=[],i=0;d.removeChild(t);for(var s=0;s<o.length;s++)\"\"!=o[s]?r[i++]=o[s].split(\"\\t\"):r[s]=[\"\"];var c=e.getActiveCell(),u=e.getSelectionModel().getSelectedRanges(),p=u&&u.length?u[0]:null,f=null,h=null;if(p)f=p.fromRow,h=p.fromCell;else{if(!c)return;f=c.row,h=c.cell}var g=!1,v=r.length,w=r.length?r[0].length:0;1==r.length&&1==r[0].length&&p&&(g=!0,v=p.toRow-p.fromRow+1,w=p.toCell-p.fromCell+1);var y=e.getData().length-f,b=0;if(y<v&&a.newRowCreator){var x=e.getData();for(b=1;b<=v-y;b++)x.push({});e.setData(x),e.render()}var R=f+v>e.getDataLength();if(a.newRowCreator&&R){var S=f+v-e.getDataLength();a.newRowCreator(S)}var E={isClipboardCommand:!0,clippedRange:r,oldValues:[],cellExternalCopyManager:l,_options:a,setDataItemValueForColumn:m,markCopySelection:C,oneCellToMultiple:g,activeRow:f,activeCell:h,destH:v,destW:w,maxDestY:e.getDataLength(),maxDestX:e.getColumns().length,h:0,w:0,execute:function(){this.h=0;for(var t=0;t<this.destH;t++){this.oldValues[t]=[],this.w=0,this.h++;for(var o=0;o<this.destW;o++){this.w++;var i=f+t,l=h+o;if(i<this.maxDestY&&l<this.maxDestX){e.getCellNode(i,l);var a=e.getDataItem(i);this.oldValues[t][o]=a[n[l].field],g?this.setDataItemValueForColumn(a,n[l],r[0][0]):this.setDataItemValueForColumn(a,n[l],r[t]?r[t][o]:\"\"),e.updateCell(i,l),e.onCellChange.notify({row:i,cell:l,item:a,grid:e})}}}var s={fromCell:h,fromRow:f,toCell:h+this.w-1,toRow:f+this.h-1};this.markCopySelection([s]),e.getSelectionModel().setSelectedRanges([s]),this.cellExternalCopyManager.onPasteCells.notify({ranges:[s]})},undo:function(){for(var t=0;t<this.destH;t++)for(var o=0;o<this.destW;o++){var r=f+t,i=h+o;if(r<this.maxDestY&&i<this.maxDestX){e.getCellNode(r,i);var l=e.getDataItem(r);g?this.setDataItemValueForColumn(l,n[i],this.oldValues[0][0]):this.setDataItemValueForColumn(l,n[i],this.oldValues[t][o]),e.updateCell(r,i),e.onCellChange.notify({row:r,cell:i,item:l,grid:e})}}var a={fromCell:h,fromRow:f,toCell:h+this.w-1,toRow:f+this.h-1};if(this.markCopySelection([a]),e.getSelectionModel().setSelectedRanges([a]),this.cellExternalCopyManager.onPasteCells.notify({ranges:[a]}),b>1){for(var s=e.getData();b>1;b--)s.splice(s.length-1,1);e.setData(s),e.render()}}};a.clipboardCommandHandler?a.clipboardCommandHandler(E):E.execute()}(t,D)},100),!1}}}function C(e){y();for(var n=t.getColumns(),o={},r=0;r<e.length;r++)for(var i=e[r].fromRow;i<=e[r].toRow;i++){o[i]={};for(var a=e[r].fromCell;a<=e[r].toCell&&a<n.length;a++)o[i][n[a].id]=c}t.setCellCssStyles(s,o),clearTimeout(u),u=setTimeout(function(){l.clearCopySelection()},2e3)}function y(){t.removeCellCssStyles(s)}o.extend(this,{init:function(e){(t=e).onKeyDown.subscribe(w);var n=e.getSelectionModel();if(!n)throw new Error(\"Selection model is mandatory for this plugin. Please set a selection model on the grid before adding this plugin: grid.setSelectionModel(new Slick.CellSelectionModel())\");n.onSelectedRangesChanged.subscribe(function(e,n){t.focus()})},destroy:function(){t.onKeyDown.unsubscribe(w)},clearCopySelection:y,handleKeyDown:w,onCopyCells:new r.Event,onCopyCancelled:new r.Event,onPasteCells:new r.Event,setIncludeHeaderWhenCopying:function(e){a.includeHeaderWhenCopying=e}})}}},446:function(e,t,n){var o=e(450),r=e(448);t.exports={CheckboxSelectColumn:function(e){var t,n=v(),i=new r.EventHandler,l={},a=!1,s=o.extend(!0,{},{columnId:\"_checkbox_selector\",cssClass:null,hideSelectAllCheckbox:!1,toolTip:\"Select/Deselect All\",width:30,hideInColumnTitleRow:!1,hideInFilterHeaderRow:!0},e);function c(){t.updateColumnHeader(s.columnId,\"\",\"\")}function u(){o(\"#filter-checkbox-selectall-container\").hide()}function d(e,r){var i,c,u=t.getSelectedRows(),d={};for(c=0;c<u.length;c++)d[i=u[c]]=!0,d[i]!==l[i]&&(t.invalidateRow(i),delete l[i]);for(c in l)t.invalidateRow(c);l=d,t.render(),a=u.length&&u.length==t.getDataLength(),s.hideInColumnTitleRow||s.hideSelectAllCheckbox||(a?t.updateColumnHeader(s.columnId,\"<input id='header-selector\"+n+\"' type='checkbox' checked='checked'><label for='header-selector\"+n+\"'></label>\",s.toolTip):t.updateColumnHeader(s.columnId,\"<input id='header-selector\"+n+\"' type='checkbox'><label for='header-selector\"+n+\"'></label>\",s.toolTip)),s.hideInFilterHeaderRow||o(\"#header-filter-selector\"+n).prop(\"checked\",a)}function p(e,n){32==e.which&&t.getColumns()[n.cell].id===s.columnId&&(t.getEditorLock().isActive()&&!t.getEditorLock().commitCurrentEdit()||h(n.row),e.preventDefault(),e.stopImmediatePropagation())}function f(e,n){if(t.getColumns()[n.cell].id===s.columnId&&o(e.target).is(\":checkbox\")){if(t.getEditorLock().isActive()&&!t.getEditorLock().commitCurrentEdit())return e.preventDefault(),void e.stopImmediatePropagation();h(n.row),e.stopPropagation(),e.stopImmediatePropagation()}}function h(e){l[e]?t.setSelectedRows(o.grep(t.getSelectedRows(),function(t){return t!=e})):t.setSelectedRows(t.getSelectedRows().concat(e)),t.setActiveCell(e,function(){if(null===m){m=0;for(var e=t.getColumns(),n=0;n<e.length;n++)e[n].id==s.columnId&&(m=n)}return m}()),t.focus()}function g(e,n){if(n.column.id==s.columnId&&o(e.target).is(\":checkbox\")){if(t.getEditorLock().isActive()&&!t.getEditorLock().commitCurrentEdit())return e.preventDefault(),void e.stopImmediatePropagation();if(o(e.target).is(\":checked\")){for(var r=[],i=0;i<t.getDataLength();i++)r.push(i);t.setSelectedRows(r)}else t.setSelectedRows([]);e.stopPropagation(),e.stopImmediatePropagation()}}var m=null;function v(){return Math.round(1e7*Math.random())}function w(e,t,n,o,r){var i=v()+e;return r?l[e]?\"<input id='selector\"+i+\"' type='checkbox' checked='checked'><label for='selector\"+i+\"'></label>\":\"<input id='selector\"+i+\"' type='checkbox'><label for='selector\"+i+\"'></label>\":null}o.extend(this,{init:function(e){t=e,i.subscribe(t.onSelectedRowsChanged,d).subscribe(t.onClick,f).subscribe(t.onKeyDown,p),s.hideInFilterHeaderRow||function(e){e.onHeaderRowCellRendered.subscribe(function(e,t){\"sel\"===t.column.field&&(o(t.node).empty(),o(\"<span id='filter-checkbox-selectall-container'><input id='header-filter-selector\"+n+\"' type='checkbox'><label for='header-filter-selector\"+n+\"'></label></span>\").appendTo(t.node).on(\"click\",function(e){g(e,t)}))})}(e),s.hideInColumnTitleRow||i.subscribe(t.onHeaderClick,g)},destroy:function(){i.unsubscribeAll()},deSelectRows:function(e){var n,r=e.length,i=[];for(n=0;n<r;n++)l[e[n]]&&(i[i.length]=e[n]);t.setSelectedRows(o.grep(t.getSelectedRows(),function(e){return i.indexOf(e)<0}))},selectRows:function(e){var n,o=e.length,r=[];for(n=0;n<o;n++)l[e[n]]||(r[r.length]=e[n]);t.setSelectedRows(t.getSelectedRows().concat(r))},getColumnDefinition:function(){return{id:s.columnId,name:s.hideSelectAllCheckbox||s.hideInColumnTitleRow?\"\":\"<input id='header-selector\"+n+\"' type='checkbox'><label for='header-selector\"+n+\"'></label>\",toolTip:s.toolTip,field:\"sel\",width:s.width,resizable:!1,sortable:!1,cssClass:s.cssClass,hideSelectAllCheckbox:s.hideSelectAllCheckbox,formatter:w}},getOptions:function(){return s},setOptions:function(e){if((s=o.extend(!0,{},s,e)).hideSelectAllCheckbox)c(),u();else if(s.hideInColumnTitleRow?c():(a?t.updateColumnHeader(s.columnId,\"<input id='header-selector\"+n+\"' type='checkbox' checked='checked'><label for='header-selector\"+n+\"'></label>\",s.toolTip):t.updateColumnHeader(s.columnId,\"<input id='header-selector\"+n+\"' type='checkbox'><label for='header-selector\"+n+\"'></label>\",s.toolTip),i.subscribe(t.onHeaderClick,g)),s.hideInFilterHeaderRow)u();else{var r=o(\"#filter-checkbox-selectall-container\");r.show(),r.find('input[type=\"checkbox\"]').prop(\"checked\",a)}}})}}},447:function(e,t,n){var o=e(450),r=e(448);t.exports={RowSelectionModel:function(e){var t,n,i,l=[],a=this,s=new r.EventHandler,c={selectActiveRow:!0};function u(e){return function(){n||(n=!0,e.apply(this,arguments),n=!1)}}function d(e){for(var t=[],n=0;n<e.length;n++)for(var o=e[n].fromRow;o<=e[n].toRow;o++)t.push(o);return t}function p(e){for(var n=[],o=t.getColumns().length-1,i=0;i<e.length;i++)n.push(new r.Range(e[i],0,e[i],o));return n}function f(){return d(l)}function h(e){(l&&0!==l.length||e&&0!==e.length)&&(l=e,a.onSelectedRangesChanged.notify(l))}function g(e,n){i.selectActiveRow&&null!=n.row&&h([new r.Range(n.row,0,n.row,t.getColumns().length-1)])}function m(e){var n=t.getActiveCell();if(t.getOptions().multiSelect&&n&&e.shiftKey&&!e.ctrlKey&&!e.altKey&&!e.metaKey&&(e.which==r.keyCode.UP||e.which==r.keyCode.DOWN)){var o=f();o.sort(function(e,t){return e-t}),o.length||(o=[n.row]);var i,l=o[0],a=o[o.length-1];(i=e.which==r.keyCode.DOWN?n.row<a||l==a?++a:++l:n.row<a?--a:--l)>=0&&i<t.getDataLength()&&(t.scrollRowIntoView(i),h(p(function(e,t){var n,o=[];for(n=e;n<=t;n++)o.push(n);for(n=t;n<e;n++)o.push(n);return o}(l,a)))),e.preventDefault(),e.stopPropagation()}}function v(e){var n=t.getCellFromEvent(e);if(!n||!t.canCellBeActive(n.row,n.cell))return!1;if(!t.getOptions().multiSelect||!e.ctrlKey&&!e.shiftKey&&!e.metaKey)return!1;var r=d(l),i=o.inArray(n.row,r);if(-1===i&&(e.ctrlKey||e.metaKey))r.push(n.row),t.setActiveCell(n.row,n.cell);else if(-1!==i&&(e.ctrlKey||e.metaKey))r=o.grep(r,function(e,t){return e!==n.row}),t.setActiveCell(n.row,n.cell);else if(r.length&&e.shiftKey){var a=r.pop(),s=Math.min(n.row,a),c=Math.max(n.row,a);r=[];for(var u=s;u<=c;u++)u!==a&&r.push(u);r.push(a),t.setActiveCell(n.row,n.cell)}return h(p(r)),e.stopImmediatePropagation(),!0}o.extend(this,{getSelectedRows:f,setSelectedRows:function(e){h(p(e))},getSelectedRanges:function(){return l},setSelectedRanges:h,init:function(n){i=o.extend(!0,{},c,e),t=n,s.subscribe(t.onActiveCellChanged,u(g)),s.subscribe(t.onKeyDown,u(m)),s.subscribe(t.onClick,u(v))},destroy:function(){s.unsubscribeAll()},onSelectedRangesChanged:new r.Event})}}},448:function(e,t,n){function o(){var e=!1,t=!1;this.stopPropagation=function(){e=!0},this.isPropagationStopped=function(){return e},this.stopImmediatePropagation=function(){t=!0},this.isImmediatePropagationStopped=function(){return t}}function r(){this.__nonDataRow=!0}function i(){this.__group=!0,this.level=0,this.count=0,this.value=null,this.title=null,this.collapsed=!1,this.selectChecked=!1,this.totals=null,this.rows=[],this.groups=null,this.groupingKey=null}function l(){this.__groupTotals=!0,this.group=null,this.initialized=!1}function a(){var e=null;this.isActive=function(t){return t?e===t:null!==e},this.activate=function(t){if(t!==e){if(null!==e)throw new Error(\"SlickGrid.EditorLock.activate: an editController is still active, can't activate another editController\");if(!t.commitCurrentEdit)throw new Error(\"SlickGrid.EditorLock.activate: editController must implement .commitCurrentEdit()\");if(!t.cancelCurrentEdit)throw new Error(\"SlickGrid.EditorLock.activate: editController must implement .cancelCurrentEdit()\");e=t}},this.deactivate=function(t){if(e!==t)throw new Error(\"SlickGrid.EditorLock.deactivate: specified editController is not the currently active one\");e=null},this.commitCurrentEdit=function(){return!e||e.commitCurrentEdit()},this.cancelCurrentEdit=function(){return!e||e.cancelCurrentEdit()}}i.prototype=new r,i.prototype.equals=function(e){return this.value===e.value&&this.count===e.count&&this.collapsed===e.collapsed&&this.title===e.title},l.prototype=new r,t.exports={Event:function(){var e=[];this.subscribe=function(t){e.push(t)},this.unsubscribe=function(t){for(var n=e.length-1;n>=0;n--)e[n]===t&&e.splice(n,1)},this.notify=function(t,n,r){var i;n=n||new o,r=r||this;for(var l=0;l<e.length&&!n.isPropagationStopped()&&!n.isImmediatePropagationStopped();l++)i=e[l].call(r,n,t);return i}},EventData:o,EventHandler:function(){var e=[];this.subscribe=function(t,n){return e.push({event:t,handler:n}),t.subscribe(n),this},this.unsubscribe=function(t,n){for(var o=e.length;o--;)if(e[o].event===t&&e[o].handler===n)return e.splice(o,1),void t.unsubscribe(n);return this},this.unsubscribeAll=function(){for(var t=e.length;t--;)e[t].event.unsubscribe(e[t].handler);return e=[],this}},Range:function(e,t,n,o){void 0===n&&void 0===o&&(n=e,o=t),this.fromRow=Math.min(e,n),this.fromCell=Math.min(t,o),this.toRow=Math.max(e,n),this.toCell=Math.max(t,o),this.isSingleRow=function(){return this.fromRow==this.toRow},this.isSingleCell=function(){return this.fromRow==this.toRow&&this.fromCell==this.toCell},this.contains=function(e,t){return e>=this.fromRow&&e<=this.toRow&&t>=this.fromCell&&t<=this.toCell},this.toString=function(){return this.isSingleCell()?\"(\"+this.fromRow+\":\"+this.fromCell+\")\":\"(\"+this.fromRow+\":\"+this.fromCell+\" - \"+this.toRow+\":\"+this.toCell+\")\"}},NonDataRow:r,Group:i,GroupTotals:l,EditorLock:a,GlobalEditorLock:new a,keyCode:{BACKSPACE:8,DELETE:46,DOWN:40,END:35,ENTER:13,ESCAPE:27,ESC:27,HOME:36,INSERT:45,LEFT:37,PAGE_DOWN:34,PAGE_UP:33,RIGHT:39,TAB:9,UP:38,C:67,V:86},preClickClassName:\"slick-edit-preclick\"}},449:function _(require,module,exports){\n",
       "      /**\n",
       "           * @license\n",
       "           * (c) 2009-2016 Michael Leibman\n",
       "           * michael{dot}leibman{at}gmail{dot}com\n",
       "           * http://github.com/mleibman/slickgrid\n",
       "           *\n",
       "           * Distributed under MIT license.\n",
       "           * All rights reserved.\n",
       "           *\n",
       "           * SlickGrid v2.3\n",
       "           *\n",
       "           * NOTES:\n",
       "           *     Cell/row DOM manipulations are done directly bypassing jQuery's DOM manipulation methods.\n",
       "           *     This increases the speed dramatically, but can only be done safely because there are no event handlers\n",
       "           *     or data associated with any cell/row DOM nodes.  Cell editors must make sure they implement .destroy()\n",
       "           *     and do proper cleanup.\n",
       "           */\n",
       "      var $=require(450),Slick=require(448),scrollbarDimensions,maxSupportedCssHeight;function SlickGrid(container,data,columns,options){$.fn.drag||require(443),$.fn.drop||require(444);var defaults={alwaysShowVerticalScroll:!1,explicitInitialization:!1,rowHeight:25,defaultColumnWidth:80,enableAddRow:!1,leaveSpaceForNewRows:!1,editable:!1,autoEdit:!0,suppressActiveCellChangeOnEdit:!1,enableCellNavigation:!0,enableColumnReorder:!0,asyncEditorLoading:!1,asyncEditorLoadDelay:100,forceFitColumns:!1,enableAsyncPostRender:!1,asyncPostRenderDelay:50,enableAsyncPostRenderCleanup:!1,asyncPostRenderCleanupDelay:40,autoHeight:!1,editorLock:Slick.GlobalEditorLock,showHeaderRow:!1,headerRowHeight:25,createFooterRow:!1,showFooterRow:!1,footerRowHeight:25,createPreHeaderPanel:!1,showPreHeaderPanel:!1,preHeaderPanelHeight:25,showTopPanel:!1,topPanelHeight:25,formatterFactory:null,editorFactory:null,cellFlashingCssClass:\"flashing\",selectedCellCssClass:\"selected\",multiSelect:!0,enableTextSelectionOnCells:!1,dataItemColumnValueExtractor:null,fullWidthRows:!1,multiColumnSort:!1,numberedMultiColumnSort:!1,tristateMultiColumnSort:!1,sortColNumberInSeparateSpan:!1,defaultFormatter:defaultFormatter,forceSyncScrolling:!1,addNewRowCssClass:\"new-row\",preserveCopiedSelectionOnPaste:!1,showCellSelection:!0,viewportClass:null,minRowBuffer:3,emulatePagingWhenScrolling:!0,editorCellNavOnLRKeys:!1},columnDefaults={name:\"\",resizable:!0,sortable:!1,minWidth:30,rerenderOnResize:!1,headerCssClass:null,defaultSortAsc:!0,focusable:!0,selectable:!0},th,h,ph,n,cj,page=0,offset=0,vScrollDir=1,initialized=!1,$container,uid=\"slickgrid_\"+Math.round(1e6*Math.random()),self=this,$focusSink,$focusSink2,$headerScroller,$headers,$headerRow,$headerRowScroller,$headerRowSpacer,$footerRow,$footerRowScroller,$footerRowSpacer,$preHeaderPanel,$preHeaderPanelScroller,$preHeaderPanelSpacer,$topPanelScroller,$topPanel,$viewport,$canvas,$style,$boundAncestors,stylesheet,columnCssRulesL,columnCssRulesR,viewportH,viewportW,canvasWidth,viewportHasHScroll,viewportHasVScroll,headerColumnWidthDiff=0,headerColumnHeightDiff=0,cellWidthDiff=0,cellHeightDiff=0,jQueryNewWidthBehaviour=!1,absoluteColumnMinWidth,tabbingDirection=1,activePosX,activeRow,activeCell,activeCellNode=null,currentEditor=null,serializedEditorValue,editController,rowsCache={},renderedRows=0,numVisibleRows,prevScrollTop=0,scrollTop=0,lastRenderedScrollTop=0,lastRenderedScrollLeft=0,prevScrollLeft=0,scrollLeft=0,selectionModel,selectedRows=[],plugins=[],cellCssClasses={},columnsById={},sortColumns=[],columnPosLeft=[],columnPosRight=[],pagingActive=!1,pagingIsLastPage=!1,scrollThrottle=ActionThrottle(render,50),h_editorLoader=null,h_render=null,h_postrender=null,h_postrenderCleanup=null,postProcessedRows={},postProcessToRow=null,postProcessFromRow=null,postProcessedCleanupQueue=[],postProcessgroupId=0,counter_rows_rendered=0,counter_rows_removed=0,rowNodeFromLastMouseWheelEvent,zombieRowNodeFromLastMouseWheelEvent,zombieRowCacheFromLastMouseWheelEvent,zombieRowPostProcessedFromLastMouseWheelEvent,cssShow={position:\"absolute\",visibility:\"hidden\",display:\"block\"},$hiddenParents,oldProps=[],columnResizeDragging=!1;function init(){if(($container=container instanceof $?container:$(container)).length<1)throw new Error(\"SlickGrid requires a valid container, \"+container+\" does not exist in the DOM.\");cacheCssForHiddenInit(),maxSupportedCssHeight=maxSupportedCssHeight||getMaxSupportedCssHeight(),options=$.extend({},defaults,options),validateAndEnforceOptions(),columnDefaults.width=options.defaultColumnWidth,columnsById={};for(var e=0;e<columns.length;e++){var t=columns[e]=$.extend({},columnDefaults,columns[e]);columnsById[t.id]=e,t.minWidth&&t.width<t.minWidth&&(t.width=t.minWidth),t.maxWidth&&t.width>t.maxWidth&&(t.width=t.maxWidth)}if(options.enableColumnReorder&&!$.fn.sortable)throw new Error(\"SlickGrid's 'enableColumnReorder = true' option requires jquery-ui.sortable module to be loaded\");editController={commitCurrentEdit:commitCurrentEdit,cancelCurrentEdit:cancelCurrentEdit},$container.empty().css(\"overflow\",\"hidden\").css(\"outline\",0).addClass(uid).addClass(\"ui-widget\"),/relative|absolute|fixed/.test($container.css(\"position\"))||$container.css(\"position\",\"relative\"),$focusSink=$(\"<div tabIndex='0' hideFocus style='position:fixed;width:0;height:0;top:0;left:0;outline:0;'></div>\").appendTo($container),options.createPreHeaderPanel&&($preHeaderPanelScroller=$(\"<div class='slick-preheader-panel ui-state-default' style='overflow:hidden;position:relative;' />\").appendTo($container),$preHeaderPanel=$(\"<div />\").appendTo($preHeaderPanelScroller),$preHeaderPanelSpacer=$(\"<div style='display:block;height:1px;position:absolute;top:0;left:0;'></div>\").appendTo($preHeaderPanelScroller),options.showPreHeaderPanel||$preHeaderPanelScroller.hide()),$headerScroller=$(\"<div class='slick-header ui-state-default' />\").appendTo($container),$headers=$(\"<div class='slick-header-columns' style='left:-1000px' />\").appendTo($headerScroller),$headerRowScroller=$(\"<div class='slick-headerrow ui-state-default' />\").appendTo($container),$headerRow=$(\"<div class='slick-headerrow-columns' />\").appendTo($headerRowScroller),$headerRowSpacer=$(\"<div style='display:block;height:1px;position:absolute;top:0;left:0;'></div>\").appendTo($headerRowScroller),$topPanelScroller=$(\"<div class='slick-top-panel-scroller ui-state-default' />\").appendTo($container),$topPanel=$(\"<div class='slick-top-panel' style='width:10000px' />\").appendTo($topPanelScroller),options.showTopPanel||$topPanelScroller.hide(),options.showHeaderRow||$headerRowScroller.hide(),($viewport=$(\"<div class='slick-viewport' style='width:100%;overflow:auto;outline:0;position:relative;;'>\").appendTo($container)).css(\"overflow-y\",options.alwaysShowVerticalScroll?\"scroll\":options.autoHeight?\"hidden\":\"auto\"),$viewport.css(\"overflow-x\",options.forceFitColumns?\"hidden\":\"auto\"),options.viewportClass&&$viewport.toggleClass(options.viewportClass,!0),$canvas=$(\"<div class='grid-canvas' />\").appendTo($viewport),scrollbarDimensions=scrollbarDimensions||measureScrollbar(),$preHeaderPanelSpacer&&$preHeaderPanelSpacer.css(\"width\",getCanvasWidth()+scrollbarDimensions.width+\"px\"),$headers.width(getHeadersWidth()),$headerRowSpacer.css(\"width\",getCanvasWidth()+scrollbarDimensions.width+\"px\"),options.createFooterRow&&($footerRowScroller=$(\"<div class='slick-footerrow ui-state-default' />\").appendTo($container),$footerRow=$(\"<div class='slick-footerrow-columns' />\").appendTo($footerRowScroller),$footerRowSpacer=$(\"<div style='display:block;height:1px;position:absolute;top:0;left:0;'></div>\").css(\"width\",getCanvasWidth()+scrollbarDimensions.width+\"px\").appendTo($footerRowScroller),options.showFooterRow||$footerRowScroller.hide()),$focusSink2=$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.on(\"selectstart.ui\",function(e){return $(e.target).is(\"input,textarea\")}),updateColumnCaches(),createColumnHeaders(),setupColumnSort(),createCssRules(),resizeCanvas(),bindAncestorScrollEvents(),$container.on(\"resize.slickgrid\",resizeCanvas),$viewport.on(\"scroll\",handleScroll),$headerScroller.on(\"contextmenu\",handleHeaderContextMenu).on(\"click\",handleHeaderClick).on(\"mouseenter\",\".slick-header-column\",handleHeaderMouseEnter).on(\"mouseleave\",\".slick-header-column\",handleHeaderMouseLeave),$headerRowScroller.on(\"scroll\",handleHeaderRowScroll),options.createFooterRow&&$footerRowScroller.on(\"scroll\",handleFooterRowScroll),options.createPreHeaderPanel&&$preHeaderPanelScroller.on(\"scroll\",handlePreHeaderPanelScroll),$focusSink.add($focusSink2).on(\"keydown\",handleKeyDown),$canvas.on(\"keydown\",handleKeyDown).on(\"click\",handleClick).on(\"dblclick\",handleDblClick).on(\"contextmenu\",handleContextMenu).on(\"draginit\",handleDragInit).on(\"dragstart\",{distance:3},handleDragStart).on(\"drag\",handleDrag).on(\"dragend\",handleDragEnd).on(\"mouseenter\",\".slick-cell\",handleMouseEnter).on(\"mouseleave\",\".slick-cell\",handleMouseLeave),navigator.userAgent.toLowerCase().match(/webkit/)&&navigator.userAgent.toLowerCase().match(/macintosh/)&&$canvas.on(\"mousewheel\",handleMouseWheel),restoreCssFromHiddenInit())}function cacheCssForHiddenInit(){($hiddenParents=$container.parents().addBack().not(\":visible\")).each(function(){var e={};for(var t in cssShow)e[t]=this.style[t],this.style[t]=cssShow[t];oldProps.push(e)})}function restoreCssFromHiddenInit(){$hiddenParents.each(function(e){var t=oldProps[e];for(var n in cssShow)this.style[n]=t[n]})}function registerPlugin(e){plugins.unshift(e),e.init(self)}function unregisterPlugin(e){for(var t=plugins.length;t>=0;t--)if(plugins[t]===e){plugins[t].destroy&&plugins[t].destroy(),plugins.splice(t,1);break}}function setSelectionModel(e){selectionModel&&(selectionModel.onSelectedRangesChanged.unsubscribe(handleSelectedRangesChanged),selectionModel.destroy&&selectionModel.destroy()),(selectionModel=e)&&(selectionModel.init(self),selectionModel.onSelectedRangesChanged.subscribe(handleSelectedRangesChanged))}function getSelectionModel(){return selectionModel}function getCanvasNode(){return $canvas[0]}function measureScrollbar(){var e=$('<div class=\"'+$viewport.className+'\" style=\"position:absolute; top:-10000px; left:-10000px; overflow:auto; width:100px; height:100px;\"></div>').appendTo($viewport),t=$('<div style=\"width:200px; height:200px; overflow:auto;\"></div>').appendTo(e),n={width:e[0].offsetWidth-e[0].clientWidth,height:e[0].offsetHeight-e[0].clientHeight};return t.remove(),e.remove(),n}function getColumnTotalWidth(e){for(var t=0,n=0,o=columns.length;n<o;n++){t+=columns[n].width}return e&&(t+=scrollbarDimensions.width),t}function getHeadersWidth(){var e=getColumnTotalWidth(!options.autoHeight);return Math.max(e,viewportW)+1e3}function getCanvasWidth(){for(var e=viewportHasVScroll?viewportW-scrollbarDimensions.width:viewportW,t=0,n=columns.length;n--;)t+=columns[n].width;return options.fullWidthRows?Math.max(t,e):t}function updateCanvasWidth(e){var t=canvasWidth;(canvasWidth=getCanvasWidth())!=t&&($canvas.width(canvasWidth),$headerRow.width(canvasWidth),options.createFooterRow&&$footerRow.width(canvasWidth),options.createPreHeaderPanel&&$preHeaderPanel.width(canvasWidth),$headers.width(getHeadersWidth()),viewportHasHScroll=canvasWidth>viewportW-scrollbarDimensions.width);var n=canvasWidth+(viewportHasVScroll?scrollbarDimensions.width:0);$headerRowSpacer.width(n),options.createFooterRow&&$footerRowSpacer.width(n),options.createPreHeaderPanel&&$preHeaderPanelSpacer.width(n),(canvasWidth!=t||e)&&applyColumnWidths()}function disableSelection(e){e&&e.jquery&&e.attr(\"unselectable\",\"on\").css(\"MozUserSelect\",\"none\").on(\"selectstart.ui\",function(){return!1})}function getMaxSupportedCssHeight(){for(var e=1e6,t=navigator.userAgent.toLowerCase().match(/firefox/)?6e6:1e9,n=$(\"<div style='display:none' />\").appendTo(document.body);;){var o=2*e;if(n.css(\"height\",o),o>t||n.height()!==o)break;e=o}return n.remove(),e}function getUID(){return uid}function getHeaderColumnWidthDiff(){return headerColumnWidthDiff}function getScrollbarDimensions(){return scrollbarDimensions}function bindAncestorScrollEvents(){for(var e=$canvas[0];(e=e.parentNode)!=document.body&&null!=e;)if(e==$viewport[0]||e.scrollWidth!=e.clientWidth||e.scrollHeight!=e.clientHeight){var t=$(e);$boundAncestors=$boundAncestors?$boundAncestors.add(t):t,t.on(\"scroll.\"+uid,handleActiveCellPositionChange)}}function unbindAncestorScrollEvents(){$boundAncestors&&($boundAncestors.off(\"scroll.\"+uid),$boundAncestors=null)}function updateColumnHeader(e,t,n){if(initialized){var o=getColumnIndex(e);if(null!=o){var r=columns[o],i=$headers.children().eq(o);i&&(void 0!==t&&(columns[o].name=t),void 0!==n&&(columns[o].toolTip=n),trigger(self.onBeforeHeaderCellDestroy,{node:i[0],column:r,grid:self}),i.attr(\"title\",n||\"\").children().eq(0).html(t),trigger(self.onHeaderCellRendered,{node:i[0],column:r,grid:self}))}}}function getHeader(){return $headers[0]}function getHeaderColumn(e){var t=\"number\"==typeof e?e:getColumnIndex(e),n=$headers.children().eq(t);return n&&n[0]}function getHeaderRow(){return $headerRow[0]}function getFooterRow(){return $footerRow[0]}function getPreHeaderPanel(){return $preHeaderPanel[0]}function getHeaderRowColumn(e){var t=\"number\"==typeof e?e:getColumnIndex(e),n=$headerRow.children().eq(t);return n&&n[0]}function getFooterRowColumn(e){var t=\"number\"==typeof e?e:getColumnIndex(e),n=$footerRow.children().eq(t);return n&&n[0]}function createColumnHeaders(){function e(){$(this).addClass(\"ui-state-hover\")}function t(){$(this).removeClass(\"ui-state-hover\")}$headers.find(\".slick-header-column\").each(function(){var e=$(this).data(\"column\");e&&trigger(self.onBeforeHeaderCellDestroy,{node:this,column:e,grid:self})}),$headers.empty(),$headers.width(getHeadersWidth()),$headerRow.find(\".slick-headerrow-column\").each(function(){var e=$(this).data(\"column\");e&&trigger(self.onBeforeHeaderRowCellDestroy,{node:this,column:e,grid:self})}),$headerRow.empty(),options.createFooterRow&&($footerRow.find(\".slick-footerrow-column\").each(function(){var e=$(this).data(\"column\");e&&trigger(self.onBeforeFooterRowCellDestroy,{node:this,column:e})}),$footerRow.empty());for(var n=0;n<columns.length;n++){var o=columns[n],r=$(\"<div class='ui-state-default slick-header-column' />\").html(\"<span class='slick-column-name'>\"+o.name+\"</span>\").width(o.width-headerColumnWidthDiff).attr(\"id\",\"\"+uid+o.id).attr(\"title\",o.toolTip||\"\").data(\"column\",o).addClass(o.headerCssClass||\"\").appendTo($headers);if((options.enableColumnReorder||o.sortable)&&r.on(\"mouseenter\",e).on(\"mouseleave\",t),o.sortable&&(r.addClass(\"slick-header-sortable\"),r.append(\"<span class='slick-sort-indicator\"+(options.numberedMultiColumnSort&&!options.sortColNumberInSeparateSpan?\" slick-sort-indicator-numbered\":\"\")+\"' />\"),options.numberedMultiColumnSort&&options.sortColNumberInSeparateSpan&&r.append(\"<span class='slick-sort-indicator-numbered' />\")),trigger(self.onHeaderCellRendered,{node:r[0],column:o,grid:self}),options.showHeaderRow){var i=$(\"<div class='ui-state-default slick-headerrow-column l\"+n+\" r\"+n+\"'></div>\").data(\"column\",o).appendTo($headerRow);trigger(self.onHeaderRowCellRendered,{node:i[0],column:o,grid:self})}if(options.createFooterRow&&options.showFooterRow){var l=$(\"<div class='ui-state-default slick-footerrow-column l\"+n+\" r\"+n+\"'></div>\").data(\"column\",o).appendTo($footerRow);trigger(self.onFooterRowCellRendered,{node:l[0],column:o})}}setSortColumns(sortColumns),setupColumnResize(),options.enableColumnReorder&&(\"function\"==typeof options.enableColumnReorder?options.enableColumnReorder(self,$headers,headerColumnWidthDiff,setColumns,setupColumnResize,columns,getColumnIndex,uid,trigger):setupColumnReorder())}function setupColumnSort(){$headers.click(function(e){if(!columnResizeDragging&&(e.metaKey=e.metaKey||e.ctrlKey,!$(e.target).hasClass(\"slick-resizable-handle\"))){var t=$(e.target).closest(\".slick-header-column\");if(t.length){var n=t.data(\"column\");if(n.sortable){if(!getEditorLock().commitCurrentEdit())return;for(var o=null,r=0;r<sortColumns.length;r++)if(sortColumns[r].columnId==n.id){(o=sortColumns[r]).sortAsc=!o.sortAsc;break}var i=!!o;options.tristateMultiColumnSort?(o||(o={columnId:n.id,sortAsc:n.defaultSortAsc}),i&&o.sortAsc&&(sortColumns.splice(r,1),o=null),options.multiColumnSort||(sortColumns=[]),!o||i&&options.multiColumnSort||sortColumns.push(o)):e.metaKey&&options.multiColumnSort?o&&sortColumns.splice(r,1):((e.shiftKey||e.metaKey)&&options.multiColumnSort||(sortColumns=[]),o?0==sortColumns.length&&sortColumns.push(o):(o={columnId:n.id,sortAsc:n.defaultSortAsc},sortColumns.push(o))),setSortColumns(sortColumns),options.multiColumnSort?trigger(self.onSort,{multiColumnSort:!0,sortCols:$.map(sortColumns,function(e){return{sortCol:columns[getColumnIndex(e.columnId)],sortAsc:e.sortAsc}})},e):trigger(self.onSort,{multiColumnSort:!1,sortCol:sortColumns.length>0?n:null,sortAsc:!(sortColumns.length>0)||sortColumns[0].sortAsc},e)}}}})}function setupColumnReorder(){$headers.filter(\":ui-sortable\").sortable(\"destroy\"),$headers.sortable({containment:\"parent\",distance:3,axis:\"x\",cursor:\"default\",tolerance:\"intersection\",helper:\"clone\",placeholder:\"slick-sortable-placeholder ui-state-default slick-header-column\",start:function(e,t){t.placeholder.width(t.helper.outerWidth()-headerColumnWidthDiff),$(t.helper).addClass(\"slick-header-column-active\")},beforeStop:function(e,t){$(t.helper).removeClass(\"slick-header-column-active\")},stop:function(e){if(getEditorLock().commitCurrentEdit()){for(var t=$headers.sortable(\"toArray\"),n=[],o=0;o<t.length;o++)n.push(columns[getColumnIndex(t[o].replace(uid,\"\"))]);setColumns(n),trigger(self.onColumnsReordered,{}),e.stopPropagation(),setupColumnResize()}else $(this).sortable(\"cancel\")}})}function setupColumnResize(){var e,t,n,o,r,i,l,a;(o=$headers.children()).find(\".slick-resizable-handle\").remove(),o.each(function(e,t){e>=columns.length||columns[e].resizable&&(void 0===l&&(l=e),a=e)}),void 0!==l&&o.each(function(s,c){s>=columns.length||s<l||options.forceFitColumns&&s>=a||($(c),$(\"<div class='slick-resizable-handle' />\").appendTo(c).on(\"dragstart\",function(l,a){if(!getEditorLock().commitCurrentEdit())return!1;n=l.pageX,$(this).parent().addClass(\"slick-header-column-active\");var c=null,u=null;if(o.each(function(e,t){e>=columns.length||(columns[e].previousWidth=$(t).outerWidth())}),options.forceFitColumns)for(c=0,u=0,e=s+1;e<columns.length;e++)(t=columns[e]).resizable&&(null!==u&&(t.maxWidth?u+=t.maxWidth-t.previousWidth:u=null),c+=t.previousWidth-Math.max(t.minWidth||0,absoluteColumnMinWidth));var d=0,p=0;for(e=0;e<=s;e++)(t=columns[e]).resizable&&(null!==p&&(t.maxWidth?p+=t.maxWidth-t.previousWidth:p=null),d+=t.previousWidth-Math.max(t.minWidth||0,absoluteColumnMinWidth));null===c&&(c=1e5),null===d&&(d=1e5),null===u&&(u=1e5),null===p&&(p=1e5),i=n+Math.min(c,p),r=n-Math.min(d,u)}).on(\"drag\",function(o,l){columnResizeDragging=!0;var a,c,u=Math.min(i,Math.max(r,o.pageX))-n;if(u<0){for(c=u,e=s;e>=0;e--)(t=columns[e]).resizable&&(a=Math.max(t.minWidth||0,absoluteColumnMinWidth),c&&t.previousWidth+c<a?(c+=t.previousWidth-a,t.width=a):(t.width=t.previousWidth+c,c=0));if(options.forceFitColumns)for(c=-u,e=s+1;e<columns.length;e++)(t=columns[e]).resizable&&(c&&t.maxWidth&&t.maxWidth-t.previousWidth<c?(c-=t.maxWidth-t.previousWidth,t.width=t.maxWidth):(t.width=t.previousWidth+c,c=0))}else{for(c=u,e=s;e>=0;e--)(t=columns[e]).resizable&&(c&&t.maxWidth&&t.maxWidth-t.previousWidth<c?(c-=t.maxWidth-t.previousWidth,t.width=t.maxWidth):(t.width=t.previousWidth+c,c=0));if(options.forceFitColumns)for(c=-u,e=s+1;e<columns.length;e++)(t=columns[e]).resizable&&(a=Math.max(t.minWidth||0,absoluteColumnMinWidth),c&&t.previousWidth+c<a?(c+=t.previousWidth-a,t.width=a):(t.width=t.previousWidth+c,c=0))}applyColumnHeaderWidths(),options.syncColumnCellResize&&applyColumnWidths()}).on(\"dragend\",function(n,r){var i;for($(this).parent().removeClass(\"slick-header-column-active\"),e=0;e<columns.length;e++)t=columns[e],i=$(o[e]).outerWidth(),t.previousWidth!==i&&t.rerenderOnResize&&invalidateAllRows();updateCanvasWidth(!0),render(),trigger(self.onColumnsResized,{}),setTimeout(function(){columnResizeDragging=!1},300)}))})}function getVBoxDelta(e){var t=0;return $.each([\"borderTopWidth\",\"borderBottomWidth\",\"paddingTop\",\"paddingBottom\"],function(n,o){t+=parseFloat(e.css(o))||0}),t}function measureCellPaddingAndBorder(){var e,t=[\"borderLeftWidth\",\"borderRightWidth\",\"paddingLeft\",\"paddingRight\"],n=[\"borderTopWidth\",\"borderBottomWidth\",\"paddingTop\",\"paddingBottom\"],o=$.fn.jquery.split(\".\");jQueryNewWidthBehaviour=1==o[0]&&o[1]>=8||o[0]>=2,e=$(\"<div class='ui-state-default slick-header-column' style='visibility:hidden'>-</div>\").appendTo($headers),headerColumnWidthDiff=headerColumnHeightDiff=0,\"border-box\"!=e.css(\"box-sizing\")&&\"border-box\"!=e.css(\"-moz-box-sizing\")&&\"border-box\"!=e.css(\"-webkit-box-sizing\")&&($.each(t,function(t,n){headerColumnWidthDiff+=parseFloat(e.css(n))||0}),$.each(n,function(t,n){headerColumnHeightDiff+=parseFloat(e.css(n))||0})),e.remove();var r=$(\"<div class='slick-row' />\").appendTo($canvas);e=$(\"<div class='slick-cell' id='' style='visibility:hidden'>-</div>\").appendTo(r),cellWidthDiff=cellHeightDiff=0,\"border-box\"!=e.css(\"box-sizing\")&&\"border-box\"!=e.css(\"-moz-box-sizing\")&&\"border-box\"!=e.css(\"-webkit-box-sizing\")&&($.each(t,function(t,n){cellWidthDiff+=parseFloat(e.css(n))||0}),$.each(n,function(t,n){cellHeightDiff+=parseFloat(e.css(n))||0})),r.remove(),absoluteColumnMinWidth=Math.max(headerColumnWidthDiff,cellWidthDiff)}function createCssRules(){$style=$(\"<style type='text/css' rel='stylesheet' />\").appendTo($(\"head\"));for(var e=options.rowHeight-cellHeightDiff,t=[\".\"+uid+\" .slick-header-column { left: 1000px; }\",\".\"+uid+\" .slick-top-panel { height:\"+options.topPanelHeight+\"px; }\",\".\"+uid+\" .slick-preheader-panel { height:\"+options.preHeaderPanelHeight+\"px; }\",\".\"+uid+\" .slick-headerrow-columns { height:\"+options.headerRowHeight+\"px; }\",\".\"+uid+\" .slick-footerrow-columns { height:\"+options.footerRowHeight+\"px; }\",\".\"+uid+\" .slick-cell { height:\"+e+\"px; }\",\".\"+uid+\" .slick-row { height:\"+options.rowHeight+\"px; }\"],n=0;n<columns.length;n++)t.push(\".\"+uid+\" .l\"+n+\" { }\"),t.push(\".\"+uid+\" .r\"+n+\" { }\");$style[0].styleSheet?$style[0].styleSheet.cssText=t.join(\" \"):$style[0].appendChild(document.createTextNode(t.join(\" \")))}function getColumnCssRules(e){var t;if(!stylesheet){var n=document.styleSheets;for(t=0;t<n.length;t++)if((n[t].ownerNode||n[t].owningElement)==$style[0]){stylesheet=n[t];break}if(!stylesheet)throw new Error(\"Cannot find stylesheet.\");columnCssRulesL=[],columnCssRulesR=[];var o,r,i=stylesheet.cssRules||stylesheet.rules;for(t=0;t<i.length;t++){var l=i[t].selectorText;(o=/\\.l\\d+/.exec(l))?(r=parseInt(o[0].substr(2,o[0].length-2),10),columnCssRulesL[r]=i[t]):(o=/\\.r\\d+/.exec(l))&&(r=parseInt(o[0].substr(2,o[0].length-2),10),columnCssRulesR[r]=i[t])}}return{left:columnCssRulesL[e],right:columnCssRulesR[e]}}function removeCssRules(){$style.remove(),stylesheet=null}function destroy(){getEditorLock().cancelCurrentEdit(),trigger(self.onBeforeDestroy,{});for(var e=plugins.length;e--;)unregisterPlugin(plugins[e]);options.enableColumnReorder&&$headers.filter(\":ui-sortable\").sortable(\"destroy\"),unbindAncestorScrollEvents(),$container.off(\".slickgrid\"),removeCssRules(),$canvas.off(\"draginit dragstart dragend drag\"),$container.empty().removeClass(uid)}function trigger(e,t,n){return n=n||new Slick.EventData,(t=t||{}).grid=self,e.notify(t,n,self)}function getEditorLock(){return options.editorLock}function getEditController(){return editController}function getColumnIndex(e){return columnsById[e]}function autosizeColumns(){var e,t,n,o=[],r=0,i=0,l=viewportHasVScroll?viewportW-scrollbarDimensions.width:viewportW;for(e=0;e<columns.length;e++)t=columns[e],o.push(t.width),i+=t.width,t.resizable&&(r+=t.width-Math.max(t.minWidth,absoluteColumnMinWidth));for(n=i;i>l&&r;){var a=(i-l)/r;for(e=0;e<columns.length&&i>l;e++){t=columns[e];var s=o[e];if(!(!t.resizable||s<=t.minWidth||s<=absoluteColumnMinWidth)){var c=Math.max(t.minWidth,absoluteColumnMinWidth),u=Math.floor(a*(s-c))||1;i-=u=Math.min(u,s-c),r-=u,o[e]-=u}}if(n<=i)break;n=i}for(n=i;i<l;){var d=l/i;for(e=0;e<columns.length&&i<l;e++){t=columns[e];var p,f=o[e];i+=p=!t.resizable||t.maxWidth<=f?0:Math.min(Math.floor(d*f)-f,t.maxWidth-f||1e6)||1,o[e]+=i<=l?p:0}if(n>=i)break;n=i}var h=!1;for(e=0;e<columns.length;e++)columns[e].rerenderOnResize&&columns[e].width!=o[e]&&(h=!0),columns[e].width=o[e];applyColumnHeaderWidths(),updateCanvasWidth(!0),trigger(self.onAutosizeColumns,{columns:columns}),h&&(invalidateAllRows(),render())}function applyColumnHeaderWidths(){if(initialized){for(var e,t=0,n=$headers.children(),o=columns.length;t<o;t++)e=$(n[t]),jQueryNewWidthBehaviour?e.outerWidth()!==columns[t].width&&e.outerWidth(columns[t].width):e.width()!==columns[t].width-headerColumnWidthDiff&&e.width(columns[t].width-headerColumnWidthDiff);updateColumnCaches()}}function applyColumnWidths(){for(var e,t,n=0,o=0;o<columns.length;o++)e=columns[o].width,(t=getColumnCssRules(o)).left.style.left=n+\"px\",t.right.style.right=canvasWidth-n-e+\"px\",n+=columns[o].width}function setSortColumn(e,t){setSortColumns([{columnId:e,sortAsc:t}])}function setSortColumns(e){sortColumns=e;var t=options.numberedMultiColumnSort&&sortColumns.length>1,n=$headers.children();n.removeClass(\"slick-header-column-sorted\").find(\".slick-sort-indicator\").removeClass(\"slick-sort-indicator-asc slick-sort-indicator-desc\"),n.find(\".slick-sort-indicator-numbered\").text(\"\"),$.each(sortColumns,function(e,o){null==o.sortAsc&&(o.sortAsc=!0);var r=getColumnIndex(o.columnId);null!=r&&(n.eq(r).addClass(\"slick-header-column-sorted\").find(\".slick-sort-indicator\").addClass(o.sortAsc?\"slick-sort-indicator-asc\":\"slick-sort-indicator-desc\"),t&&n.eq(r).find(\".slick-sort-indicator-numbered\").text(e+1))})}function getSortColumns(){return sortColumns}function handleSelectedRangesChanged(e,t){selectedRows=[];for(var n={},o=0;o<t.length;o++)for(var r=t[o].fromRow;r<=t[o].toRow;r++){n[r]||(selectedRows.push(r),n[r]={});for(var i=t[o].fromCell;i<=t[o].toCell;i++)canCellBeSelected(r,i)&&(n[r][columns[i].id]=options.selectedCellCssClass)}setCellCssStyles(options.selectedCellCssClass,n),trigger(self.onSelectedRowsChanged,{rows:getSelectedRows()},e)}function getColumns(){return columns}function updateColumnCaches(){columnPosLeft=[],columnPosRight=[];for(var e=0,t=0,n=columns.length;t<n;t++)columnPosLeft[t]=e,columnPosRight[t]=e+columns[t].width,e+=columns[t].width}function setColumns(e){columns=e,columnsById={};for(var t=0;t<columns.length;t++){var n=columns[t]=$.extend({},columnDefaults,columns[t]);columnsById[n.id]=t,n.minWidth&&n.width<n.minWidth&&(n.width=n.minWidth),n.maxWidth&&n.width>n.maxWidth&&(n.width=n.maxWidth)}updateColumnCaches(),initialized&&(invalidateAllRows(),createColumnHeaders(),removeCssRules(),createCssRules(),resizeCanvas(),applyColumnWidths(),handleScroll())}function getOptions(){return options}function setOptions(e,t){getEditorLock().commitCurrentEdit()&&(makeActiveCellNormal(),options.enableAddRow!==e.enableAddRow&&invalidateRow(getDataLength()),options=$.extend(options,e),validateAndEnforceOptions(),$viewport.css(\"overflow-y\",options.autoHeight?\"hidden\":\"auto\"),t||render())}function validateAndEnforceOptions(){options.autoHeight&&(options.leaveSpaceForNewRows=!1)}function setData(e,t){data=e,invalidateAllRows(),updateRowCount(),t&&scrollTo(0)}function getData(){return data}function getDataLength(){return data.getLength?data.getLength():data.length}function getDataLengthIncludingAddNew(){return getDataLength()+(options.enableAddRow&&(!pagingActive||pagingIsLastPage)?1:0)}function getDataItem(e){return data.getItem?data.getItem(e):data[e]}function getTopPanel(){return $topPanel[0]}function setTopPanelVisibility(e){options.showTopPanel!=e&&(options.showTopPanel=e,e?$topPanelScroller.slideDown(\"fast\",resizeCanvas):$topPanelScroller.slideUp(\"fast\",resizeCanvas))}function setHeaderRowVisibility(e){options.showHeaderRow!=e&&(options.showHeaderRow=e,e?$headerRowScroller.slideDown(\"fast\",resizeCanvas):$headerRowScroller.slideUp(\"fast\",resizeCanvas))}function setFooterRowVisibility(e){options.showFooterRow!=e&&(options.showFooterRow=e,e?$footerRowScroller.slideDown(\"fast\",resizeCanvas):$footerRowScroller.slideUp(\"fast\",resizeCanvas))}function setPreHeaderPanelVisibility(e){options.showPreHeaderPanel!=e&&(options.showPreHeaderPanel=e,e?$preHeaderPanelScroller.slideDown(\"fast\",resizeCanvas):$preHeaderPanelScroller.slideUp(\"fast\",resizeCanvas))}function getContainerNode(){return $container.get(0)}function getRowTop(e){return options.rowHeight*e-offset}function getRowFromPosition(e){return Math.floor((e+offset)/options.rowHeight)}function scrollTo(e){e=Math.max(e,0),e=Math.min(e,th-viewportH+(viewportHasHScroll?scrollbarDimensions.height:0));var t=offset;page=Math.min(n-1,Math.floor(e/ph));var o=e-(offset=Math.round(page*cj));offset!=t&&(cleanupRows(getVisibleRange(o)),updateRowPositions());prevScrollTop!=o&&(vScrollDir=prevScrollTop+t<o+offset?1:-1,$viewport[0].scrollTop=lastRenderedScrollTop=scrollTop=prevScrollTop=o,trigger(self.onViewportChanged,{}))}function defaultFormatter(e,t,n,o,r,i){return null==n?\"\":(n+\"\").replace(/&/g,\"&amp;\").replace(/</g,\"&lt;\").replace(/>/g,\"&gt;\")}function getFormatter(e,t){var n=data.getItemMetadata&&data.getItemMetadata(e),o=n&&n.columns&&(n.columns[t.id]||n.columns[getColumnIndex(t.id)]);return o&&o.formatter||n&&n.formatter||t.formatter||options.formatterFactory&&options.formatterFactory.getFormatter(t)||options.defaultFormatter}function getEditor(e,t){var n=columns[t],o=data.getItemMetadata&&data.getItemMetadata(e),r=o&&o.columns;return r&&r[n.id]&&void 0!==r[n.id].editor?r[n.id].editor:r&&r[t]&&void 0!==r[t].editor?r[t].editor:n.editor||options.editorFactory&&options.editorFactory.getEditor(n)}function getDataItemValueForColumn(e,t){return options.dataItemColumnValueExtractor?options.dataItemColumnValueExtractor(e,t):e[t.field]}function appendRowHtml(e,t,n,o){var r=getDataItem(t),i=\"slick-row\"+(t<o&&!r?\" loading\":\"\")+(t===activeRow&&options.showCellSelection?\" active\":\"\")+(t%2==1?\" odd\":\" even\");r||(i+=\" \"+options.addNewRowCssClass);var l,a,s=data.getItemMetadata&&data.getItemMetadata(t);s&&s.cssClasses&&(i+=\" \"+s.cssClasses),e.push(\"<div class='ui-widget-content \"+i+\"' style='top:\"+getRowTop(t)+\"px'>\");for(var c=0,u=columns.length;c<u;c++){if(a=columns[c],l=1,s&&s.columns){var d=s.columns[a.id]||s.columns[c];\"*\"===(l=d&&d.colspan||1)&&(l=u-c)}if(columnPosRight[Math.min(u-1,c+l-1)]>n.leftPx){if(columnPosLeft[c]>n.rightPx)break;appendCellHtml(e,t,c,l,r)}l>1&&(c+=l-1)}e.push(\"</div>\")}function appendCellHtml(e,t,n,o,r){var i=columns[n],l=\"slick-cell l\"+n+\" r\"+Math.min(columns.length-1,n+o-1)+(i.cssClass?\" \"+i.cssClass:\"\");for(var a in t===activeRow&&n===activeCell&&options.showCellSelection&&(l+=\" active\"),cellCssClasses)cellCssClasses[a][t]&&cellCssClasses[a][t][i.id]&&(l+=\" \"+cellCssClasses[a][t][i.id]);var s=null,c=\"\";r&&(s=getDataItemValueForColumn(r,i),null==(c=getFormatter(t,i)(t,n,s,i,r,self))&&(c=\"\"));var u=trigger(self.onBeforeAppendCell,{row:t,cell:n,value:s,dataContext:r})||\"\";u+=c&&c.addClasses?(u?\" \":\"\")+c.addClasses:\"\",e.push(\"<div class='\"+l+(u?\" \"+u:\"\")+\"'>\"),r&&e.push(\"[object Object]\"!==Object.prototype.toString.call(c)?c:c.text),e.push(\"</div>\"),rowsCache[t].cellRenderQueue.push(n),rowsCache[t].cellColSpans[n]=o}function cleanupRows(e){for(var t in rowsCache)(t=parseInt(t,10))!==activeRow&&(t<e.top||t>e.bottom)&&removeRowFromCache(t);options.enableAsyncPostRenderCleanup&&startPostProcessingCleanup()}function invalidate(){updateRowCount(),invalidateAllRows(),render()}function invalidateAllRows(){for(var e in currentEditor&&makeActiveCellNormal(),rowsCache)removeRowFromCache(e);options.enableAsyncPostRenderCleanup&&startPostProcessingCleanup()}function queuePostProcessedRowForCleanup(e,t,n){for(var o in postProcessgroupId++,t)t.hasOwnProperty(o)&&postProcessedCleanupQueue.push({actionType:\"C\",groupId:postProcessgroupId,node:e.cellNodesByColumnIdx[0|o],columnIdx:0|o,rowIdx:n});postProcessedCleanupQueue.push({actionType:\"R\",groupId:postProcessgroupId,node:e.rowNode}),$(e.rowNode).detach()}function queuePostProcessedCellForCleanup(e,t,n){postProcessedCleanupQueue.push({actionType:\"C\",groupId:postProcessgroupId,node:e,columnIdx:t,rowIdx:n}),$(e).detach()}function removeRowFromCache(e){var t=rowsCache[e];t&&(t.rowNode&&(rowNodeFromLastMouseWheelEvent===t.rowNode?(t.rowNode.style.display=\"none\",zombieRowNodeFromLastMouseWheelEvent=rowNodeFromLastMouseWheelEvent,zombieRowCacheFromLastMouseWheelEvent=t,zombieRowPostProcessedFromLastMouseWheelEvent=postProcessedRows[e]):options.enableAsyncPostRenderCleanup&&postProcessedRows[e]?queuePostProcessedRowForCleanup(t,postProcessedRows[e],e):$canvas[0].removeChild(t.rowNode)),delete rowsCache[e],delete postProcessedRows[e],renderedRows--,counter_rows_removed++)}function invalidateRows(e){var t,n;if(e&&e.length){for(vScrollDir=0,n=e.length,t=0;t<n;t++)currentEditor&&activeRow===e[t]&&makeActiveCellNormal(),rowsCache[e[t]]&&removeRowFromCache(e[t]);options.enableAsyncPostRenderCleanup&&startPostProcessingCleanup()}}function invalidateRow(e){(e||0===e)&&invalidateRows([e])}function applyFormatResultToCellNode(e,t,n){null==e&&(e=\"\"),\"[object Object]\"===Object.prototype.toString.call(e)?(t.innerHTML=e.text,e.removeClasses&&!n&&$(t).removeClass(e.removeClasses),e.addClasses&&$(t).addClass(e.addClasses)):t.innerHTML=e}function updateCell(e,t){var n=getCellNode(e,t);if(n){var o=columns[t],r=getDataItem(e);if(currentEditor&&activeRow===e&&activeCell===t)currentEditor.loadValue(r);else applyFormatResultToCellNode(r?getFormatter(e,o)(e,t,getDataItemValueForColumn(r,o),o,r,self):\"\",n),invalidatePostProcessingResults(e)}}function updateRow(e){var t=rowsCache[e];if(t){ensureCellNodesInRowsCache(e);var n=getDataItem(e);for(var o in t.cellNodesByColumnIdx)if(t.cellNodesByColumnIdx.hasOwnProperty(o)){var r=columns[o|=0],i=t.cellNodesByColumnIdx[o];e===activeRow&&o===activeCell&&currentEditor?currentEditor.loadValue(n):n?applyFormatResultToCellNode(getFormatter(e,r)(e,o,getDataItemValueForColumn(n,r),r,n,self),i):i.innerHTML=\"\"}invalidatePostProcessingResults(e)}}function getViewportHeight(){return parseFloat($.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)-(options.createFooterRow&&options.showFooterRow?options.footerRowHeight+getVBoxDelta($footerRowScroller):0)-(options.createPreHeaderPanel&&options.showPreHeaderPanel?options.preHeaderPanelHeight+getVBoxDelta($preHeaderPanelScroller):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||$viewport.height(viewportH),scrollbarDimensions&&scrollbarDimensions.width||(scrollbarDimensions=measureScrollbar()),options.forceFitColumns&&autosizeColumns(),updateRowCount(),handleScroll(),lastRenderedScrollLeft=-1,render())}function updatePagingStatusFromView(e){pagingActive=0!==e.pageSize,pagingIsLastPage=e.pageNum==e.totalPages-1}function updateRowCount(){if(initialized){var e=getDataLength(),t=getDataLengthIncludingAddNew()+(options.leaveSpaceForNewRows?numVisibleRows-1:0),o=viewportHasVScroll;viewportHasVScroll=options.alwaysShowVerticalScroll||!options.autoHeight&&t*options.rowHeight>viewportH,viewportHasHScroll=canvasWidth>viewportW-scrollbarDimensions.width,makeActiveCellNormal();var r=e-1;for(var i in rowsCache)i>r&&removeRowFromCache(i);options.enableAsyncPostRenderCleanup&&startPostProcessingCleanup(),activeCellNode&&activeRow>r&&resetActiveCell();var l=h;(th=Math.max(options.rowHeight*t,viewportH-scrollbarDimensions.height))<maxSupportedCssHeight?(h=ph=th,n=1,cj=0):(ph=(h=maxSupportedCssHeight)/100,n=Math.floor(th/ph),cj=(th-h)/(n-1)),h!==l&&($canvas.css(\"height\",h),scrollTop=$viewport[0].scrollTop);var a=scrollTop+offset<=th-viewportH;0==th||0==scrollTop?page=offset=0:scrollTo(a?scrollTop+offset:th-viewportH),h!=l&&options.autoHeight&&resizeCanvas(),options.forceFitColumns&&o!=viewportHasVScroll&&autosizeColumns(),updateCanvasWidth(!1)}}function getVisibleRange(e,t){return null==e&&(e=scrollTop),null==t&&(t=scrollLeft),{top:getRowFromPosition(e),bottom:getRowFromPosition(e+viewportH)+1,leftPx:t,rightPx:t+viewportW}}function getRenderedRange(e,t){var n=getVisibleRange(e,t),o=Math.round(viewportH/options.rowHeight),r=options.minRowBuffer;return-1==vScrollDir?(n.top-=o,n.bottom+=r):1==vScrollDir?(n.top-=r,n.bottom+=o):(n.top-=r,n.bottom+=r),n.top=Math.max(0,n.top),n.bottom=Math.min(getDataLengthIncludingAddNew()-1,n.bottom),n.leftPx-=viewportW,n.rightPx+=viewportW,n.leftPx=Math.max(0,n.leftPx),n.rightPx=Math.min(canvasWidth,n.rightPx),n}function ensureCellNodesInRowsCache(e){var t=rowsCache[e];if(t&&t.cellRenderQueue.length)for(var n=t.rowNode.lastChild;t.cellRenderQueue.length;){var o=t.cellRenderQueue.pop();t.cellNodesByColumnIdx[o]=n,n=n.previousSibling}}function cleanUpCells(e,t){var n,o,r=rowsCache[t],i=[];for(var l in r.cellNodesByColumnIdx)if(r.cellNodesByColumnIdx.hasOwnProperty(l)){l|=0;var a=r.cellColSpans[l];(columnPosLeft[l]>e.rightPx||columnPosRight[Math.min(columns.length-1,l+a-1)]<e.leftPx)&&(t==activeRow&&l==activeCell||i.push(l))}for(postProcessgroupId++;null!=(n=i.pop());)o=r.cellNodesByColumnIdx[n],options.enableAsyncPostRenderCleanup&&postProcessedRows[t]&&postProcessedRows[t][n]?queuePostProcessedCellForCleanup(o,n,t):r.rowNode.removeChild(o),delete r.cellColSpans[n],delete r.cellNodesByColumnIdx[n],postProcessedRows[t]&&delete postProcessedRows[t][n],0}function cleanUpAndRenderCells(e){for(var t,n,o,r=[],i=[],l=e.top,a=e.bottom;l<=a;l++)if(t=rowsCache[l]){ensureCellNodesInRowsCache(l),cleanUpCells(e,l),n=0;var s=data.getItemMetadata&&data.getItemMetadata(l);s=s&&s.columns;for(var c=getDataItem(l),u=0,d=columns.length;u<d&&!(columnPosLeft[u]>e.rightPx);u++)if(null==(o=t.cellColSpans[u])){if(o=1,s){var p=s[columns[u].id]||s[u];\"*\"===(o=p&&p.colspan||1)&&(o=d-u)}columnPosRight[Math.min(d-1,u+o-1)]>e.leftPx&&(appendCellHtml(r,l,u,o,c),n++),u+=o>1?o-1:0}else u+=o>1?o-1:0;n&&(n,i.push(l))}if(r.length){var f,h,g=document.createElement(\"div\");for(g.innerHTML=r.join(\"\");null!=(f=i.pop());){var m;for(t=rowsCache[f];null!=(m=t.cellRenderQueue.pop());)h=g.lastChild,t.rowNode.appendChild(h),t.cellNodesByColumnIdx[m]=h}}}function renderRows(e){for(var t=$canvas[0],n=[],o=[],r=!1,i=getDataLength(),l=e.top,a=e.bottom;l<=a;l++)rowsCache[l]||(renderedRows++,o.push(l),rowsCache[l]={rowNode:null,cellColSpans:[],cellNodesByColumnIdx:[],cellRenderQueue:[]},appendRowHtml(n,l,e,i),activeCellNode&&activeRow===l&&(r=!0),counter_rows_rendered++);if(o.length){var s=document.createElement(\"div\");s.innerHTML=n.join(\"\");for(l=0,a=o.length;l<a;l++)rowsCache[o[l]].rowNode=t.appendChild(s.firstChild);r&&(activeCellNode=getCellNode(activeRow,activeCell))}}function startPostProcessing(){options.enableAsyncPostRender&&(clearTimeout(h_postrender),h_postrender=setTimeout(asyncPostProcessRows,options.asyncPostRenderDelay))}function startPostProcessingCleanup(){options.enableAsyncPostRenderCleanup&&(clearTimeout(h_postrenderCleanup),h_postrenderCleanup=setTimeout(asyncPostProcessCleanupRows,options.asyncPostRenderCleanupDelay))}function invalidatePostProcessingResults(e){for(var t in postProcessedRows[e])postProcessedRows[e].hasOwnProperty(t)&&(postProcessedRows[e][t]=\"C\");postProcessFromRow=Math.min(postProcessFromRow,e),postProcessToRow=Math.max(postProcessToRow,e),startPostProcessing()}function updateRowPositions(){for(var e in rowsCache)rowsCache[e].rowNode.style.top=getRowTop(e)+\"px\"}function render(){if(initialized){scrollThrottle.dequeue();var e=getVisibleRange(),t=getRenderedRange();cleanupRows(t),lastRenderedScrollLeft!=scrollLeft&&cleanUpAndRenderCells(t),renderRows(t),postProcessFromRow=e.top,postProcessToRow=Math.min(getDataLengthIncludingAddNew()-1,e.bottom),startPostProcessing(),lastRenderedScrollTop=scrollTop,lastRenderedScrollLeft=scrollLeft,h_render=null,trigger(self.onRendered,{startRow:e.top,endRow:e.bottom,grid:self})}}function handleHeaderScroll(){handleElementScroll($headerScroller[0])}function handleHeaderRowScroll(){handleElementScroll($headerRowScroller[0])}function handleFooterRowScroll(){handleElementScroll($footerRowScroller[0])}function handlePreHeaderPanelScroll(){handleElementScroll($preHeaderPanelScroller[0])}function handleElementScroll(e){var t=e.scrollLeft;t!=$viewport[0].scrollLeft&&($viewport[0].scrollLeft=t)}function handleScroll(){scrollTop=$viewport[0].scrollTop,scrollLeft=$viewport[0].scrollLeft;var e=Math.abs(scrollTop-prevScrollTop),t=Math.abs(scrollLeft-prevScrollLeft);if(t&&(prevScrollLeft=scrollLeft,$headerScroller[0].scrollLeft=scrollLeft,$topPanelScroller[0].scrollLeft=scrollLeft,$headerRowScroller[0].scrollLeft=scrollLeft,options.createFooterRow&&($footerRowScroller[0].scrollLeft=scrollLeft),options.createPreHeaderPanel&&($preHeaderPanelScroller[0].scrollLeft=scrollLeft)),e)if(vScrollDir=prevScrollTop<scrollTop?1:-1,prevScrollTop=scrollTop,e<viewportH)scrollTo(scrollTop+offset);else{var o=offset;page=h==viewportH?0:Math.min(n-1,Math.floor(scrollTop*((th-viewportH)/(h-viewportH))*(1/ph))),o!=(offset=Math.round(page*cj))&&invalidateAllRows()}if(t||e){var r=Math.abs(lastRenderedScrollLeft-scrollLeft),i=Math.abs(lastRenderedScrollTop-scrollTop);(r>20||i>20)&&(options.forceSyncScrolling||i<viewportH&&r<viewportW?render():scrollThrottle.enqueue(),trigger(self.onViewportChanged,{}))}trigger(self.onScroll,{scrollLeft:scrollLeft,scrollTop:scrollTop})}function ActionThrottle(e,t){var n=!1,o=!1;function r(){o=!1}function i(){n=!0,setTimeout(l,t),e()}function l(){o?(r(),i()):n=!1}return{enqueue:function(){n?o=!0:i()},dequeue:r}}function asyncPostProcessRows(){for(var e=getDataLength();postProcessFromRow<=postProcessToRow;){var t=vScrollDir>=0?postProcessFromRow++:postProcessToRow--,n=rowsCache[t];if(n&&!(t>=e)){for(var o in postProcessedRows[t]||(postProcessedRows[t]={}),ensureCellNodesInRowsCache(t),n.cellNodesByColumnIdx)if(n.cellNodesByColumnIdx.hasOwnProperty(o)){var r=columns[o|=0],i=postProcessedRows[t][o];if(r.asyncPostRender&&\"R\"!==i){var l=n.cellNodesByColumnIdx[o];l&&r.asyncPostRender(l,t,getDataItem(t),r,\"C\"===i),postProcessedRows[t][o]=\"R\"}}return void(h_postrender=setTimeout(asyncPostProcessRows,options.asyncPostRenderDelay))}}}function asyncPostProcessCleanupRows(){if(postProcessedCleanupQueue.length>0){for(var e=postProcessedCleanupQueue[0].groupId;postProcessedCleanupQueue.length>0&&postProcessedCleanupQueue[0].groupId==e;){var t=postProcessedCleanupQueue.shift();if(\"R\"==t.actionType&&$(t.node).remove(),\"C\"==t.actionType){var n=columns[t.columnIdx];n.asyncPostRenderCleanup&&t.node&&n.asyncPostRenderCleanup(t.node,t.rowIdx,n)}}h_postrenderCleanup=setTimeout(asyncPostProcessCleanupRows,options.asyncPostRenderCleanupDelay)}}function updateCellCssStylesOnRenderedRows(e,t){var n,o,r,i;for(var l in rowsCache){if(i=t&&t[l],r=e&&e[l],i)for(o in i)r&&i[o]==r[o]||(n=getCellNode(l,getColumnIndex(o)))&&$(n).removeClass(i[o]);if(r)for(o in r)i&&i[o]==r[o]||(n=getCellNode(l,getColumnIndex(o)))&&$(n).addClass(r[o])}}function addCellCssStyles(e,t){if(cellCssClasses[e])throw new Error(\"addCellCssStyles: cell CSS hash with key '\"+e+\"' already exists.\");cellCssClasses[e]=t,updateCellCssStylesOnRenderedRows(t,null),trigger(self.onCellCssStylesChanged,{key:e,hash:t,grid:self})}function removeCellCssStyles(e){cellCssClasses[e]&&(updateCellCssStylesOnRenderedRows(null,cellCssClasses[e]),delete cellCssClasses[e],trigger(self.onCellCssStylesChanged,{key:e,hash:null,grid:self}))}function setCellCssStyles(e,t){var n=cellCssClasses[e];cellCssClasses[e]=t,updateCellCssStylesOnRenderedRows(t,n),trigger(self.onCellCssStylesChanged,{key:e,hash:t,grid:self})}function getCellCssStyles(e){return cellCssClasses[e]}function flashCell(e,t,n){if(n=n||100,rowsCache[e]){var o=$(getCellNode(e,t)),r=function(e){e&&setTimeout(function(){o.queue(function(){o.toggleClass(options.cellFlashingCssClass).dequeue(),r(e-1)})},n)};r(4)}}function handleMouseWheel(e){var t=$(e.target).closest(\".slick-row\")[0];t!=rowNodeFromLastMouseWheelEvent&&(zombieRowNodeFromLastMouseWheelEvent&&zombieRowNodeFromLastMouseWheelEvent!=t&&(options.enableAsyncPostRenderCleanup&&zombieRowPostProcessedFromLastMouseWheelEvent?queuePostProcessedRowForCleanup(zombieRowCacheFromLastMouseWheelEvent,zombieRowPostProcessedFromLastMouseWheelEvent):$canvas[0].removeChild(zombieRowNodeFromLastMouseWheelEvent),zombieRowNodeFromLastMouseWheelEvent=null,zombieRowCacheFromLastMouseWheelEvent=null,zombieRowPostProcessedFromLastMouseWheelEvent=null,options.enableAsyncPostRenderCleanup&&startPostProcessingCleanup()),rowNodeFromLastMouseWheelEvent=t)}function handleDragInit(e,t){var n=getCellFromEvent(e);if(!n||!cellExists(n.row,n.cell))return!1;var o=trigger(self.onDragInit,t,e);return!!e.isImmediatePropagationStopped()&&o}function handleDragStart(e,t){var n=getCellFromEvent(e);if(!n||!cellExists(n.row,n.cell))return!1;var o=trigger(self.onDragStart,t,e);return!!e.isImmediatePropagationStopped()&&o}function handleDrag(e,t){return trigger(self.onDrag,t,e)}function handleDragEnd(e,t){trigger(self.onDragEnd,t,e)}function handleKeyDown(e){trigger(self.onKeyDown,{row:activeRow,cell:activeCell},e);var t=e.isImmediatePropagationStopped(),n=Slick.keyCode;if(!t&&!e.shiftKey&&!e.altKey){if(options.editable&&currentEditor&&currentEditor.keyCaptureList&&currentEditor.keyCaptureList.indexOf(e.which)>-1)return;e.which==n.HOME?t=e.ctrlKey?navigateTop():navigateRowStart():e.which==n.END&&(t=e.ctrlKey?navigateBottom():navigateRowEnd())}if(!t)if(e.shiftKey||e.altKey||e.ctrlKey)e.which!=n.TAB||!e.shiftKey||e.ctrlKey||e.altKey||(t=navigatePrev());else{if(options.editable&&currentEditor&&currentEditor.keyCaptureList&&currentEditor.keyCaptureList.indexOf(e.which)>-1)return;if(e.which==n.ESCAPE){if(!getEditorLock().isActive())return;cancelEditAndSetFocus()}else e.which==n.PAGE_DOWN?(navigatePageDown(),t=!0):e.which==n.PAGE_UP?(navigatePageUp(),t=!0):e.which==n.LEFT?t=navigateLeft():e.which==n.RIGHT?t=navigateRight():e.which==n.UP?t=navigateUp():e.which==n.DOWN?t=navigateDown():e.which==n.TAB?t=navigateNext():e.which==n.ENTER&&(options.editable&&(currentEditor?activeRow===getDataLength()?navigateDown():commitEditAndSetFocus():getEditorLock().commitCurrentEdit()&&makeActiveCellEditable(void 0,void 0,e)),t=!0)}if(t){e.stopPropagation(),e.preventDefault();try{e.originalEvent.keyCode=0}catch(e){}}}function handleClick(e){currentEditor||(e.target!=document.activeElement||$(e.target).hasClass(\"slick-cell\"))&&setFocus();var t=getCellFromEvent(e);if(t&&(null===currentEditor||activeRow!=t.row||activeCell!=t.cell)&&(trigger(self.onClick,{row:t.row,cell:t.cell},e),!e.isImmediatePropagationStopped()&&canCellBeActive(t.row,t.cell)&&(!getEditorLock().isActive()||getEditorLock().commitCurrentEdit()))){scrollRowIntoView(t.row,!1);var n=e.target&&e.target.className===Slick.preClickClassName,o=columns[t.cell],r=!!(options.editable&&o&&o.editor&&options.suppressActiveCellChangeOnEdit);setActiveCellInternal(getCellNode(t.row,t.cell),null,n,r,e)}}function handleContextMenu(e){var t=$(e.target).closest(\".slick-cell\",$canvas);0!==t.length&&(activeCellNode===t[0]&&null!==currentEditor||trigger(self.onContextMenu,{},e))}function handleDblClick(e){var t=getCellFromEvent(e);!t||null!==currentEditor&&activeRow==t.row&&activeCell==t.cell||(trigger(self.onDblClick,{row:t.row,cell:t.cell},e),e.isImmediatePropagationStopped()||options.editable&&gotoCell(t.row,t.cell,!0,e))}function handleHeaderMouseEnter(e){trigger(self.onHeaderMouseEnter,{column:$(this).data(\"column\"),grid:self},e)}function handleHeaderMouseLeave(e){trigger(self.onHeaderMouseLeave,{column:$(this).data(\"column\"),grid:self},e)}function handleHeaderContextMenu(e){var t=$(e.target).closest(\".slick-header-column\",\".slick-header-columns\"),n=t&&t.data(\"column\");trigger(self.onHeaderContextMenu,{column:n},e)}function handleHeaderClick(e){if(!columnResizeDragging){var t=$(e.target).closest(\".slick-header-column\",\".slick-header-columns\"),n=t&&t.data(\"column\");n&&trigger(self.onHeaderClick,{column:n},e)}}function handleMouseEnter(e){trigger(self.onMouseEnter,{},e)}function handleMouseLeave(e){trigger(self.onMouseLeave,{},e)}function cellExists(e,t){return!(e<0||e>=getDataLength()||t<0||t>=columns.length)}function getCellFromPoint(e,t){for(var n=getRowFromPosition(t),o=0,r=0,i=0;i<columns.length&&r<e;i++)r+=columns[i].width,o++;return o<0&&(o=0),{row:n,cell:o-1}}function getCellFromNode(e){var t=/l\\d+/.exec(e.className);if(!t)throw new Error(\"getCellFromNode: cannot get cell - \"+e.className);return parseInt(t[0].substr(1,t[0].length-1),10)}function getRowFromNode(e){for(var t in rowsCache)if(rowsCache[t].rowNode===e)return 0|t;return null}function getCellFromEvent(e){var t=$(e.target).closest(\".slick-cell\",$canvas);if(!t.length)return null;var n=getRowFromNode(t[0].parentNode),o=getCellFromNode(t[0]);return null==n||null==o?null:{row:n,cell:o}}function getCellNodeBox(e,t){if(!cellExists(e,t))return null;for(var n=getRowTop(e),o=n+options.rowHeight-1,r=0,i=0;i<t;i++)r+=columns[i].width;return{top:n,left:r,bottom:o,right:r+columns[t].width}}function resetActiveCell(){setActiveCellInternal(null,!1)}function setFocus(){-1==tabbingDirection?$focusSink[0].focus():$focusSink2[0].focus()}function scrollCellIntoView(e,t,n){scrollRowIntoView(e,n);var o=getColspan(e,t);internalScrollColumnIntoView(columnPosLeft[t],columnPosRight[t+(o>1?o-1:0)])}function internalScrollColumnIntoView(e,t){var n=scrollLeft+viewportW;e<scrollLeft?($viewport.scrollLeft(e),handleScroll(),render()):t>n&&($viewport.scrollLeft(Math.min(e,t-$viewport[0].clientWidth)),handleScroll(),render())}function scrollColumnIntoView(e){internalScrollColumnIntoView(columnPosLeft[e],columnPosRight[e])}function setActiveCellInternal(e,t,n,o,r){null!==activeCellNode&&(makeActiveCellNormal(),$(activeCellNode).removeClass(\"active\"),rowsCache[activeRow]&&$(rowsCache[activeRow].rowNode).removeClass(\"active\"));null!=(activeCellNode=e)?(activeRow=getRowFromNode(activeCellNode.parentNode),activeCell=activePosX=getCellFromNode(activeCellNode),null==t&&(t=activeRow==getDataLength()||options.autoEdit),options.showCellSelection&&($(activeCellNode).addClass(\"active\"),$(rowsCache[activeRow].rowNode).addClass(\"active\")),options.editable&&t&&isCellPotentiallyEditable(activeRow,activeCell)&&(clearTimeout(h_editorLoader),options.asyncEditorLoading?h_editorLoader=setTimeout(function(){makeActiveCellEditable(void 0,n,r)},options.asyncEditorLoadDelay):makeActiveCellEditable(void 0,n,r))):activeRow=activeCell=null,o||trigger(self.onActiveCellChanged,getActiveCell())}function clearTextSelection(){if(document.selection&&document.selection.empty)try{document.selection.empty()}catch(e){}else if(window.getSelection){var e=window.getSelection();e&&e.removeAllRanges&&e.removeAllRanges()}}function isCellPotentiallyEditable(e,t){var n=getDataLength();return!(e<n&&!getDataItem(e))&&(!(columns[t].cannotTriggerInsert&&e>=n)&&!!getEditor(e,t))}function makeActiveCellNormal(){if(currentEditor){if(trigger(self.onBeforeCellEditorDestroy,{editor:currentEditor}),currentEditor.destroy(),currentEditor=null,activeCellNode){var e=getDataItem(activeRow);if($(activeCellNode).removeClass(\"editable invalid\"),e){var t=columns[activeCell];applyFormatResultToCellNode(getFormatter(activeRow,t)(activeRow,activeCell,getDataItemValueForColumn(e,t),t,e,self),activeCellNode),invalidatePostProcessingResults(activeRow)}}navigator.userAgent.toLowerCase().match(/msie/)&&clearTextSelection(),getEditorLock().deactivate(editController)}}function makeActiveCellEditable(e,t,n){if(activeCellNode){if(!options.editable)throw new Error(\"Grid : makeActiveCellEditable : should never get called when options.editable is false\");if(clearTimeout(h_editorLoader),isCellPotentiallyEditable(activeRow,activeCell)){var o=columns[activeCell],r=getDataItem(activeRow);if(!1!==trigger(self.onBeforeEditCell,{row:activeRow,cell:activeCell,item:r,column:o})){getEditorLock().activate(editController),$(activeCellNode).addClass(\"editable\");var i=e||getEditor(activeRow,activeCell);e||i.suppressClearOnEdit||(activeCellNode.innerHTML=\"\"),currentEditor=new i({grid:self,gridPosition:absBox($container[0]),position:absBox(activeCellNode),container:activeCellNode,column:o,item:r||{},event:n,commitChanges:commitEditAndSetFocus,cancelChanges:cancelEditAndSetFocus}),r&&(currentEditor.loadValue(r),t&&currentEditor.preClick&&currentEditor.preClick()),serializedEditorValue=currentEditor.serializeValue(),currentEditor.position&&handleActiveCellPositionChange()}else setFocus()}}}function commitEditAndSetFocus(){getEditorLock().commitCurrentEdit()&&(setFocus(),options.autoEdit&&navigateDown())}function cancelEditAndSetFocus(){getEditorLock().cancelCurrentEdit()&&setFocus()}function absBox(e){var t={top:e.offsetTop,left:e.offsetLeft,bottom:0,right:0,width:$(e).outerWidth(),height:$(e).outerHeight(),visible:!0};t.bottom=t.top+t.height,t.right=t.left+t.width;for(var n=e.offsetParent;(e=e.parentNode)!=document.body&&null!=e;)t.visible&&e.scrollHeight!=e.offsetHeight&&\"visible\"!=$(e).css(\"overflowY\")&&(t.visible=t.bottom>e.scrollTop&&t.top<e.scrollTop+e.clientHeight),t.visible&&e.scrollWidth!=e.offsetWidth&&\"visible\"!=$(e).css(\"overflowX\")&&(t.visible=t.right>e.scrollLeft&&t.left<e.scrollLeft+e.clientWidth),t.left-=e.scrollLeft,t.top-=e.scrollTop,e===n&&(t.left+=e.offsetLeft,t.top+=e.offsetTop,n=e.offsetParent),t.bottom=t.top+t.height,t.right=t.left+t.width;return t}function getActiveCellPosition(){return absBox(activeCellNode)}function getGridPosition(){return absBox($container[0])}function handleActiveCellPositionChange(){if(activeCellNode&&(trigger(self.onActiveCellPositionChanged,{}),currentEditor)){var e=getActiveCellPosition();currentEditor.show&&currentEditor.hide&&(e.visible?currentEditor.show():currentEditor.hide()),currentEditor.position&&currentEditor.position(e)}}function getCellEditor(){return currentEditor}function getActiveCell(){return activeCellNode?{row:activeRow,cell:activeCell}:null}function getActiveCellNode(){return activeCellNode}function scrollRowIntoView(e,t){var n=e*options.rowHeight,o=(e+1)*options.rowHeight-viewportH+(viewportHasHScroll?scrollbarDimensions.height:0);(e+1)*options.rowHeight>scrollTop+viewportH+offset?(scrollTo(t?n:o),render()):e*options.rowHeight<scrollTop+offset&&(scrollTo(t?o:n),render())}function scrollRowToTop(e){scrollTo(e*options.rowHeight),render()}function scrollPage(e){var t=e*numVisibleRows;if(scrollTo((getRowFromPosition(scrollTop)+t)*options.rowHeight),render(),options.enableCellNavigation&&null!=activeRow){var n=activeRow+t,o=getDataLengthIncludingAddNew();n>=o&&(n=o-1),n<0&&(n=0);for(var r=0,i=null,l=activePosX;r<=activePosX;)canCellBeActive(n,r)&&(i=r),r+=getColspan(n,r);null!==i?(setActiveCellInternal(getCellNode(n,i)),activePosX=l):resetActiveCell()}}function navigatePageDown(){scrollPage(1)}function navigatePageUp(){scrollPage(-1)}function navigateTop(){navigateToRow(0)}function navigateBottom(){navigateToRow(getDataLength()-1)}function navigateToRow(e){var t=getDataLength();if(!t)return!0;if(e<0?e=0:e>=t&&(e=t-1),scrollCellIntoView(e,0,!0),options.enableCellNavigation&&null!=activeRow){for(var n=0,o=null,r=activePosX;n<=activePosX;)canCellBeActive(e,n)&&(o=n),n+=getColspan(e,n);null!==o?(setActiveCellInternal(getCellNode(e,o)),activePosX=r):resetActiveCell()}return!0}function getColspan(e,t){var n=data.getItemMetadata&&data.getItemMetadata(e);if(!n||!n.columns)return 1;var o=n.columns[columns[t].id]||n.columns[t],r=o&&o.colspan;return r=\"*\"===r?columns.length-t:r||1}function findFirstFocusableCell(e){for(var t=0;t<columns.length;){if(canCellBeActive(e,t))return t;t+=getColspan(e,t)}return null}function findLastFocusableCell(e){for(var t=0,n=null;t<columns.length;)canCellBeActive(e,t)&&(n=t),t+=getColspan(e,t);return n}function gotoRight(e,t,n){if(t>=columns.length)return null;do{t+=getColspan(e,t)}while(t<columns.length&&!canCellBeActive(e,t));return t<columns.length?{row:e,cell:t,posX:t}:null}function gotoLeft(e,t,n){if(t<=0)return null;var o=findFirstFocusableCell(e);if(null===o||o>=t)return null;for(var r,i={row:e,cell:o,posX:o};;){if(!(r=gotoRight(i.row,i.cell,i.posX)))return null;if(r.cell>=t)return i;i=r}}function gotoDown(e,t,n){for(var o,r=getDataLengthIncludingAddNew();;){if(++e>=r)return null;for(o=t=0;t<=n;)o=t,t+=getColspan(e,t);if(canCellBeActive(e,o))return{row:e,cell:o,posX:n}}}function gotoUp(e,t,n){for(var o;;){if(--e<0)return null;for(o=t=0;t<=n;)o=t,t+=getColspan(e,t);if(canCellBeActive(e,o))return{row:e,cell:o,posX:n}}}function gotoNext(e,t,n){if(null==e&&null==t&&canCellBeActive(e=t=n=0,t))return{row:e,cell:t,posX:t};var o=gotoRight(e,t,n);if(o)return o;var r=null,i=getDataLengthIncludingAddNew();for(e===i-1&&e--;++e<i;)if(null!==(r=findFirstFocusableCell(e)))return{row:e,cell:r,posX:r};return null}function gotoPrev(e,t,n){if(null==e&&null==t&&canCellBeActive(e=getDataLengthIncludingAddNew()-1,t=n=columns.length-1))return{row:e,cell:t,posX:t};for(var o,r;!o&&!(o=gotoLeft(e,t,n));){if(--e<0)return null;t=0,null!==(r=findLastFocusableCell(e))&&(o={row:e,cell:r,posX:r})}return o}function gotoRowStart(e,t,n){var o=findFirstFocusableCell(e);return null===o?null:{row:e,cell:o,posX:o}}function gotoRowEnd(e,t,n){var o=findLastFocusableCell(e);return null===o?null:{row:e,cell:o,posX:o}}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 navigateRowStart(){return navigate(\"home\")}function navigateRowEnd(){return navigate(\"end\")}function navigate(e){if(!options.enableCellNavigation)return!1;if(!activeCellNode&&\"prev\"!=e&&\"next\"!=e)return!1;if(!getEditorLock().commitCurrentEdit())return!0;setFocus();tabbingDirection={up:-1,down:1,left:-1,right:1,prev:-1,next:1,home:-1,end:1}[e];var t=(0,{up:gotoUp,down:gotoDown,left:gotoLeft,right:gotoRight,prev:gotoPrev,next:gotoNext,home:gotoRowStart,end:gotoRowEnd}[e])(activeRow,activeCell,activePosX);if(t){var n=t.row==getDataLength();return scrollCellIntoView(t.row,t.cell,!n&&options.emulatePagingWhenScrolling),setActiveCellInternal(getCellNode(t.row,t.cell)),activePosX=t.posX,!0}return setActiveCellInternal(getCellNode(activeRow,activeCell)),!1}function getCellNode(e,t){return rowsCache[e]?(ensureCellNodesInRowsCache(e),rowsCache[e].cellNodesByColumnIdx[t]):null}function setActiveCell(e,t,n,o,r){initialized&&(e>getDataLength()||e<0||t>=columns.length||t<0||options.enableCellNavigation&&(scrollCellIntoView(e,t,!1),setActiveCellInternal(getCellNode(e,t),n,o,r)))}function canCellBeActive(e,t){if(!options.enableCellNavigation||e>=getDataLengthIncludingAddNew()||e<0||t>=columns.length||t<0)return!1;var n=data.getItemMetadata&&data.getItemMetadata(e);if(n&&void 0!==n.focusable)return!!n.focusable;var o=n&&n.columns;return o&&o[columns[t].id]&&void 0!==o[columns[t].id].focusable?!!o[columns[t].id].focusable:o&&o[t]&&void 0!==o[t].focusable?!!o[t].focusable:!!columns[t].focusable}function canCellBeSelected(e,t){if(e>=getDataLength()||e<0||t>=columns.length||t<0)return!1;var n=data.getItemMetadata&&data.getItemMetadata(e);if(n&&void 0!==n.selectable)return!!n.selectable;var o=n&&n.columns&&(n.columns[columns[t].id]||n.columns[t]);return o&&void 0!==o.selectable?!!o.selectable:!!columns[t].selectable}function gotoCell(e,t,n,o){initialized&&(canCellBeActive(e,t)&&getEditorLock().commitCurrentEdit()&&(scrollCellIntoView(e,t,!1),setActiveCellInternal(getCellNode(e,t),n||e===getDataLength()||options.autoEdit,null,options.editable,o),currentEditor||setFocus()))}function commitCurrentEdit(){var e=getDataItem(activeRow),t=columns[activeCell];if(currentEditor){if(currentEditor.isValueChanged()){var n=currentEditor.validate();if(n.valid){if(activeRow<getDataLength()){var o={row:activeRow,cell:activeCell,editor:currentEditor,serializedValue:currentEditor.serializeValue(),prevSerializedValue:serializedEditorValue,execute:function(){this.editor.applyValue(e,this.serializedValue),updateRow(this.row),trigger(self.onCellChange,{row:this.row,cell:this.cell,item:e})},undo:function(){this.editor.applyValue(e,this.prevSerializedValue),updateRow(this.row),trigger(self.onCellChange,{row:this.row,cell:this.cell,item:e})}};options.editCommandHandler?(makeActiveCellNormal(),options.editCommandHandler(e,t,o)):(o.execute(),makeActiveCellNormal())}else{var r={};currentEditor.applyValue(r,currentEditor.serializeValue()),makeActiveCellNormal(),trigger(self.onAddNewRow,{item:r,column:t})}return!getEditorLock().isActive()}return 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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 Slick.Event,onAutosizeColumns:new Slick.Event,onRendered:new Slick.Event,registerPlugin:registerPlugin,unregisterPlugin:unregisterPlugin,getColumns:getColumns,setColumns:setColumns,getColumnIndex:getColumnIndex,updateColumnHeader:updateColumnHeader,setSortColumn:setSortColumn,setSortColumns:setSortColumns,getSortColumns:getSortColumns,autosizeColumns:autosizeColumns,getOptions:getOptions,setOptions:setOptions,getData:getData,getDataLength:getDataLength,getDataItem:getDataItem,setData:setData,getSelectionModel:getSelectionModel,setSelectionModel:setSelectionModel,getSelectedRows:getSelectedRows,setSelectedRows:setSelectedRows,getContainerNode:getContainerNode,updatePagingStatusFromView:updatePagingStatusFromView,render:render,invalidate:invalidate,invalidateRow:invalidateRow,invalidateRows:invalidateRows,invalidateAllRows:invalidateAllRows,updateCell:updateCell,updateRow:updateRow,getViewport:getVisibleRange,getRenderedRange:getRenderedRange,resizeCanvas:resizeCanvas,updateRowCount:updateRowCount,scrollRowIntoView:scrollRowIntoView,scrollRowToTop:scrollRowToTop,scrollCellIntoView:scrollCellIntoView,scrollColumnIntoView:scrollColumnIntoView,getCanvasNode:getCanvasNode,getUID:getUID,getHeaderColumnWidthDiff:getHeaderColumnWidthDiff,getScrollbarDimensions:getScrollbarDimensions,getHeadersWidth:getHeadersWidth,getCanvasWidth:getCanvasWidth,focus:setFocus,scrollTo:scrollTo,getCellFromPoint:getCellFromPoint,getCellFromEvent:getCellFromEvent,getActiveCell:getActiveCell,setActiveCell:setActiveCell,getActiveCellNode:getActiveCellNode,getActiveCellPosition:getActiveCellPosition,resetActiveCell:resetActiveCell,editActiveCell:makeActiveCellEditable,getCellEditor:getCellEditor,getCellNode:getCellNode,getCellNodeBox:getCellNodeBox,canCellBeSelected:canCellBeSelected,canCellBeActive:canCellBeActive,navigatePrev:navigatePrev,navigateNext:navigateNext,navigateUp:navigateUp,navigateDown:navigateDown,navigateLeft:navigateLeft,navigateRight:navigateRight,navigatePageUp:navigatePageUp,navigatePageDown:navigatePageDown,navigateTop:navigateTop,navigateBottom:navigateBottom,navigateRowStart:navigateRowStart,navigateRowEnd:navigateRowEnd,gotoCell:gotoCell,getTopPanel:getTopPanel,setTopPanelVisibility:setTopPanelVisibility,getPreHeaderPanel:getPreHeaderPanel,setPreHeaderPanelVisibility:setPreHeaderPanelVisibility,getHeader:getHeader,getHeaderColumn:getHeaderColumn,setHeaderRowVisibility:setHeaderRowVisibility,getHeaderRow:getHeaderRow,getHeaderRowColumn:getHeaderRowColumn,setFooterRowVisibility:setFooterRowVisibility,getFooterRow:getFooterRow,getFooterRowColumn:getFooterRowColumn,getGridPosition:getGridPosition,flashCell:flashCell,addCellCssStyles:addCellCssStyles,setCellCssStyles:setCellCssStyles,removeCellCssStyles:removeCellCssStyles,getCellCssStyles:getCellCssStyles,init:finishInitialization,destroy:destroy,getEditorLock:getEditorLock,getEditController:getEditController}),init()}module.exports={Grid:SlickGrid}},450:function(e,t,n){t.exports=\"undefined\"!=typeof 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       "      //     (c) 2009-2013 Jeremy Ashkenas, DocumentCloud and Investigative Reporters & Editors\n",
       "      //     Underscore may be freely distributed under the MIT license.\n",
       "      var o={},r=Array.prototype,i=Object.prototype,l=r.slice,a=i.toString,s=i.hasOwnProperty,c=r.forEach,u=Object.keys,d=Array.isArray,p=function(){},f=p.each=p.forEach=function(e,t,n){if(null!=e)if(c&&e.forEach===c)e.forEach(t,n);else if(e.length===+e.length){for(var r=0,i=e.length;r<i;r++)if(t.call(n,e[r],r,e)===o)return}else{var l=p.keys(e);for(r=0,i=l.length;r<i;r++)if(t.call(n,e[l[r]],l[r],e)===o)return}};p.keys=u||function(e){if(e!==Object(e))throw new TypeError(\"Invalid object\");var t=[];for(var n in e)p.has(e,n)&&t.push(n);return t},p.defaults=function(e){return f(l.call(arguments,1),function(t){if(t)for(var n in t)void 0===e[n]&&(e[n]=t[n])}),e},p.isArray=d||function(e){return\"[object Array]\"===a.call(e)},p.has=function(e,t){if(!p.isArray(t))return null!=e&&s.call(e,t);for(var n=t.length,o=0;o<n;o++){var r=t[o];if(null==e||!s.call(e,r))return!1;e=e[r]}return!!n};var h={escape:{\"&\":\"&amp;\",\"<\":\"&lt;\",\">\":\"&gt;\",'\"':\"&quot;\",\"'\":\"&#x27;\"}},g={escape:new RegExp(\"[\"+p.keys(h.escape).join(\"\")+\"]\",\"g\")};p.each([\"escape\"],function(e){p[e]=function(t){return null==t?\"\":(\"\"+t).replace(g[e],function(t){return h[e][t]})}}),p.templateSettings={evaluate:/<%([\\s\\S]+?)%>/g,interpolate:/<%=([\\s\\S]+?)%>/g,escape:/<%-([\\s\\S]+?)%>/g};var m=/(.)^/,v={\"'\":\"'\",\"\\\\\":\"\\\\\",\"\\r\":\"r\",\"\\n\":\"n\",\"\\t\":\"t\",\"\\u2028\":\"u2028\",\"\\u2029\":\"u2029\"},w=/\\\\|'|\\r|\\n|\\t|\\u2028|\\u2029/g;p.template=function(e,t,n){var o;n=p.defaults({},n,p.templateSettings);var r=new RegExp([(n.escape||m).source,(n.interpolate||m).source,(n.evaluate||m).source].join(\"|\")+\"|$\",\"g\"),i=0,l=\"__p+='\";e.replace(r,function(t,n,o,r,a){return l+=e.slice(i,a).replace(w,function(e){return\"\\\\\"+v[e]}),n&&(l+=\"'+\\n((__t=(\"+n+\"))==null?'':_.escape(__t))+\\n'\"),o&&(l+=\"'+\\n((__t=(\"+o+\"))==null?'':__t)+\\n'\"),r&&(l+=\"';\\n\"+r+\"\\n__p+='\"),i=a+t.length,t}),l+=\"';\\n\",n.variable||(l=\"with(obj||{}){\\n\"+l+\"}\\n\"),l=\"var __t,__p='',__j=Array.prototype.join,print=function(){__p+=__j.call(arguments,'');};\\n\"+l+\"return __p;\\n\";try{o=new Function(n.variable||\"obj\",\"_\",l)}catch(e){throw e.source=l,e}if(t)return o(t,p);var a=function(e){return o.call(this,e,p)};return a.source=\"function(\"+(n.variable||\"obj\")+\"){\\n\"+l+\"}\",a},t.exports=p}},0,0)});\n",
       "      //# sourceMappingURL=bokeh-tables.min.js.map\n",
       "      /* END bokeh-tables.min.js */\n",
       "    },\n",
       "    \n",
       "    function(Bokeh) {\n",
       "      /* BEGIN bokeh-gl.min.js */\n",
       "      /*!\n",
       "       * Copyright (c) 2012 - 2018, Anaconda, Inc., and Bokeh Contributors\n",
       "       * All rights reserved.\n",
       "       * \n",
       "       * Redistribution and use in source and binary forms, with or without modification,\n",
       "       * are permitted provided that the following conditions are met:\n",
       "       * \n",
       "       * Redistributions of source code must retain the above copyright notice,\n",
       "       * this list of conditions and the following disclaimer.\n",
       "       * \n",
       "       * Redistributions in binary form must reproduce the above copyright notice,\n",
       "       * this list of conditions and the following disclaimer in the documentation\n",
       "       * and/or other materials provided with the distribution.\n",
       "       * \n",
       "       * Neither the name of Anaconda nor the names of any contributors\n",
       "       * may be used to endorse or promote products derived from this software\n",
       "       * without specific prior written permission.\n",
       "       * \n",
       "       * THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS \"AS IS\"\n",
       "       * AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE\n",
       "       * IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE\n",
       "       * ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE\n",
       "       * LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR\n",
       "       * CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF\n",
       "       * SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS\n",
       "       * INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN\n",
       "       * CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)\n",
       "       * ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF\n",
       "       * THE POSSIBILITY OF SUCH DAMAGE.\n",
       "       */\n",
       "      !function(t,e){var n;n=t.Bokeh,function(t,e,a){if(null!=n)return n.register_plugin(t,{\"models/glyphs/webgl/base\":453,\"models/glyphs/webgl/index\":454,\"models/glyphs/webgl/line.frag\":455,\"models/glyphs/webgl/line\":456,\"models/glyphs/webgl/line.vert\":457,\"models/glyphs/webgl/main\":458,\"models/glyphs/webgl/markers.frag\":459,\"models/glyphs/webgl/markers\":460,\"models/glyphs/webgl/markers.vert\":461},458);throw new Error(\"Cannot find Bokeh. 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rendering\"),!1;if(_=100/Math.min(Math.max(Math.abs(f[1]-f[0]),1e-12),1e12),h=100/Math.min(Math.max(Math.abs(d[1]-d[0]),1e-12),1e12),a=this.glyph.renderer.map_to_screen([r*_,o*_,l*_],[r*h,o*h,l*h]),f=a[0],d=a[1],Math.abs(f[1]-f[0]-(f[2]-f[1]))>1e-6||Math.abs(d[1]-d[0]-(d[2]-d[1]))>1e-6)return s.logger.warn(\"WebGL backend (\"+this.glyph.model.type+\"): falling back to canvas rendering\"),!1;var u=[(f[1]-f[0])/_,(d[1]-d[0])/h],g=u[0],p=u[1],v=this.glyph.renderer.plot_view.gl.canvas,m=v.width,x=v.height,y={pixel_ratio:this.glyph.renderer.plot_view.canvas.pixel_ratio,width:m,height:x,dx:f[0]/g,dy:d[0]/p,sx:g,sy:p};return this.draw(e,n,y),!0},t}();function r(t,e){for(var n=new Float32Array(t),a=0,s=t;a<s;a++)n[a]=e;return n}function o(t,e){return void 0!==t[e].spec.value}n.BaseGLGlyph=i,n.line_width=function(t){return t<2&&(t=Math.sqrt(2*t)),t},n.fill_array_with_float=r,n.fill_array_with_vec=function(t,e,n){for(var a=new Float32Array(t*e),s=0;s<t;s++)for(var i=0;i<e;i++)a[s*e+i]=n[i];return a},n.visual_prop_is_singular=o,n.attach_float=function(t,e,n,a,s,i){if(s.doit)if(o(s,i))e.used=!1,t.set_attribute(n,\"float\",s[i].value());else{e.used=!0;var r=new Float32Array(s.cache[i+\"_array\"]);e.set_size(4*a),e.set_data(0,r),t.set_attribute(n,\"float\",e)}else e.used=!1,t.set_attribute(n,\"float\",[0])},n.attach_color=function(t,e,n,s,i,l){var _,h=l+\"_color\",c=l+\"_alpha\";if(i.doit)if(o(i,h)&&o(i,c))e.used=!1,_=a.color2rgba(i[h].value(),i[c].value()),t.set_attribute(n,\"vec4\",_);else{var f=void 0,d=void 0;e.used=!0,d=o(i,h)?function(){for(var t=[],e=0,n=s;e<n;e++)t.push(i[h].value());return t}():i.cache[h+\"_array\"],f=o(i,c)?r(s,i[c].value()):i.cache[c+\"_array\"];for(var u=new Float32Array(4*s),g=0,p=s;g<p;g++){_=a.color2rgba(d[g],f[g]);for(var v=0;v<4;v++)u[4*g+v]=_[v]}e.set_size(4*s*4),e.set_data(0,u),t.set_attribute(n,\"vec4\",e)}else e.used=!1,t.set_attribute(n,\"vec4\",[0,0,0,0])}},454:function(t,e,n){var a=t(388);a.__exportStar(t(456),n),a.__exportStar(t(460),n)},455:function(t,e,n){n.fragment_shader=\"\\nprecision mediump float;\\n\\nconst float PI = 3.14159265358979323846264;\\nconst float THETA = 15.0 * 3.14159265358979323846264/180.0;\\n\\nuniform sampler2D u_dash_atlas;\\n\\nuniform vec2 u_linecaps;\\nuniform float u_miter_limit;\\nuniform float u_linejoin;\\nuniform float u_antialias;\\nuniform float u_dash_phase;\\nuniform float u_dash_period;\\nuniform float u_dash_index;\\nuniform vec2 u_dash_caps;\\nuniform float u_closed;\\n\\nvarying vec4  v_color;\\nvarying vec2  v_segment;\\nvarying vec2  v_angles;\\nvarying vec2  v_texcoord;\\nvarying vec2  v_miter;\\nvarying float v_length;\\nvarying float v_linewidth;\\n\\n// Compute distance to cap ----------------------------------------------------\\nfloat cap( int type, float dx, float dy, float t, float linewidth )\\n{\\n    float d = 0.0;\\n    dx = abs(dx);\\n    dy = abs(dy);\\n    if      (type == 0)  discard;  // None\\n    else if (type == 1)  d = sqrt(dx*dx+dy*dy);  // Round\\n    else if (type == 3)  d = (dx+abs(dy));  // Triangle in\\n    else if (type == 2)  d = max(abs(dy),(t+dx-abs(dy)));  // Triangle out\\n    else if (type == 4)  d = max(dx,dy);  // Square\\n    else if (type == 5)  d = max(dx+t,dy);  // Butt\\n    return d;\\n}\\n\\n// Compute distance to join -------------------------------------------------\\nfloat join( in int type, in float d, in vec2 segment, in vec2 texcoord, in vec2 miter,\\n           in float linewidth )\\n{\\n    // texcoord.x is distance from start\\n    // texcoord.y is distance from centerline\\n    // segment.x and y indicate the limits (as for texcoord.x) for this segment\\n\\n    float dx = texcoord.x;\\n\\n    // Round join\\n    if( type == 1 ) {\\n        if (dx < segment.x) {\\n            d = max(d,length( texcoord - vec2(segment.x,0.0)));\\n            //d = length( texcoord - vec2(segment.x,0.0));\\n        } else if (dx > segment.y) {\\n            d = max(d,length( texcoord - vec2(segment.y,0.0)));\\n            //d = length( texcoord - vec2(segment.y,0.0));\\n        }\\n    }\\n    // Bevel join\\n    else if ( type == 2 ) {\\n        if (dx < segment.x) {\\n            vec2 x = texcoord - vec2(segment.x,0.0);\\n            d = max(d, max(abs(x.x), abs(x.y)));\\n\\n        } else if (dx > segment.y) {\\n            vec2 x = texcoord - vec2(segment.y,0.0);\\n            d = max(d, max(abs(x.x), abs(x.y)));\\n        }\\n        /*  Original code for bevel which does not work for us\\n        if( (dx < segment.x) ||  (dx > segment.y) )\\n            d = max(d, min(abs(x.x),abs(x.y)));\\n        */\\n    }\\n\\n    return d;\\n}\\n\\nvoid main()\\n{\\n    // If color is fully transparent we just discard the fragment\\n    if( v_color.a <= 0.0 ) {\\n        discard;\\n    }\\n\\n    // Test if dash pattern is the solid one (0)\\n    bool solid =  (u_dash_index == 0.0);\\n\\n    // Test if path is closed\\n    bool closed = (u_closed > 0.0);\\n\\n    vec4 color = v_color;\\n    float dx = v_texcoord.x;\\n    float dy = v_texcoord.y;\\n    float t = v_linewidth/2.0-u_antialias;\\n    float width = 1.0;  //v_linewidth; original code had dashes scale with line width, we do not\\n    float d = 0.0;\\n\\n    vec2 linecaps = u_linecaps;\\n    vec2 dash_caps = u_dash_caps;\\n    float line_start = 0.0;\\n    float line_stop = v_length;\\n\\n    // Apply miter limit; fragments too far into the miter are simply discarded\\n    if( (dx < v_segment.x) || (dx > v_segment.y) ) {\\n        float into_miter = max(v_segment.x - dx, dx - v_segment.y);\\n        if (into_miter > u_miter_limit*v_linewidth/2.0)\\n          discard;\\n    }\\n\\n    // Solid line --------------------------------------------------------------\\n    if( solid ) {\\n        d = abs(dy);\\n        if( (!closed) && (dx < line_start) ) {\\n            d = cap( int(u_linecaps.x), abs(dx), abs(dy), t, v_linewidth );\\n        }\\n        else if( (!closed) &&  (dx > line_stop) ) {\\n            d = cap( int(u_linecaps.y), abs(dx)-line_stop, abs(dy), t, v_linewidth );\\n        }\\n        else {\\n            d = join( int(u_linejoin), abs(dy), v_segment, v_texcoord, v_miter, v_linewidth );\\n        }\\n\\n    // Dash line --------------------------------------------------------------\\n    } else {\\n        float segment_start = v_segment.x;\\n        float segment_stop  = v_segment.y;\\n        float segment_center= (segment_start+segment_stop)/2.0;\\n        float freq          = u_dash_period*width;\\n        float u = mod( dx + u_dash_phase*width, freq);\\n        vec4 tex = texture2D(u_dash_atlas, vec2(u/freq, u_dash_index)) * 255.0 -10.0;  // conversion to int-like\\n        float dash_center= tex.x * width;\\n        float dash_type  = tex.y;\\n        float _start = tex.z * width;\\n        float _stop  = tex.a * width;\\n        float dash_start = dx - u + _start;\\n        float dash_stop  = dx - u + _stop;\\n\\n        // Compute extents of the first dash (the one relative to v_segment.x)\\n        // Note: this could be computed in the vertex shader\\n        if( (dash_stop < segment_start) && (dash_caps.x != 5.0) ) {\\n            float u = mod(segment_start + u_dash_phase*width, freq);\\n            vec4 tex = texture2D(u_dash_atlas, vec2(u/freq, u_dash_index)) * 255.0 -10.0;  // conversion to int-like\\n            dash_center= tex.x * width;\\n            //dash_type  = tex.y;\\n            float _start = tex.z * width;\\n            float _stop  = tex.a * width;\\n            dash_start = segment_start - u + _start;\\n            dash_stop = segment_start - u + _stop;\\n        }\\n\\n        // Compute extents of the last dash (the one relatives to v_segment.y)\\n        // Note: This could be computed in the vertex shader\\n        else if( (dash_start > segment_stop)  && (dash_caps.y != 5.0) ) {\\n            float u = mod(segment_stop + u_dash_phase*width, freq);\\n            vec4 tex = texture2D(u_dash_atlas, vec2(u/freq, u_dash_index)) * 255.0 -10.0;  // conversion to int-like\\n            dash_center= tex.x * width;\\n            //dash_type  = tex.y;\\n            float _start = tex.z * width;\\n            float _stop  = tex.a * width;\\n            dash_start = segment_stop - u + _start;\\n            dash_stop  = segment_stop - u + _stop;\\n        }\\n\\n        // This test if the we are dealing with a discontinuous angle\\n        bool discontinuous = ((dx <  segment_center) && abs(v_angles.x) > THETA) ||\\n                             ((dx >= segment_center) && abs(v_angles.y) > THETA);\\n        //if( dx < line_start) discontinuous = false;\\n        //if( dx > line_stop)  discontinuous = false;\\n\\n        float d_join = join( int(u_linejoin), abs(dy),\\n                            v_segment, v_texcoord, v_miter, v_linewidth );\\n\\n        // When path is closed, we do not have room for linecaps, so we make room\\n        // by shortening the total length\\n        if (closed) {\\n             line_start += v_linewidth/2.0;\\n             line_stop  -= v_linewidth/2.0;\\n        }\\n\\n        // We also need to take antialias area into account\\n        //line_start += u_antialias;\\n        //line_stop  -= u_antialias;\\n\\n        // Check is dash stop is before line start\\n        if( dash_stop <= line_start ) {\\n            discard;\\n        }\\n        // Check is dash start is beyond line stop\\n        if( dash_start >= line_stop ) {\\n            discard;\\n        }\\n\\n        // Check if current dash start is beyond segment stop\\n        if( discontinuous ) {\\n            // Dash start is beyond segment, we discard\\n            if( (dash_start > segment_stop) ) {\\n                discard;\\n                //gl_FragColor = vec4(1.0,0.0,0.0,.25); return;\\n            }\\n\\n            // Dash stop is before segment, we discard\\n            if( (dash_stop < segment_start) ) {\\n                discard;  //gl_FragColor = vec4(0.0,1.0,0.0,.25); return;\\n            }\\n\\n            // Special case for round caps (nicer with this)\\n            if( dash_caps.x == 1.0 ) {\\n                if( (u > _stop) && (dash_stop > segment_stop )  && (abs(v_angles.y) < PI/2.0)) {\\n                    discard;\\n                }\\n            }\\n\\n            // Special case for round caps  (nicer with this)\\n            if( dash_caps.y == 1.0 ) {\\n                if( (u < _start) && (dash_start < segment_start )  && (abs(v_angles.x) < PI/2.0)) {\\n                    discard;\\n                }\\n            }\\n\\n            // Special case for triangle caps (in & out) and square\\n            // We make sure the cap stop at crossing frontier\\n            if( (dash_caps.x != 1.0) && (dash_caps.x != 5.0) ) {\\n                if( (dash_start < segment_start )  && (abs(v_angles.x) < PI/2.0) ) {\\n                    float a = v_angles.x/2.0;\\n                    float x = (segment_start-dx)*cos(a) - dy*sin(a);\\n                    float y = (segment_start-dx)*sin(a) + dy*cos(a);\\n                    if( x > 0.0 ) discard;\\n                    // We transform the cap into square to avoid holes\\n                    dash_caps.x = 4.0;\\n                }\\n            }\\n\\n            // Special case for triangle caps (in & out) and square\\n            // We make sure the cap stop at crossing frontier\\n            if( (dash_caps.y != 1.0) && (dash_caps.y != 5.0) ) {\\n                if( (dash_stop > segment_stop )  && (abs(v_angles.y) < PI/2.0) ) {\\n                    float a = v_angles.y/2.0;\\n                    float x = (dx-segment_stop)*cos(a) - dy*sin(a);\\n                    float y = (dx-segment_stop)*sin(a) + dy*cos(a);\\n                    if( x > 0.0 ) discard;\\n                    // We transform the caps into square to avoid holes\\n                    dash_caps.y = 4.0;\\n                }\\n            }\\n        }\\n\\n        // Line cap at start\\n        if( (dx < line_start) && (dash_start < line_start) && (dash_stop > line_start) ) {\\n            d = cap( int(linecaps.x), dx-line_start, dy, t, v_linewidth);\\n        }\\n        // Line cap at stop\\n        else if( (dx > line_stop) && (dash_stop > line_stop) && (dash_start < line_stop) ) {\\n            d = cap( int(linecaps.y), dx-line_stop, dy, t, v_linewidth);\\n        }\\n        // Dash cap left - dash_type = -1, 0 or 1, but there may be roundoff errors\\n        else if( dash_type < -0.5 ) {\\n            d = cap( int(dash_caps.y), abs(u-dash_center), dy, t, v_linewidth);\\n            if( (dx > line_start) && (dx < line_stop) )\\n                d = max(d,d_join);\\n        }\\n        // Dash cap right\\n        else if( dash_type > 0.5 ) {\\n            d = cap( int(dash_caps.x), abs(dash_center-u), dy, t, v_linewidth);\\n            if( (dx > line_start) && (dx < line_stop) )\\n                d = max(d,d_join);\\n        }\\n        // Dash body (plain)\\n        else {// if( dash_type > -0.5 &&  dash_type < 0.5) {\\n            d = abs(dy);\\n        }\\n\\n        // Line join\\n        if( (dx > line_start) && (dx < line_stop)) {\\n            if( (dx <= segment_start) && (dash_start <= segment_start)\\n                && (dash_stop >= segment_start) ) {\\n                d = d_join;\\n                // Antialias at outer border\\n                float angle = PI/2.+v_angles.x;\\n                float f = abs( (segment_start - dx)*cos(angle) - dy*sin(angle));\\n                d = max(f,d);\\n            }\\n            else if( (dx > segment_stop) && (dash_start <= segment_stop)\\n                     && (dash_stop >= segment_stop) ) {\\n                d = d_join;\\n                // Antialias at outer border\\n                float angle = PI/2.+v_angles.y;\\n                float f = abs((dx - segment_stop)*cos(angle) - dy*sin(angle));\\n                d = max(f,d);\\n            }\\n            else if( dx < (segment_start - v_linewidth/2.)) {\\n                discard;\\n            }\\n            else if( dx > (segment_stop + v_linewidth/2.)) {\\n                discard;\\n            }\\n        }\\n        else if( dx < (segment_start - v_linewidth/2.)) {\\n            discard;\\n        }\\n        else if( dx > (segment_stop + v_linewidth/2.)) {\\n            discard;\\n        }\\n    }\\n\\n    // Distance to border ------------------------------------------------------\\n    d = d - t;\\n    if( d < 0.0 ) {\\n        gl_FragColor = color;\\n    } else {\\n        d /= u_antialias;\\n        gl_FragColor = vec4(color.rgb, exp(-d*d)*color.a);\\n    }\\n}\\n\"},456:function(t,e,n){var a=t(388),s=t(462),i=t(453),r=t(457),o=t(455),l=t(30),_=function(){function t(t){this._atlas={},this._index=0,this._width=256,this._height=256,this.tex=new s.Texture2D(t),this.tex.set_wrapping(t.REPEAT,t.REPEAT),this.tex.set_interpolation(t.NEAREST,t.NEAREST),this.tex.set_size([this._height,this._width],t.RGBA),this.tex.set_data([0,0],[this._height,this._width],new Uint8Array(this._height*this._width*4)),this.get_atlas_data([1])}return t.prototype.get_atlas_data=function(t){var e=t.join(\"-\"),n=this._atlas[e];if(void 0===n){var a=this.make_pattern(t),s=a[0],i=a[1];this.tex.set_data([this._index,0],[1,this._width],new Uint8Array(s.map(function(t){return t+10}))),this._atlas[e]=[this._index/this._height,i],this._index+=1}return this._atlas[e]},t.prototype.make_pattern=function(t){t.length>1&&t.length%2&&(t=t.concat(t));for(var e=0,n=0,a=t;n<a.length;n++){var s=a[n];e+=s}for(var i=[],r=0,o=0,l=t.length+2;o<l;o+=2){var _=Math.max(1e-4,t[o%t.length]),h=Math.max(1e-4,t[(o+1)%t.length]);i.push(r,r+_),r+=_+h}for(var c=this._width,f=new Float32Array(4*c),o=0,l=c;o<l;o++){for(var d=void 0,u=void 0,g=void 0,p=e*o/(c-1),v=0,m=1e16,x=0,y=i.length;x<y;x++){var b=Math.abs(i[x]-p);b<m&&(v=x,m=b)}v%2==0?(g=p<=i[v]?1:0,u=i[v],d=i[v+1]):(g=p>i[v]?-1:0,u=i[v-1],d=i[v]),f[4*o+0]=i[v],f[4*o+1]=g,f[4*o+2]=u,f[4*o+3]=d}return[f,e]},t}(),h={miter:0,round:1,bevel:2},c={\"\":0,none:0,\".\":0,round:1,\")\":1,\"(\":1,o:1,\"triangle in\":2,\"<\":2,\"triangle out\":3,\">\":3,square:4,\"[\":4,\"]\":4,\"=\":4,butt:5,\"|\":5},f=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return a.__extends(e,t),e.prototype.init=function(){var t=this.gl;this._scale_aspect=0;var e=r.vertex_shader,n=o.fragment_shader;this.prog=new s.Program(t),this.prog.set_shaders(e,n),this.index_buffer=new s.IndexBuffer(t),this.vbo_position=new s.VertexBuffer(t),this.vbo_tangents=new s.VertexBuffer(t),this.vbo_segment=new s.VertexBuffer(t),this.vbo_angles=new s.VertexBuffer(t),this.vbo_texcoord=new s.VertexBuffer(t),this.dash_atlas=new _(t)},e.prototype.draw=function(t,e,n){var a=e.glglyph;if(a.data_changed){if(!isFinite(n.dx)||!isFinite(n.dy))return;a._baked_offset=[n.dx,n.dy],a._set_data(),a.data_changed=!1}this.visuals_changed&&(this._set_visuals(),this.visuals_changed=!1);var s=n.sx,i=n.sy,r=Math.sqrt(s*s+i*i);s/=r,i/=r,Math.abs(this._scale_aspect-i/s)>Math.abs(.001*this._scale_aspect)&&(a._update_scale(s,i),this._scale_aspect=i/s),this.prog.set_attribute(\"a_position\",\"vec2\",a.vbo_position),this.prog.set_attribute(\"a_tangents\",\"vec4\",a.vbo_tangents),this.prog.set_attribute(\"a_segment\",\"vec2\",a.vbo_segment),this.prog.set_attribute(\"a_angles\",\"vec2\",a.vbo_angles),this.prog.set_attribute(\"a_texcoord\",\"vec2\",a.vbo_texcoord),this.prog.set_uniform(\"u_length\",\"float\",[a.cumsum]),this.prog.set_texture(\"u_dash_atlas\",this.dash_atlas.tex);var o=a._baked_offset;if(this.prog.set_uniform(\"u_pixel_ratio\",\"float\",[n.pixel_ratio]),this.prog.set_uniform(\"u_canvas_size\",\"vec2\",[n.width,n.height]),this.prog.set_uniform(\"u_offset\",\"vec2\",[n.dx-o[0],n.dy-o[1]]),this.prog.set_uniform(\"u_scale_aspect\",\"vec2\",[s,i]),this.prog.set_uniform(\"u_scale_length\",\"float\",[r]),this.I_triangles=a.I_triangles,this.I_triangles.length<65535)this.index_buffer.set_size(2*this.I_triangles.length),this.index_buffer.set_data(0,new Uint16Array(this.I_triangles)),this.prog.draw(this.gl.TRIANGLES,this.index_buffer);else{t=Array.from(this.I_triangles);for(var l=this.I_triangles.length,_=[],h=0,c=Math.ceil(l/64008);h<c;h++)_.push([]);for(var h=0,c=t.length;h<c;h++){var f=t[h]%64008,d=Math.floor(t[h]/64008);_[d].push(f)}for(var d=0,c=_.length;d<c;d++){var u=new Uint16Array(_[d]),g=64008*d*4;0!==u.length&&(this.prog.set_attribute(\"a_position\",\"vec2\",a.vbo_position,0,2*g),this.prog.set_attribute(\"a_tangents\",\"vec4\",a.vbo_tangents,0,4*g),this.prog.set_attribute(\"a_segment\",\"vec2\",a.vbo_segment,0,2*g),this.prog.set_attribute(\"a_angles\",\"vec2\",a.vbo_angles,0,2*g),this.prog.set_attribute(\"a_texcoord\",\"vec2\",a.vbo_texcoord,0,2*g),this.index_buffer.set_size(2*u.length),this.index_buffer.set_data(0,u),this.prog.draw(this.gl.TRIANGLES,this.index_buffer))}}},e.prototype._set_data=function(){this._bake(),this.vbo_position.set_size(4*this.V_position.length),this.vbo_position.set_data(0,this.V_position),this.vbo_tangents.set_size(4*this.V_tangents.length),this.vbo_tangents.set_data(0,this.V_tangents),this.vbo_angles.set_size(4*this.V_angles.length),this.vbo_angles.set_data(0,this.V_angles),this.vbo_texcoord.set_size(4*this.V_texcoord.length),this.vbo_texcoord.set_data(0,this.V_texcoord)},e.prototype._set_visuals=function(){var t,e=l.color2rgba(this.glyph.visuals.line.line_color.value(),this.glyph.visuals.line.line_alpha.value()),n=c[this.glyph.visuals.line.line_cap.value()],a=h[this.glyph.visuals.line.line_join.value()];this.prog.set_uniform(\"u_color\",\"vec4\",e),this.prog.set_uniform(\"u_linewidth\",\"float\",[this.glyph.visuals.line.line_width.value()]),this.prog.set_uniform(\"u_antialias\",\"float\",[.9]),this.prog.set_uniform(\"u_linecaps\",\"vec2\",[n,n]),this.prog.set_uniform(\"u_linejoin\",\"float\",[a]),this.prog.set_uniform(\"u_miter_limit\",\"float\",[10]);var s=this.glyph.visuals.line.line_dash.value(),i=0,r=1;s.length&&(t=this.dash_atlas.get_atlas_data(s),i=t[0],r=t[1]),this.prog.set_uniform(\"u_dash_index\",\"float\",[i]),this.prog.set_uniform(\"u_dash_phase\",\"float\",[this.glyph.visuals.line.line_dash_offset.value()]),this.prog.set_uniform(\"u_dash_period\",\"float\",[r]),this.prog.set_uniform(\"u_dash_caps\",\"vec2\",[n,n]),this.prog.set_uniform(\"u_closed\",\"float\",[0])},e.prototype._bake=function(){for(var t,e,n,a,s,i,r,o,l=this.nvertices,_=new Float64Array(this.glyph._x),h=new Float64Array(this.glyph._y),c=r=new Float32Array(2*l),f=new Float32Array(2*l),d=o=new Float32Array(4*l),u=0,g=l;u<g;u++)c[2*u+0]=_[u]+this._baked_offset[0],c[2*u+1]=h[u]+this._baked_offset[1];this.tangents=e=new Float32Array(2*l-2);for(var u=0,g=l-1;u<g;u++)e[2*u+0]=r[2*(u+1)+0]-r[2*u+0],e[2*u+1]=r[2*(u+1)+1]-r[2*u+1];for(var u=0,g=l-1;u<g;u++)d[4*(u+1)+0]=e[2*u+0],d[4*(u+1)+1]=e[2*u+1],d[4*u+2]=e[2*u+0],d[4*u+3]=e[2*u+1];d[0]=e[0],d[1]=e[1],d[4*(l-1)+2]=e[2*(l-2)+0],d[4*(l-1)+3]=e[2*(l-2)+1];for(var p=new Float32Array(l),u=0,g=l;u<g;u++)p[u]=Math.atan2(o[4*u+0]*o[4*u+3]-o[4*u+1]*o[4*u+2],o[4*u+0]*o[4*u+2]+o[4*u+1]*o[4*u+3]);for(var u=0,g=l-1;u<g;u++)f[2*u+0]=p[u],f[2*u+1]=p[u+1];var v=4*l-4;this.V_position=a=new Float32Array(2*v),this.V_angles=n=new Float32Array(2*v),this.V_tangents=s=new Float32Array(4*v),this.V_texcoord=i=new Float32Array(2*v);for(var u=0,g=l;u<g;u++)for(var m=0;m<4;m++){for(var x=0;x<2;x++)a[2*(4*u+m-2)+x]=c[2*u+x],n[2*(4*u+m)+x]=f[2*u+x];for(var x=0;x<4;x++)s[4*(4*u+m-2)+x]=d[4*u+x]}for(var u=0,g=l;u<g;u++)i[2*(4*u+0)+0]=-1,i[2*(4*u+1)+0]=-1,i[2*(4*u+2)+0]=1,i[2*(4*u+3)+0]=1,i[2*(4*u+0)+1]=-1,i[2*(4*u+1)+1]=1,i[2*(4*u+2)+1]=-1,i[2*(4*u+3)+1]=1;var y=6*(l-1);this.I_triangles=t=new Uint32Array(y);for(var u=0,g=l;u<g;u++)t[6*u+0]=0+4*u,t[6*u+1]=1+4*u,t[6*u+2]=3+4*u,t[6*u+3]=2+4*u,t[6*u+4]=0+4*u,t[6*u+5]=3+4*u},e.prototype._update_scale=function(t,e){var n,a=this.nvertices,s=4*a-4,i=this.tangents,r=new Float32Array(a-1),o=new Float32Array(2*a);this.V_segment=n=new Float32Array(2*s);for(var l=0,_=a-1;l<_;l++)r[l]=Math.sqrt(Math.pow(i[2*l+0]*t,2)+Math.pow(i[2*l+1]*e,2));for(var h=0,l=0,_=a-1;l<_;l++)h+=r[l],o[2*(l+1)+0]=h,o[2*l+1]=h;for(var l=0,_=a;l<_;l++)for(var c=0;c<4;c++)for(var f=0;f<2;f++)n[2*(4*l+c)+f]=o[2*l+f];this.cumsum=h,this.vbo_segment.set_size(4*this.V_segment.length),this.vbo_segment.set_data(0,this.V_segment)},e}(i.BaseGLGlyph);n.LineGLGlyph=f},457:function(t,e,n){n.vertex_shader=\"\\nprecision mediump float;\\n\\nconst float PI = 3.14159265358979323846264;\\nconst float THETA = 15.0 * 3.14159265358979323846264/180.0;\\n\\nuniform float u_pixel_ratio;\\nuniform vec2 u_canvas_size, u_offset;\\nuniform vec2 u_scale_aspect;\\nuniform float u_scale_length;\\n\\nuniform vec4 u_color;\\nuniform float u_antialias;\\nuniform float u_length;\\nuniform float u_linewidth;\\nuniform float u_dash_index;\\nuniform float u_closed;\\n\\nattribute vec2 a_position;\\nattribute vec4 a_tangents;\\nattribute vec2 a_segment;\\nattribute vec2 a_angles;\\nattribute vec2 a_texcoord;\\n\\nvarying vec4  v_color;\\nvarying vec2  v_segment;\\nvarying vec2  v_angles;\\nvarying vec2  v_texcoord;\\nvarying vec2  v_miter;\\nvarying float v_length;\\nvarying float v_linewidth;\\n\\nfloat cross(in vec2 v1, in vec2 v2)\\n{\\n    return v1.x*v2.y - v1.y*v2.x;\\n}\\n\\nfloat signed_distance(in vec2 v1, in vec2 v2, in vec2 v3)\\n{\\n    return cross(v2-v1,v1-v3) / length(v2-v1);\\n}\\n\\nvoid rotate( in vec2 v, in float alpha, out vec2 result )\\n{\\n    float c = cos(alpha);\\n    float s = sin(alpha);\\n    result = vec2( c*v.x - s*v.y,\\n                   s*v.x + c*v.y );\\n}\\n\\nvoid main()\\n{\\n    bool closed = (u_closed > 0.0);\\n\\n    // Attributes and uniforms to varyings\\n    v_color = u_color;\\n    v_linewidth = u_linewidth;\\n    v_segment = a_segment * u_scale_length;\\n    v_length = u_length * u_scale_length;\\n\\n    // Scale to map to pixel coordinates. The original algorithm from the paper\\n    // assumed isotropic scale. We obviously do not have this.\\n    vec2 abs_scale_aspect = abs(u_scale_aspect);\\n    vec2 abs_scale = u_scale_length * abs_scale_aspect;\\n\\n    // Correct angles for aspect ratio\\n    vec2 av;\\n    av = vec2(1.0, tan(a_angles.x)) / abs_scale_aspect;\\n    v_angles.x = atan(av.y, av.x);\\n    av = vec2(1.0, tan(a_angles.y)) / abs_scale_aspect;\\n    v_angles.y = atan(av.y, av.x);\\n\\n    // Thickness below 1 pixel are represented using a 1 pixel thickness\\n    // and a modified alpha\\n    v_color.a = min(v_linewidth, v_color.a);\\n    v_linewidth = max(v_linewidth, 1.0);\\n\\n    // If color is fully transparent we just will discard the fragment anyway\\n    if( v_color.a <= 0.0 ) {\\n        gl_Position = vec4(0.0,0.0,0.0,1.0);\\n        return;\\n    }\\n\\n    // This is the actual half width of the line\\n    float w = ceil(u_antialias+v_linewidth)/2.0;\\n\\n    vec2 position = (a_position + u_offset) * abs_scale;\\n\\n    vec2 t1 = normalize(a_tangents.xy * abs_scale_aspect);  // note the scaling for aspect ratio here\\n    vec2 t2 = normalize(a_tangents.zw * abs_scale_aspect);\\n    float u = a_texcoord.x;\\n    float v = a_texcoord.y;\\n    vec2 o1 = vec2( +t1.y, -t1.x);\\n    vec2 o2 = vec2( +t2.y, -t2.x);\\n\\n    // This is a join\\n    // ----------------------------------------------------------------\\n    if( t1 != t2 ) {\\n        float angle = atan (t1.x*t2.y-t1.y*t2.x, t1.x*t2.x+t1.y*t2.y);  // Angle needs recalculation for some reason\\n        vec2 t  = normalize(t1+t2);\\n        vec2 o  = vec2( + t.y, - t.x);\\n\\n        if ( u_dash_index > 0.0 )\\n        {\\n            // Broken angle\\n            // ----------------------------------------------------------------\\n            if( (abs(angle) > THETA) ) {\\n                position += v * w * o / cos(angle/2.0);\\n                float s = sign(angle);\\n                if( angle < 0.0 ) {\\n                    if( u == +1.0 ) {\\n                        u = v_segment.y + v * w * tan(angle/2.0);\\n                        if( v == 1.0 ) {\\n                            position -= 2.0 * w * t1 / sin(angle);\\n                            u -= 2.0 * w / sin(angle);\\n                        }\\n                    } else {\\n                        u = v_segment.x - v * w * tan(angle/2.0);\\n                        if( v == 1.0 ) {\\n                            position += 2.0 * w * t2 / sin(angle);\\n                            u += 2.0*w / sin(angle);\\n                        }\\n                    }\\n                } else {\\n                    if( u == +1.0 ) {\\n                        u = v_segment.y + v * w * tan(angle/2.0);\\n                        if( v == -1.0 ) {\\n                            position += 2.0 * w * t1 / sin(angle);\\n                            u += 2.0 * w / sin(angle);\\n                        }\\n                    } else {\\n                        u = v_segment.x - v * w * tan(angle/2.0);\\n                        if( v == -1.0 ) {\\n                            position -= 2.0 * w * t2 / sin(angle);\\n                            u -= 2.0*w / sin(angle);\\n                        }\\n                    }\\n                }\\n                // Continuous angle\\n                // ------------------------------------------------------------\\n            } else {\\n                position += v * w * o / cos(angle/2.0);\\n                if( u == +1.0 ) u = v_segment.y;\\n                else            u = v_segment.x;\\n            }\\n        }\\n\\n        // Solid line\\n        // --------------------------------------------------------------------\\n        else\\n        {\\n            position.xy += v * w * o / cos(angle/2.0);\\n            if( angle < 0.0 ) {\\n                if( u == +1.0 ) {\\n                    u = v_segment.y + v * w * tan(angle/2.0);\\n                } else {\\n                    u = v_segment.x - v * w * tan(angle/2.0);\\n                }\\n            } else {\\n                if( u == +1.0 ) {\\n                    u = v_segment.y + v * w * tan(angle/2.0);\\n                } else {\\n                    u = v_segment.x - v * w * tan(angle/2.0);\\n                }\\n            }\\n        }\\n\\n    // This is a line start or end (t1 == t2)\\n    // ------------------------------------------------------------------------\\n    } else {\\n        position += v * w * o1;\\n        if( u == -1.0 ) {\\n            u = v_segment.x - w;\\n            position -= w * t1;\\n        } else {\\n            u = v_segment.y + w;\\n            position += w * t2;\\n        }\\n    }\\n\\n    // Miter distance\\n    // ------------------------------------------------------------------------\\n    vec2 t;\\n    vec2 curr = a_position * abs_scale;\\n    if( a_texcoord.x < 0.0 ) {\\n        vec2 next = curr + t2*(v_segment.y-v_segment.x);\\n\\n        rotate( t1, +v_angles.x/2.0, t);\\n        v_miter.x = signed_distance(curr, curr+t, position);\\n\\n        rotate( t2, +v_angles.y/2.0, t);\\n        v_miter.y = signed_distance(next, next+t, position);\\n    } else {\\n        vec2 prev = curr - t1*(v_segment.y-v_segment.x);\\n\\n        rotate( t1, -v_angles.x/2.0,t);\\n        v_miter.x = signed_distance(prev, prev+t, position);\\n\\n        rotate( t2, -v_angles.y/2.0,t);\\n        v_miter.y = signed_distance(curr, curr+t, position);\\n    }\\n\\n    if (!closed && v_segment.x <= 0.0) {\\n        v_miter.x = 1e10;\\n    }\\n    if (!closed && v_segment.y >= v_length)\\n    {\\n        v_miter.y = 1e10;\\n    }\\n\\n    v_texcoord = vec2( u, v*w );\\n\\n    // Calculate position in device coordinates. Note that we\\n    // already scaled with abs scale above.\\n    vec2 normpos = position * sign(u_scale_aspect);\\n    normpos += 0.5;  // make up for Bokeh's offset\\n    normpos /= u_canvas_size / u_pixel_ratio;  // in 0..1\\n    gl_Position = vec4(normpos*2.0-1.0, 0.0, 1.0);\\n    gl_Position.y *= -1.0;\\n}\\n\"},458:function(t,e,n){t(454)},459:function(t,e,n){n.fragment_shader=function(t){return\"\\nprecision 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\\n\"+t+\"\\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}\\n\"},n.circle=\"\\nfloat marker(vec2 P, float size)\\n{\\n    return length(P) - size/2.0;\\n}\\n\",n.square=\"\\nfloat marker(vec2 P, float size)\\n{\\n    return max(abs(P.x), abs(P.y)) - size/2.0;\\n}\\n\",n.diamond=\"\\nfloat marker(vec2 P, float size)\\n{\\n    float x = SQRT_2 / 2.0 * (P.x * 1.5 - P.y);\\n    float y = SQRT_2 / 2.0 * (P.x * 1.5 + P.y);\\n    float r1 = max(abs(x), abs(y)) - size / (2.0 * SQRT_2);\\n    return r1 / SQRT_2;\\n}\\n\",n.hex=\"\\nfloat marker(vec2 P, float size)\\n{\\n    vec2 q = abs(P);\\n    return max(q.y * 0.57735 + q.x - 1.0 * size/2.0, q.y - 0.866 * size/2.0);\\n}\\n\",n.triangle=\"\\nfloat marker(vec2 P, float size)\\n{\\n    P.y -= size * 0.3;\\n    float x = SQRT_2 / 2.0 * (P.x * 1.7 - P.y);\\n    float y = SQRT_2 / 2.0 * (P.x * 1.7 + P.y);\\n    float r1 = max(abs(x), abs(y)) - size / 1.6;\\n    float r2 = P.y;\\n    return max(r1 / SQRT_2, r2);  // Intersect diamond with rectangle\\n}\\n\",n.invertedtriangle=\"\\nfloat marker(vec2 P, float size)\\n{\\n    P.y += size * 0.3;\\n    float x = SQRT_2 / 2.0 * (P.x * 1.7 - P.y);\\n    float y = SQRT_2 / 2.0 * (P.x * 1.7 + P.y);\\n    float r1 = max(abs(x), abs(y)) - size / 1.6;\\n    float r2 = - P.y;\\n    return max(r1 / SQRT_2, r2);  // Intersect diamond with rectangle\\n}\\n\",n.cross='\\nfloat marker(vec2 P, float size)\\n{\\n    float square = max(abs(P.x), abs(P.y)) - size / 2.5;   // 2.5 is a tweak\\n    float cross = min(abs(P.x), abs(P.y)) - size / 100.0;  // bit of \"width\" for aa\\n    return max(square, cross);\\n}\\n',n.circlecross=\"\\nfloat marker(vec2 P, float size)\\n{\\n    // Define quadrants\\n    float qs = size / 2.0;  // quadrant size\\n    float s1 = max(abs(P.x - qs), abs(P.y - qs)) - qs;\\n    float s2 = max(abs(P.x + qs), abs(P.y - qs)) - qs;\\n    float s3 = max(abs(P.x - qs), abs(P.y + qs)) - qs;\\n    float s4 = max(abs(P.x + qs), abs(P.y + qs)) - qs;\\n    // Intersect main shape with quadrants (to form cross)\\n    float circle = length(P) - size/2.0;\\n    float c1 = max(circle, s1);\\n    float c2 = max(circle, s2);\\n    float c3 = max(circle, s3);\\n    float c4 = max(circle, s4);\\n    // Union\\n    return min(min(min(c1, c2), c3), c4);\\n}\\n\",n.squarecross=\"\\nfloat marker(vec2 P, float size)\\n{\\n    // Define quadrants\\n    float qs = size / 2.0;  // quadrant size\\n    float s1 = max(abs(P.x - qs), abs(P.y - qs)) - qs;\\n    float s2 = max(abs(P.x + qs), abs(P.y - qs)) - qs;\\n    float s3 = max(abs(P.x - qs), abs(P.y + qs)) - qs;\\n    float s4 = max(abs(P.x + qs), abs(P.y + qs)) - qs;\\n    // Intersect main shape with quadrants (to form cross)\\n    float square = max(abs(P.x), abs(P.y)) - size/2.0;\\n    float c1 = max(square, s1);\\n    float c2 = max(square, s2);\\n    float c3 = max(square, s3);\\n    float c4 = max(square, s4);\\n    // Union\\n    return min(min(min(c1, c2), c3), c4);\\n}\\n\",n.diamondcross=\"\\nfloat marker(vec2 P, float size)\\n{\\n    // Define quadrants\\n    float qs = size / 2.0;  // quadrant size\\n    float s1 = max(abs(P.x - qs), abs(P.y - qs)) - qs;\\n    float s2 = max(abs(P.x + qs), abs(P.y - qs)) - qs;\\n    float s3 = max(abs(P.x - qs), abs(P.y + qs)) - qs;\\n    float s4 = max(abs(P.x + qs), abs(P.y + qs)) - qs;\\n    // Intersect main shape with quadrants (to form cross)\\n    float x = SQRT_2 / 2.0 * (P.x * 1.5 - P.y);\\n    float y = SQRT_2 / 2.0 * (P.x * 1.5 + P.y);\\n    float diamond = max(abs(x), abs(y)) - size / (2.0 * SQRT_2);\\n    diamond /= SQRT_2;\\n    float c1 = max(diamond, s1);\\n    float c2 = max(diamond, s2);\\n    float c3 = max(diamond, s3);\\n    float c4 = max(diamond, s4);\\n    // Union\\n    return min(min(min(c1, c2), c3), c4);\\n}\\n\",n.x='\\nfloat marker(vec2 P, float size)\\n{\\n    float circle = length(P) - size / 1.6;\\n    float X = min(abs(P.x - P.y), abs(P.x + P.y)) - size / 100.0;  // bit of \"width\" for aa\\n    return max(circle, X);\\n}\\n',n.circlex='\\nfloat marker(vec2 P, float size)\\n{\\n    float x = P.x - P.y;\\n    float y = P.x + P.y;\\n    // Define quadrants\\n    float qs = size / 2.0;  // quadrant size\\n    float s1 = max(abs(x - qs), abs(y - qs)) - qs;\\n    float s2 = max(abs(x + qs), abs(y - qs)) - qs;\\n    float s3 = max(abs(x - qs), abs(y + qs)) - qs;\\n    float s4 = max(abs(x + qs), abs(y + qs)) - qs;\\n    // Intersect main shape with quadrants (to form cross)\\n    float circle = length(P) - size/2.0;\\n    float c1 = max(circle, s1);\\n    float c2 = max(circle, s2);\\n    float c3 = max(circle, s3);\\n    float c4 = max(circle, s4);\\n    // Union\\n    float almost = min(min(min(c1, c2), c3), c4);\\n    // In this case, the X is also outside of the main shape\\n    float Xmask = length(P) - size / 1.6;  // a circle\\n    float X = min(abs(P.x - P.y), abs(P.x + P.y)) - size / 100.0;  // bit of \"width\" for aa\\n    return min(max(X, Xmask), almost);\\n}\\n',n.squarex=\"\\nfloat marker(vec2 P, float size)\\n{\\n    float x = P.x - P.y;\\n    float y = P.x + P.y;\\n    // Define quadrants\\n    float qs = size / 2.0;  // quadrant size\\n    float s1 = max(abs(x - qs), abs(y - qs)) - qs;\\n    float s2 = max(abs(x + qs), abs(y - qs)) - qs;\\n    float s3 = max(abs(x - qs), abs(y + qs)) - qs;\\n    float s4 = max(abs(x + qs), abs(y + qs)) - qs;\\n    // Intersect main shape with quadrants (to form cross)\\n    float square = max(abs(P.x), abs(P.y)) - size/2.0;\\n    float c1 = max(square, s1);\\n    float c2 = max(square, s2);\\n    float c3 = max(square, s3);\\n    float c4 = max(square, s4);\\n    // Union\\n    return min(min(min(c1, c2), c3), c4);\\n}\\n\",n.asterisk='\\nfloat marker(vec2 P, float size)\\n{\\n    // Masks\\n    float diamond = max(abs(SQRT_2 / 2.0 * (P.x - P.y)), abs(SQRT_2 / 2.0 * (P.x + P.y))) - size / (2.0 * SQRT_2);\\n    float square = max(abs(P.x), abs(P.y)) - size / (2.0 * SQRT_2);\\n    // Shapes\\n    float X = min(abs(P.x - P.y), abs(P.x + P.y)) - size / 100.0;  // bit of \"width\" for aa\\n    float cross = min(abs(P.x), abs(P.y)) - size / 100.0;  // bit of \"width\" for aa\\n    // Result is union of masked shapes\\n    return min(max(X, diamond), max(cross, square));\\n}\\n'},460:function(t,e,n){var a=t(388),s=t(462),i=t(453),r=t(461),o=t(459),l=t(123),_=t(25),h=t(17),c=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return a.__extends(e,t),e.prototype.init=function(){var t=this.gl,e=r.vertex_shader,n=o.fragment_shader(this._marker_code);this.prog=new s.Program(t),this.prog.set_shaders(e,n),this.vbo_x=new s.VertexBuffer(t),this.prog.set_attribute(\"a_x\",\"float\",this.vbo_x),this.vbo_y=new s.VertexBuffer(t),this.prog.set_attribute(\"a_y\",\"float\",this.vbo_y),this.vbo_s=new s.VertexBuffer(t),this.prog.set_attribute(\"a_size\",\"float\",this.vbo_s),this.vbo_a=new s.VertexBuffer(t),this.prog.set_attribute(\"a_angle\",\"float\",this.vbo_a),this.vbo_linewidth=new s.VertexBuffer(t),this.vbo_fg_color=new s.VertexBuffer(t),this.vbo_bg_color=new s.VertexBuffer(t),this.index_buffer=new s.IndexBuffer(t)},e.prototype.draw=function(t,e,n){var a=e.glglyph,s=a.nvertices;if(a.data_changed){if(!isFinite(n.dx)||!isFinite(n.dy))return;a._baked_offset=[n.dx,n.dy],a._set_data(s),a.data_changed=!1}else this.glyph instanceof l.CircleView&&null!=this.glyph._radius&&(null==this.last_trans||n.sx!=this.last_trans.sx||n.sy!=this.last_trans.sy)&&(this.last_trans=n,this.vbo_s.set_data(0,new Float32Array(_.map(this.glyph.sradius,function(t){return 2*t}))));this.visuals_changed&&(this._set_visuals(s),this.visuals_changed=!1);var i=a._baked_offset;if(this.prog.set_uniform(\"u_pixel_ratio\",\"float\",[n.pixel_ratio]),this.prog.set_uniform(\"u_canvas_size\",\"vec2\",[n.width,n.height]),this.prog.set_uniform(\"u_offset\",\"vec2\",[n.dx-i[0],n.dy-i[1]]),this.prog.set_uniform(\"u_scale\",\"vec2\",[n.sx,n.sy]),this.prog.set_attribute(\"a_x\",\"float\",a.vbo_x),this.prog.set_attribute(\"a_y\",\"float\",a.vbo_y),this.prog.set_attribute(\"a_size\",\"float\",a.vbo_s),this.prog.set_attribute(\"a_angle\",\"float\",a.vbo_a),0!=t.length)if(t.length===s)this.prog.draw(this.gl.POINTS,[0,s]);else if(s<65535){var r=window.navigator.userAgent;r.indexOf(\"MSIE \")+r.indexOf(\"Trident/\")+r.indexOf(\"Edge/\")>0&&h.logger.warn(\"WebGL warning: IE is known to produce 1px sprites whith selections.\"),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)}else{for(var o=[],c=0,f=Math.ceil(s/64e3);c<f;c++)o.push([]);for(var c=0,f=t.length;c<f;c++){var d=t[c]%64e3,u=Math.floor(t[c]/64e3);o[u].push(d)}for(var u=0,f=o.length;u<f;u++){var g=new Uint16Array(o[u]),p=64e3*u*4;0!==g.length&&(this.prog.set_attribute(\"a_x\",\"float\",a.vbo_x,0,p),this.prog.set_attribute(\"a_y\",\"float\",a.vbo_y,0,p),this.prog.set_attribute(\"a_size\",\"float\",a.vbo_s,0,p),this.prog.set_attribute(\"a_angle\",\"float\",a.vbo_a,0,p),this.vbo_linewidth.used&&this.prog.set_attribute(\"a_linewidth\",\"float\",this.vbo_linewidth,0,p),this.vbo_fg_color.used&&this.prog.set_attribute(\"a_fg_color\",\"vec4\",this.vbo_fg_color,0,4*p),this.vbo_bg_color.used&&this.prog.set_attribute(\"a_bg_color\",\"vec4\",this.vbo_bg_color,0,4*p),this.index_buffer.set_size(2*g.length),this.index_buffer.set_data(0,g),this.prog.draw(this.gl.POINTS,this.index_buffer))}}},e.prototype._set_data=function(t){var 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);for(var n=new Float64Array(this.glyph._x),a=new Float64Array(this.glyph._y),s=0,i=t;s<i;s++)n[s]+=this._baked_offset[0],a[s]+=this._baked_offset[1];this.vbo_x.set_data(0,new Float32Array(n)),this.vbo_y.set_data(0,new Float32Array(a)),null!=this.glyph._angle&&this.vbo_a.set_data(0,new Float32Array(this.glyph._angle)),this.glyph instanceof l.CircleView&&null!=this.glyph._radius?this.vbo_s.set_data(0,new Float32Array(_.map(this.glyph.sradius,function(t){return 2*t}))):this.vbo_s.set_data(0,new Float32Array(this.glyph._size))},e.prototype._set_visuals=function(t){i.attach_float(this.prog,this.vbo_linewidth,\"a_linewidth\",t,this.glyph.visuals.line,\"line_width\"),i.attach_color(this.prog,this.vbo_fg_color,\"a_fg_color\",t,this.glyph.visuals.line,\"line\"),i.attach_color(this.prog,this.vbo_bg_color,\"a_bg_color\",t,this.glyph.visuals.fill,\"fill\"),this.prog.set_uniform(\"u_antialias\",\"float\",[.8])},e}(i.BaseGLGlyph);function f(t){return function(e){function n(){return null!==e&&e.apply(this,arguments)||this}return a.__extends(n,e),Object.defineProperty(n.prototype,\"_marker_code\",{get:function(){return t},enumerable:!0,configurable:!0}),n}(c)}n.MarkerGLGlyph=c;var d=t(459);n.CircleGLGlyph=f(d.circle),n.SquareGLGlyph=f(d.square),n.DiamondGLGlyph=f(d.diamond),n.TriangleGLGlyph=f(d.triangle),n.InvertedTriangleGLGlyph=f(d.invertedtriangle),n.HexGLGlyph=f(d.hex),n.CrossGLGlyph=f(d.cross),n.CircleCrossGLGlyph=f(d.circlecross),n.SquareCrossGLGlyph=f(d.squarecross),n.DiamondCrossGLGlyph=f(d.diamondcross),n.XGLGlyph=f(d.x),n.CircleXGLGlyph=f(d.circlex),n.SquareXGLGlyph=f(d.squarex),n.AsteriskGLGlyph=f(d.asterisk)},461:function(t,e,n){n.vertex_shader=\"\\nprecision mediump float;\\nconst float SQRT_2 = 1.4142135623730951;\\n//\\nuniform float u_pixel_ratio;\\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 * u_pixel_ratio;\\n    v_linewidth = a_linewidth * u_pixel_ratio;\\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_offset) * u_scale; // in pixels\\n    pos += 0.5;  // make up for Bokeh's offset\\n    pos /= u_canvas_size / u_pixel_ratio;  // 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 * (v_linewidth + 1.5*u_antialias);\\n}\\n\"},462:function(t,e,n){var a,s,i,r,o,l,_,h,c,f=function(t,e){return Array.isArray(t)&&Array.isArray(e)?t.concat(e):t+e},d=function(t,e){if(null==e);else{if(Array.isArray(e)){for(var n=0;n<e.length;n++)if(u(t,e[n]))return!0;return!1}if(e.constructor===Object){for(var a in e)if(t==a)return!0;return!1}if(e.constructor==String)return e.indexOf(t)>=0}var s=Error(\"Not a container: \"+e);throw s.name=\"TypeError\",s},u=function t(e,n){if(null==e||null==n);else{if(Array.isArray(e)&&Array.isArray(n)){for(var a=0,s=e.length==n.length;s&&a<e.length;)s=t(e[a],n[a]),a+=1;return s}if(e.constructor===Object&&n.constructor===Object){var i=Object.keys(e),r=Object.keys(n);i.sort(),r.sort();for(var o,a=0,s=t(i,r);s&&a<i.length;)o=i[a],s=t(e[o],n[o]),a+=1;return s}}return e==n},g=function(t,e){if(void 0===t||\"undefined\"!=typeof window&&window===t||\"undefined\"!=typeof global&&global===t)throw\"Class constructor is called as a function.\";for(var n in t)void 0!==Object[n]||\"function\"!=typeof t[n]||t[n].nobind||(t[n]=t[n].bind(t));t.__init__&&t.__init__.apply(t,e)},p=function(t,e){if((\"number\"==typeof t)+(\"number\"==typeof e)===1){if(t.constructor===String)return b.call(t,e);if(e.constructor===String)return b.call(e,t);if(Array.isArray(e)){var n=t;t=e,e=n}if(Array.isArray(t)){for(var a=[],s=0;s<e;s++)a=a.concat(t);return a}}return t*e},v=function(t){return null===t||\"object\"!=typeof t?t:void 0!==t.length?!!t.length&&t:void 0!==t.byteLength?!!t.byteLength&&t:t.constructor!==Object||!!Object.getOwnPropertyNames(t).length&&t},m=function(t){if(!Array.isArray(this))return this.append.apply(this,arguments);this.push(t)},x=function(t,e){return this.constructor!==Object?this.get.apply(this,arguments):void 0!==this[t]?this[t]:void 0!==e?e:null},y=function(t){if(!Array.isArray(this))return this.remove.apply(this,arguments);for(var e=0;e<this.length;e++)if(u(this[e],t))return void this.splice(e,1);var n=Error(t);throw n.name=\"ValueError\",n},b=function(t){if(this.repeat)return this.repeat(t);if(t<1)return\"\";for(var e=\"\",n=this.valueOf();t>1;)1&t&&(e+=n),t>>=1,n+=n;return e+n},w=function(t){return this.constructor!==String?this.startswith.apply(this,arguments):0==this.indexOf(t)};c=window.console,h=function(t,e){var n,a,s,i,r,o,l;for(e=void 0===e?\"periodic check\":e,i=[];a=t.getError(),!(u(a,t.NO_ERROR)||v(i)&&u(a,i[i.length-1]));)m.call(i,a);if(i.length){for(r=\"\",\"object\"!=typeof(o=i)||Array.isArray(o)||(o=Object.keys(o)),l=0;l<o.length;l+=1)n=o[l],r=f(r,n);throw(s=new Error(\"RuntimeError:OpenGL got errors (\"+e+\"): \"+r)).name=\"RuntimeError\",s}return null},(s=function(){g(this,arguments)}).prototype._base_class=Object,s.prototype._class_name=\"GlooObject\",s.prototype.__init__=function(t){if(this._gl=t,this.handle=null,this._create(),null===this.handle)throw\"AssertionError: this.handle !== null\";return null},s.prototype._create=function(){var t;throw(t=new Error(\"NotImplementedError:\")).name=\"NotImplementedError\",t},((r=function(){g(this,arguments)}).prototype=Object.create(s.prototype))._base_class=s.prototype,r.prototype._class_name=\"Program\",r.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\"},r.prototype.ATYPEMAP={float:\"vertexAttrib1f\",vec2:\"vertexAttrib2f\",vec3:\"vertexAttrib3f\",vec4:\"vertexAttrib4f\"},r.prototype.ATYPEINFO={float:[1,5126],vec2:[2,5126],vec3:[3,5126],vec4:[4,5126]},r.prototype._create=function(){return this.handle=this._gl.createProgram(),this.locations={},this._unset_variables=[],this._validated=!1,this._samplers={},this._attributes={},this._known_invalid=[],null},r.prototype.delete=function(){return this._gl.deleteProgram(this.handle),null},r.prototype.activate=function(){return this._gl.useProgram(this.handle),null},r.prototype.deactivate=function(){return this._gl.useProgram(0),null},r.prototype.set_shaders=function(t,e){var n,a,s,i,r,o,l,_,h,c,d,u,g;for(o=this._gl,this._linked=!1,g=o.createShader(o.VERTEX_SHADER),r=o.createShader(o.FRAGMENT_SHADER),d=[[t,g,\"vertex\"],[e,r,\"fragment\"]],_=0;_<2;_+=1)if(n=(c=d[_])[0],l=c[1],u=c[2],o.shaderSource(l,n),o.compileShader(l),h=o.getShaderParameter(l,o.COMPILE_STATUS),!v(h))throw i=o.getShaderInfoLog(l),(s=new Error(\"RuntimeError:\"+f(\"errors in \"+u+\" shader:\\n\",i))).name=\"RuntimeError\",s;if(o.attachShader(this.handle,g),o.attachShader(this.handle,r),o.linkProgram(this.handle),!v(o.getProgramParameter(this.handle,o.LINK_STATUS)))throw(a=new Error(\"RuntimeError:Program link error:\\n\"+o.getProgramInfoLog(this.handle))).name=\"RuntimeError\",a;return this._unset_variables=this._get_active_attributes_and_uniforms(),o.detachShader(this.handle,g),o.detachShader(this.handle,r),o.deleteShader(g),o.deleteShader(r),this._known_invalid=[],this._linked=!0,null},r.prototype._get_active_attributes_and_uniforms=function(){var t,e,n,a,s,i,r,o,l,_,h,c,d,u,g,p,x,y,b;for(o=this._gl,this.locations={},u=new window.RegExp(\"(\\\\w+)\\\\s*(\\\\[(\\\\d+)\\\\])\\\\s*\"),s=o.getProgramParameter(this.handle,o.ACTIVE_UNIFORMS),e=o.getProgramParameter(this.handle,o.ACTIVE_ATTRIBUTES),y=[],\"object\"!=typeof(p=[[t=[],e,o.getActiveAttrib,o.getAttribLocation],[y,s,o.getActiveUniform,o.getUniformLocation]])||Array.isArray(p)||(p=Object.keys(p)),x=0;x<p.length;x+=1)for(b=p[x],n=(g=b)[0],a=g[1],i=g[2],r=g[3],l=0;l<a;l+=1){if(_=i.call(o,this.handle,l),d=_.name,c=d.match(u),v(c))for(d=c[1],h=0;h<_.size;h+=1)m.call(n,[d+\"[\"+h+\"]\",_.type]);else m.call(n,[d,_.type]);this.locations[d]=r.call(o,this.handle,d)}return f(function(){var e,n,a,s=[];for(\"object\"!=typeof(n=t)||Array.isArray(n)||(n=Object.keys(n)),a=0;a<n.length;a++)e=n[a],s.push(e[0]);return s}.apply(this),function(){var t,e,n,a=[];for(\"object\"!=typeof(e=y)||Array.isArray(e)||(e=Object.keys(e)),n=0;n<e.length;n++)t=e[n],a.push(t[0]);return a}.apply(this))},r.prototype.set_texture=function(t,e){var n,a,s;if(!v(this._linked))throw(n=new Error(\"RuntimeError:Cannot set uniform when program has no code\")).name=\"RuntimeError\",n;return a=x.call(this.locations,t,-1),v(a<0)?(d(t,this._known_invalid)||(m.call(this._known_invalid,t),c.log(\"Variable \"+t+\" is not an active texture\")),null):(d(t,this._unset_variables)&&y.call(this._unset_variables,t),this.activate(),s=function(){return\"function\"==typeof this.keys?this.keys.apply(this,arguments):Object.keys(this)}.call(this._samplers).length,d(t,this._samplers)&&(s=this._samplers[t][this._samplers[t].length-1]),this._samplers[t]=[e._target,e.handle,s],this._gl.uniform1i(a,s),null)},r.prototype.set_uniform=function(t,e,n){var a,s,i,r,o,l,_;if(!v(this._linked))throw(i=new Error(\"RuntimeError:Cannot set uniform when program has no code\")).name=\"RuntimeError\",i;if(o=x.call(this.locations,t,-1),v(o<0))return d(t,this._known_invalid)||(m.call(this._known_invalid,t),c.log(\"Variable \"+t+\" is not an active uniform\")),null;if(d(t,this._unset_variables)&&y.call(this._unset_variables,t),s=1,w.call(e,\"mat\")||(a=x.call({int:\"float\",bool:\"float\"},e,function(t){if(this.constructor!==String)return this.lstrip.apply(this,arguments);t=void 0===t?\" \\t\\r\\n\":t;for(var e=0;e<this.length;e++)if(t.indexOf(this[e])<0)return this.slice(e);return\"\"}.call(e,\"ib\")),s=Math.floor(n.length/this.ATYPEINFO[a][0])),v(s>1))for(l=0;l<s;l+=1)d(t+\"[\"+l+\"]\",this._unset_variables)&&d(_=t+\"[\"+l+\"]\",this._unset_variables)&&y.call(this._unset_variables,_);return r=this.UTYPEMAP[e],this.activate(),w.call(e,\"mat\")?this._gl[r](o,!1,n):this._gl[r](o,n),null},r.prototype.set_attribute=function(t,e,n,a,s){var i,r,o,l,h,f,u,g;if(a=void 0===a?0:a,s=void 0===s?0:s,!v(this._linked))throw(r=new Error(\"RuntimeError:Cannot set attribute when program has no code\")).name=\"RuntimeError\",r;return f=n instanceof _,h=x.call(this.locations,t,-1),v(h<0)?(d(t,this._known_invalid)||(m.call(this._known_invalid,t),v(f)&&v(s>0)||c.log(\"Variable \"+t+\" is not an active attribute\")),null):(d(t,this._unset_variables)&&y.call(this._unset_variables,t),this.activate(),v(f)?(g=this.ATYPEINFO[e],u=g[0],l=g[1],o=\"vertexAttribPointer\",i=[u,l,this._gl.FALSE,a,s],this._attributes[t]=[n.handle,h,o,i]):(o=this.ATYPEMAP[e],this._attributes[t]=[0,h,o,n]),null)},r.prototype._pre_draw=function(){var t,e,n,a,s,i,r,o,l,_,h,c;for(c in this.activate(),r=this._samplers)r.hasOwnProperty(c)&&(c=r[c],l=(i=c)[0],o=i[1],_=i[2],this._gl.activeTexture(f(this._gl.TEXTURE0,_)),this._gl.bindTexture(l,o));for(c in s=this._attributes)s.hasOwnProperty(c)&&(c=s[c],h=(a=c)[0],e=a[1],n=a[2],t=a[3],v(h)?(this._gl.bindBuffer(this._gl.ARRAY_BUFFER,h),this._gl.enableVertexAttribArray(e),this._gl[n].apply(this._gl,[].concat([e],t))):(this._gl.bindBuffer(this._gl.ARRAY_BUFFER,null),this._gl.disableVertexAttribArray(e),this._gl[n].apply(this._gl,[].concat([e],t))));return v(this._validated)||(this._validated=!0,this._validate()),null},r.prototype._validate=function(){var t;if(this._unset_variables.length&&c.log(\"Program has unset variables: \"+this._unset_variables),this._gl.validateProgram(this.handle),!v(this._gl.getProgramParameter(this.handle,this._gl.VALIDATE_STATUS)))throw c.log(this._gl.getProgramInfoLog(this.handle)),(t=new Error(\"RuntimeError:Program validation error\")).name=\"RuntimeError\",t;return null},r.prototype.draw=function(t,e){var n,a,s,r,o;if(!v(this._linked))throw(a=new Error(\"RuntimeError:Cannot draw program if code has not been set\")).name=\"RuntimeError\",a;return h(this._gl,\"before draw\"),v(e instanceof i)?(this._pre_draw(),e.activate(),n=e._buffer_size/2,r=this._gl.UNSIGNED_SHORT,this._gl.drawElements(t,n,r,0),e.deactivate()):(s=(o=e)[0],n=o[1],v(n)&&(this._pre_draw(),this._gl.drawArrays(t,s,n))),h(this._gl,\"after draw\"),null},((a=function(){g(this,arguments)}).prototype=Object.create(s.prototype))._base_class=s.prototype,a.prototype._class_name=\"Buffer\",a.prototype._target=null,a.prototype._usage=35048,a.prototype._create=function(){return this.handle=this._gl.createBuffer(),this._buffer_size=0,null},a.prototype.delete=function(){return this._gl.deleteBuffer(this.handle),null},a.prototype.activate=function(){return this._gl.bindBuffer(this._target,this.handle),null},a.prototype.deactivate=function(){return this._gl.bindBuffer(this._target,null),null},a.prototype.set_size=function(t){return u(t,this._buffer_size)||(this.activate(),this._gl.bufferData(this._target,t,this._usage),this._buffer_size=t),null},a.prototype.set_data=function(t,e){return this.activate(),this._gl.bufferSubData(this._target,t,e),null},(_=function(){g(this,arguments)}).prototype=Object.create(a.prototype),_.prototype._base_class=a.prototype,_.prototype._class_name=\"VertexBuffer\",_.prototype._target=34962,(i=function(){g(this,arguments)}).prototype=Object.create(a.prototype),i.prototype._base_class=a.prototype,i.prototype._class_name=\"IndexBuffer\",i.prototype._target=34963,((o=function(){g(this,arguments)}).prototype=Object.create(s.prototype))._base_class=s.prototype,o.prototype._class_name=\"Texture2D\",o.prototype._target=3553,o.prototype._types={Int8Array:5120,Uint8Array:5121,Int16Array:5122,Uint16Array:5123,Int32Array:5124,Uint32Array:5125,Float32Array:5126},o.prototype._create=function(){return this.handle=this._gl.createTexture(),this._shape_format=null,null},o.prototype.delete=function(){return this._gl.deleteTexture(this.handle),null},o.prototype.activate=function(){return this._gl.bindTexture(this._target,this.handle),null},o.prototype.deactivate=function(){return this._gl.bindTexture(this._target,0),null},o.prototype._get_alignment=function(t){var e,n,a;for(\"object\"!=typeof(n=[4,8,2,1])||Array.isArray(n)||(n=Object.keys(n)),a=0;a<n.length;a+=1)if(e=n[a],u(t%e,0))return e;return null},o.prototype.set_wrapping=function(t,e){return this.activate(),this._gl.texParameterf(this._target,this._gl.TEXTURE_WRAP_S,t),this._gl.texParameterf(this._target,this._gl.TEXTURE_WRAP_T,e),null},o.prototype.set_interpolation=function(t,e){return this.activate(),this._gl.texParameterf(this._target,this._gl.TEXTURE_MIN_FILTER,t),this._gl.texParameterf(this._target,this._gl.TEXTURE_MAG_FILTER,e),null},o.prototype.set_size=function(t,e){var n,a,s;return n=(a=t)[0],s=a[1],u([n,s,e],this._shape_format)||(this._shape_format=[n,s,e],this.activate(),this._gl.texImage2D(this._target,0,e,s,n,0,e,this._gl.UNSIGNED_BYTE,null)),this.u_shape=[n,s],null},o.prototype.set_data=function(t,e,n){var a,s,i,r,o,l,_,h,c,f;if(u(e.length,2)&&(e=[e[0],e[1],1]),this.activate(),i=this._shape_format[2],o=(l=e)[0],h=l[1],l[2],f=(_=t)[0],c=_[1],null===(r=x.call(this._types,n.constructor.name,null)))throw(s=new Error(\"ValueError:Type \"+n.constructor.name+\" not allowed for texture\")).name=\"ValueError\",s;return a=this._get_alignment(p(e[e.length-2],e[e.length-1])),u(a,4)||this._gl.pixelStorei(this._gl.UNPACK_ALIGNMENT,a),this._gl.texSubImage2D(this._target,0,c,f,h,o,i,r,n),u(a,4)||this._gl.pixelStorei(this._gl.UNPACK_ALIGNMENT,4),null},((l=function(){g(this,arguments)}).prototype=Object.create(o.prototype))._base_class=o.prototype,l.prototype._class_name=\"Texture3DLike\",l.prototype.GLSL_SAMPLE_NEAREST=\"\\n        vec4 sample3D(sampler2D tex, vec3 texcoord, vec3 shape, vec2 tiles) {\\n            shape.xyz = shape.zyx;  // silly row-major convention\\n            float nrows = tiles.y, ncols = tiles.x;\\n            // Don't let adjacent frames be interpolated into this one\\n            texcoord.x = min(texcoord.x * shape.x, shape.x - 0.5);\\n            texcoord.x = max(0.5, texcoord.x) / shape.x;\\n            texcoord.y = min(texcoord.y * shape.y, shape.y - 0.5);\\n            texcoord.y = max(0.5, texcoord.y) / shape.y;\\n\\n            float zindex = floor(texcoord.z * shape.z);\\n\\n            // Do a lookup in the 2D texture\\n            float u = (mod(zindex, ncols) + texcoord.x) / ncols;\\n            float v = (floor(zindex / ncols) + texcoord.y) / nrows;\\n\\n            return texture2D(tex, vec2(u,v));\\n        }\\n    \",l.prototype.GLSL_SAMPLE_LINEAR=\"\\n        vec4 sample3D(sampler2D tex, vec3 texcoord, vec3 shape, vec2 tiles) {\\n            shape.xyz = shape.zyx;  // silly row-major convention\\n            float nrows = tiles.y, ncols = tiles.x;\\n            // Don't let adjacent frames be interpolated into this one\\n            texcoord.x = min(texcoord.x * shape.x, shape.x - 0.5);\\n            texcoord.x = max(0.5, texcoord.x) / shape.x;\\n            texcoord.y = min(texcoord.y * shape.y, shape.y - 0.5);\\n            texcoord.y = max(0.5, texcoord.y) / shape.y;\\n\\n            float z = texcoord.z * shape.z;\\n            float zindex1 = floor(z);\\n            float u1 = (mod(zindex1, ncols) + texcoord.x) / ncols;\\n            float v1 = (floor(zindex1 / ncols) + texcoord.y) / nrows;\\n\\n            float zindex2 = zindex1 + 1.0;\\n            float u2 = (mod(zindex2, ncols) + texcoord.x) / ncols;\\n            float v2 = (floor(zindex2 / ncols) + texcoord.y) / nrows;\\n\\n            vec4 s1 = texture2D(tex, vec2(u1, v1));\\n            vec4 s2 = texture2D(tex, vec2(u2, v2));\\n\\n            return s1 * (zindex2 - z) + s2 * (z - zindex1);\\n        }\\n    \",l.prototype._get_tile_info=function(t){var e,n,a,s;if(n=this._gl.getParameter(this._gl.MAX_TEXTURE_SIZE),s=Math.floor(n/t[1]),s=Math.min(s,t[0]),a=window.Math.ceil(t[0]/s),v(p(a,t[2])>n))throw(e=new Error(\"RuntimeError:Cannot fit 3D data with shape \"+t+\" onto simulated 2D texture.\")).name=\"RuntimeError\",e;return[s,a]},l.prototype.set_size=function(t,e){var n,a,s,i;return i=this._get_tile_info(t),a=i[0],n=i[1],s=[p(t[1],a),p(t[2],n)],l.prototype._base_class.set_size.call(this,s,e),this.u_shape=[t[0],t[1],t[2]],this.u_tiles=[n,a],null},l.prototype.set_data=function(t,e,n){var a,s,i,r,o,_,h,c,f,d,g,m,x;if(u(e.length,3)&&(e=[e[0],e[1],e[2],1]),!function(t){for(var e=0;e<t.length;e++)if(!v(t[e]))return!1;return!0}(function(){var e,n,a,s=[];for(\"object\"!=typeof(n=t)||Array.isArray(n)||(n=Object.keys(n)),a=0;a<n.length;a++)e=n[a],s.push(u(e,0));return s}.apply(this)))throw(r=new Error(\"ValueError:Texture3DLike does not support nonzero offset (for now)\")).name=\"ValueError\",r;if(f=this._get_tile_info(e),_=f[0],o=f[1],c=[p(e[1],_),p(e[2],o),e[3]],u(o,1))l.prototype._base_class.set_data.call(this,[0,0],c,n);else for(a=n.constructor,x=new a(p(p(c[0],c[1]),c[2])),l.prototype._base_class.set_data.call(this,[0,0],c,x),m=0;m<e[0];m+=1)d=[Math.floor(m/o),m%o],h=d[0],s=d[1],i=Math.floor(n.length/e[0]),g=n.slice(p(m,i),p(m+1,i)),l.prototype._base_class.set_data.call(this,[p(h,e[1]),p(s,e[2])],e.slice(1),g);return null},e.exports={Buffer:a,GlooObject:s,IndexBuffer:i,Program:r,Texture2D:o,Texture3DLike:l,VertexBuffer:_,check_error:h,console:c}}})}(this);\n",
       "      //# sourceMappingURL=bokeh-gl.min.js.map\n",
       "      /* END bokeh-gl.min.js */\n",
       "    },\n",
       "    \n",
       "    function(Bokeh) {\n",
       "      Bokeh.set_log_level(\"info\");\n",
       "    },\n",
       "    \n",
       "    function(Bokeh) {\n",
       "      \n",
       "    },\n",
       "    function(Bokeh) {} // ensure no trailing comma for IE\n",
       "  ];\n",
       "\n",
       "  function run_inline_js() {\n",
       "    \n",
       "    if ((root.Bokeh !== undefined) || (force === true)) {\n",
       "      for (var i = 0; i < inline_js.length; i++) {\n",
       "        inline_js[i].call(root, root.Bokeh);\n",
       "      }} else if (Date.now() < root._bokeh_timeout) {\n",
       "      setTimeout(run_inline_js, 100);\n",
       "    } else if (!root._bokeh_failed_load) {\n",
       "      console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n",
       "      root._bokeh_failed_load = true;\n",
       "    } else if (force !== true) {\n",
       "      var cell = $(document.getElementById(null)).parents('.cell').data().cell;\n",
       "      cell.output_area.append_execute_result(NB_LOAD_WARNING)\n",
       "    }\n",
       "\n",
       "  }\n",
       "\n",
       "  if (root._bokeh_is_loading === 0) {\n",
       "    console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n",
       "    run_inline_js();\n",
       "  } else {\n",
       "    load_libs(css_urls, js_urls, function() {\n",
       "      console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n",
       "      run_inline_js();\n",
       "    });\n",
       "  }\n",
       "}(window));"
      ],
      "application/vnd.holoviews_load.v0+json": "\n(function(root) {\n  function now() {\n    return new Date();\n  }\n\n  var force = true;\n\n  if (typeof root._bokeh_onload_callbacks === \"undefined\" || force === true) {\n    root._bokeh_onload_callbacks = [];\n    root._bokeh_is_loading = undefined;\n  }\n\n  \n\n  \n  if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n    root._bokeh_timeout = Date.now() + 5000;\n    root._bokeh_failed_load = false;\n  }\n\n  var NB_LOAD_WARNING = {'data': {'text/html':\n     \"<div style='background-color: #fdd'>\\n\"+\n     \"<p>\\n\"+\n     \"BokehJS does not appear to have successfully loaded. If loading BokehJS from CDN, this \\n\"+\n     \"may be due to a slow or bad network connection. Possible fixes:\\n\"+\n     \"</p>\\n\"+\n     \"<ul>\\n\"+\n     \"<li>re-rerun `output_notebook()` to attempt to load from CDN again, or</li>\\n\"+\n     \"<li>use INLINE resources instead, as so:</li>\\n\"+\n     \"</ul>\\n\"+\n     \"<code>\\n\"+\n     \"from bokeh.resources import INLINE\\n\"+\n     \"output_notebook(resources=INLINE)\\n\"+\n     \"</code>\\n\"+\n     \"</div>\"}};\n\n  function display_loaded() {\n    var el = document.getElementById(null);\n    if (el != null) {\n      el.textContent = \"BokehJS is loading...\";\n    }\n    if (root.Bokeh !== undefined) {\n      if (el != null) {\n        el.textContent = \"BokehJS \" + root.Bokeh.version + \" successfully loaded.\";\n      }\n    } else if (Date.now() < root._bokeh_timeout) {\n      setTimeout(display_loaded, 100)\n    }\n  }\n\n\n  function run_callbacks() {\n    try {\n      root._bokeh_onload_callbacks.forEach(function(callback) {\n        if (callback != null)\n          callback();\n      });\n    } finally {\n      delete root._bokeh_onload_callbacks\n    }\n    console.debug(\"Bokeh: all callbacks have finished\");\n  }\n\n  function load_libs(css_urls, js_urls, callback) {\n    if (css_urls == null) css_urls = [];\n    if (js_urls == null) js_urls = [];\n\n    root._bokeh_onload_callbacks.push(callback);\n    if (root._bokeh_is_loading > 0) {\n      console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n      return null;\n    }\n    if (js_urls == null || js_urls.length === 0) {\n      run_callbacks();\n      return null;\n    }\n    console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n    root._bokeh_is_loading = css_urls.length + js_urls.length;\n\n    function on_load() {\n      root._bokeh_is_loading--;\n      if (root._bokeh_is_loading === 0) {\n        console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n        run_callbacks()\n      }\n    }\n\n    function on_error() {\n      console.error(\"failed to load \" + url);\n    }\n\n    for (var i = 0; i < css_urls.length; i++) {\n      var url = css_urls[i];\n      const element = document.createElement(\"link\");\n      element.onload = on_load;\n      element.onerror = on_error;\n      element.rel = \"stylesheet\";\n      element.type = \"text/css\";\n      element.href = url;\n      console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n      document.body.appendChild(element);\n    }\n\n    for (var i = 0; i < js_urls.length; i++) {\n      var url = js_urls[i];\n      var element = document.createElement('script');\n      element.onload = on_load;\n      element.onerror = on_error;\n      element.async = false;\n      element.src = url;\n      console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n      document.head.appendChild(element);\n    }\n  };\n\n  function inject_raw_css(css) {\n    const element = document.createElement(\"style\");\n    element.appendChild(document.createTextNode(css));\n    document.body.appendChild(element);\n  }\n\n  var js_urls = [];\n  var css_urls = [];\n\n  var inline_js = [\n    function(Bokeh) {\n      inject_raw_css(\"/* BEGIN bokeh.min.css */\\n.bk-root{position:relative;width:auto;height:auto;z-index:0;box-sizing:border-box;font-family:Helvetica,Arial,sans-serif;font-size:10pt}.bk-root .bk,.bk-root .bk:before,.bk-root .bk:after{box-sizing:inherit;margin:0;border:0;padding:0;background-image:none;font-family:inherit;font-size:100%;line-height:1.42857143}.bk-root pre.bk{font-family:Courier,monospace}.bk-root .bk-clearfix:before,.bk-root .bk-clearfix:after{content:\\\"\\\";display:table}.bk-root .bk-clearfix:after{clear:both}.bk-root .bk-shading{position:absolute;display:block;border:1px dashed green}.bk-root .bk-tile-attribution a{color:black}.bk-root .bk-tool-icon-box-select{background-image:url(\\\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAB3RJTUUH4gEMEg0kduFrowAAAIdJREFUWMPtVtEKwCAI9KL//4e9DPZ3+wP3KgOjNZouFYI4C8q7s7DtB1lGIeMoRMRinCLXg/ML3EcFqpjjloOyZxRntxpwQ8HsgHYARKFAtSFrCg3TCdMFCE1BuuALEXJLjC4qENsFVXCESZw38/kWLOkC/K4PcOc/Hj03WkoDT3EaWW9egQul6CUbq90JTwAAAABJRU5ErkJggg==\\\")}.bk-root .bk-tool-icon-box-zoom{background-image:url(\\\"data:image/png;base64,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\\\")}.bk-root 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.bk-btn-default.bk-active{background-color:#ebebeb;border-color:#adadad}.bk-root .bk-btn-default[disabled],.bk-root .bk-btn-default[disabled]:hover,.bk-root .bk-btn-default[disabled]:focus,.bk-root .bk-btn-default[disabled]:active,.bk-root .bk-btn-default[disabled].bk-active{background-color:#e6e6e6;border-color:#ccc}.bk-root .bk-btn-primary{color:#fff;background-color:#428bca;border-color:#357ebd}.bk-root .bk-btn-primary:hover{background-color:#3681c1;border-color:#2c699e}.bk-root .bk-btn-primary.bk-active{background-color:#3276b1;border-color:#285e8e}.bk-root .bk-btn-primary[disabled],.bk-root .bk-btn-primary[disabled]:hover,.bk-root .bk-btn-primary[disabled]:focus,.bk-root .bk-btn-primary[disabled]:active,.bk-root .bk-btn-primary[disabled].bk-active{background-color:#506f89;border-color:#357ebd}.bk-root .bk-btn-success{color:#fff;background-color:#5cb85c;border-color:#4cae4c}.bk-root .bk-btn-success:hover{background-color:#4eb24e;border-color:#409240}.bk-root .bk-btn-success.bk-active{background-color:#47a447;border-color:#398439}.bk-root .bk-btn-success[disabled],.bk-root .bk-btn-success[disabled]:hover,.bk-root .bk-btn-success[disabled]:focus,.bk-root .bk-btn-success[disabled]:active,.bk-root .bk-btn-success[disabled].bk-active{background-color:#667b66;border-color:#4cae4c}.bk-root .bk-btn-info{color:#fff;background-color:#5bc0de;border-color:#46b8da}.bk-root .bk-btn-info:hover{background-color:#4ab9db;border-color:#29a8cd}.bk-root .bk-btn-info.bk-active{background-color:#39b3d7;border-color:#269abc}.bk-root .bk-btn-info[disabled],.bk-root .bk-btn-info[disabled]:hover,.bk-root .bk-btn-info[disabled]:focus,.bk-root .bk-btn-info[disabled]:active,.bk-root .bk-btn-info[disabled].bk-active{background-color:#569cb0;border-color:#46b8da}.bk-root .bk-btn-warning{color:#fff;background-color:#f0ad4e;border-color:#eea236}.bk-root .bk-btn-warning:hover{background-color:#eea43b;border-color:#e89014}.bk-root .bk-btn-warning.bk-active{background-color:#ed9c28;border-color:#d58512}.bk-root .bk-btn-warning[disabled],.bk-root .bk-btn-warning[disabled]:hover,.bk-root .bk-btn-warning[disabled]:focus,.bk-root .bk-btn-warning[disabled]:active,.bk-root .bk-btn-warning[disabled].bk-active{background-color:#c89143;border-color:#eea236}.bk-root .bk-btn-danger{color:#fff;background-color:#d9534f;border-color:#d43f3a}.bk-root .bk-btn-danger:hover{background-color:#d5433e;border-color:#bd2d29}.bk-root .bk-btn-danger.bk-active{background-color:#d2322d;border-color:#ac2925}.bk-root .bk-btn-danger[disabled],.bk-root .bk-btn-danger[disabled]:hover,.bk-root .bk-btn-danger[disabled]:focus,.bk-root .bk-btn-danger[disabled]:active,.bk-root .bk-btn-danger[disabled].bk-active{background-color:#a55350;border-color:#d43f3a}.bk-root .bk-btn-group{height:100%;display:flex;display:-webkit-flex;flex-wrap:nowrap;-webkit-flex-wrap:nowrap;align-items:center;-webkit-align-items:center;flex-direction:row;-webkit-flex-direction:row}.bk-root .bk-btn-group>.bk-btn{flex-grow:1;-webkit-flex-grow:1}.bk-root .bk-btn-group>.bk-btn+.bk-btn{margin-left:-1px}.bk-root .bk-btn-group>.bk-btn:first-child:not(:last-child){border-bottom-right-radius:0;border-top-right-radius:0}.bk-root .bk-btn-group>.bk-btn:not(:first-child):last-child{border-bottom-left-radius:0;border-top-left-radius:0}.bk-root .bk-btn-group>.bk-btn:not(:first-child):not(:last-child){border-radius:0}.bk-root .bk-btn-group .bk-dropdown-toggle{flex:0 0 0;-webkit-flex:0 0 0;padding:6px 6px}.bk-root .bk-toolbar-hidden{visibility:hidden;opacity:0;transition:visibility .3s linear,opacity .3s linear}.bk-root .bk-toolbar,.bk-root .bk-button-bar{display:flex;display:-webkit-flex;flex-wrap:nowrap;-webkit-flex-wrap:nowrap;align-items:center;-webkit-align-items:center;user-select:none;-ms-user-select:none;-moz-user-select:none;-webkit-user-select:none}.bk-root .bk-toolbar .bk-logo{flex-shrink:0;-webkit-flex-shrink:0}.bk-root .bk-toolbar-above,.bk-root .bk-toolbar-below{flex-direction:row;-webkit-flex-direction:row;justify-content:flex-end;-webkit-justify-content:flex-end}.bk-root .bk-toolbar-above .bk-button-bar,.bk-root .bk-toolbar-below .bk-button-bar{display:flex;display:-webkit-flex;flex-direction:row;-webkit-flex-direction:row}.bk-root .bk-toolbar-above .bk-logo,.bk-root .bk-toolbar-below .bk-logo{order:1;-webkit-order:1;margin-left:5px;margin-right:0}.bk-root .bk-toolbar-left,.bk-root .bk-toolbar-right{flex-direction:column;-webkit-flex-direction:column;justify-content:flex-start;-webkit-justify-content:flex-start}.bk-root .bk-toolbar-left .bk-button-bar,.bk-root .bk-toolbar-right .bk-button-bar{display:flex;display:-webkit-flex;flex-direction:column;-webkit-flex-direction:column}.bk-root .bk-toolbar-left .bk-logo,.bk-root .bk-toolbar-right .bk-logo{order:0;-webkit-order:0;margin-bottom:5px;margin-top:0}.bk-root .bk-toolbar-button{width:30px;height:30px;background-size:60%;background-color:transparent;background-repeat:no-repeat;background-position:center center}.bk-root .bk-toolbar-button:hover{background-color:#f9f9f9}.bk-root .bk-toolbar-button:focus{outline:0}.bk-root .bk-toolbar-button::-moz-focus-inner{border:0}.bk-root .bk-toolbar-above .bk-toolbar-button{border-bottom:2px solid transparent}.bk-root .bk-toolbar-above .bk-toolbar-button.bk-active{border-bottom-color:#26aae1}.bk-root .bk-toolbar-below .bk-toolbar-button{border-top:2px solid transparent}.bk-root .bk-toolbar-below .bk-toolbar-button.bk-active{border-top-color:#26aae1}.bk-root .bk-toolbar-right .bk-toolbar-button{border-left:2px solid transparent}.bk-root .bk-toolbar-right .bk-toolbar-button.bk-active{border-left-color:#26aae1}.bk-root .bk-toolbar-left .bk-toolbar-button{border-right:2px solid transparent}.bk-root .bk-toolbar-left .bk-toolbar-button.bk-active{border-right-color:#26aae1}.bk-root .bk-button-bar+.bk-button-bar:before{content:\\\" \\\";display:inline-block;background-color:lightgray}.bk-root .bk-toolbar-above .bk-button-bar+.bk-button-bar:before,.bk-root .bk-toolbar-below .bk-button-bar+.bk-button-bar:before{height:10px;width:1px}.bk-root .bk-toolbar-left .bk-button-bar+.bk-button-bar:before,.bk-root .bk-toolbar-right .bk-button-bar+.bk-button-bar:before{height:1px;width:10px}.bk-root .bk-tooltip{font-weight:300;font-size:12px;position:absolute;padding:5px;border:1px solid #e5e5e5;color:#2f2f2f;background-color:white;pointer-events:none;opacity:.95;z-index:100}.bk-root .bk-tooltip>div:not(:first-child){margin-top:5px;border-top:#e5e5e5 1px dashed}.bk-root .bk-tooltip.bk-left.bk-tooltip-arrow::before{position:absolute;margin:-7px 0 0 0;top:50%;width:0;height:0;border-style:solid;border-width:7px 0 7px 0;border-color:transparent;content:\\\" \\\";display:block;left:-10px;border-right-width:10px;border-right-color:#909599}.bk-root .bk-tooltip.bk-left::before{left:-10px;border-right-width:10px;border-right-color:#909599}.bk-root .bk-tooltip.bk-right.bk-tooltip-arrow::after{position:absolute;margin:-7px 0 0 0;top:50%;width:0;height:0;border-style:solid;border-width:7px 0 7px 0;border-color:transparent;content:\\\" \\\";display:block;right:-10px;border-left-width:10px;border-left-color:#909599}.bk-root .bk-tooltip.bk-right::after{right:-10px;border-left-width:10px;border-left-color:#909599}.bk-root .bk-tooltip.bk-above::before{position:absolute;margin:0 0 0 -7px;left:50%;width:0;height:0;border-style:solid;border-width:0 7px 0 7px;border-color:transparent;content:\\\" \\\";display:block;top:-10px;border-bottom-width:10px;border-bottom-color:#909599}.bk-root .bk-tooltip.bk-below::after{position:absolute;margin:0 0 0 -7px;left:50%;width:0;height:0;border-style:solid;border-width:0 7px 0 7px;border-color:transparent;content:\\\" \\\";display:block;bottom:-10px;border-top-width:10px;border-top-color:#909599}.bk-root .bk-tooltip-row-label{text-align:right;color:#26aae1}.bk-root .bk-tooltip-row-value{color:default}.bk-root .bk-tooltip-color-block{width:12px;height:12px;margin-left:5px;margin-right:5px;outline:#ddd solid 1px;display:inline-block}.rendered_html .bk-root .bk-tooltip table,.rendered_html .bk-root .bk-tooltip tr,.rendered_html .bk-root .bk-tooltip th,.rendered_html .bk-root .bk-tooltip td{border:0;padding:1px}\\n/* END bokeh.min.css */\");\n    },\n    function(Bokeh) {\n      inject_raw_css(\"/* BEGIN bokeh-widgets.min.css */\\n@charset \\\"UTF-8\\\";.bk-root{/*!\\n * Pikaday\\n * Copyright \\u00a9 2014 David Bushell | BSD & MIT license | https://dbushell.com/\\n */}.bk-root .bk-input{display:inline-block;width:100%;flex-grow:1;-webkit-flex-grow:1;min-height:31px;padding:0 12px;background-color:#fff;border:1px solid #ccc;border-radius:4px}.bk-root .bk-input:focus{border-color:#66afe9;outline:0;box-shadow:inset 0 1px 1px rgba(0,0,0,0.075),0 0 8px rgba(102,175,233,0.6)}.bk-root .bk-input::placeholder,.bk-root .bk-input:-ms-input-placeholder,.bk-root .bk-input::-moz-placeholder,.bk-root .bk-input::-webkit-input-placeholder{color:#999;opacity:1}.bk-root .bk-input[disabled],.bk-root .bk-input[readonly]{cursor:not-allowed;background-color:#eee;opacity:1}.bk-root select[multiple].bk-input,.bk-root select[size].bk-input,.bk-root textarea.bk-input{height:auto}.bk-root .bk-input-group{width:100%;height:100%;display:inline-flex;display:-webkit-inline-flex;flex-wrap:nowrap;-webkit-flex-wrap:nowrap;align-items:start;-webkit-align-items:start;flex-direction:column;-webkit-flex-direction:column;white-space:nowrap}.bk-root .bk-input-group.bk-inline{flex-direction:row;-webkit-flex-direction:row}.bk-root .bk-input-group.bk-inline>*:not(:first-child){margin-left:5px}.bk-root .bk-input-group input[type=\\\"checkbox\\\"]+span,.bk-root .bk-input-group input[type=\\\"radio\\\"]+span{position:relative;top:-2px;margin-left:3px}.bk-root .bk-slider-title{white-space:nowrap}.bk-root .bk-slider-value{font-weight:600}.bk-root .bk-noUi-target,.bk-root .bk-noUi-target *{-webkit-touch-callout:none;-webkit-tap-highlight-color:rgba(0,0,0,0);-webkit-user-select:none;-ms-touch-action:none;touch-action:none;-ms-user-select:none;-moz-user-select:none;user-select:none;-moz-box-sizing:border-box;box-sizing:border-box}.bk-root .bk-noUi-target{position:relative;direction:ltr}.bk-root .bk-noUi-base{width:100%;height:100%;position:relative;z-index:1}.bk-root .bk-noUi-connect{position:absolute;right:0;top:0;left:0;bottom:0}.bk-root .bk-noUi-origin{position:absolute;height:0;width:0}.bk-root .bk-noUi-handle{position:relative;z-index:1}.bk-root .bk-noUi-state-tap .bk-noUi-connect,.bk-root .bk-noUi-state-tap .bk-noUi-origin{-webkit-transition:top .3s,right .3s,bottom .3s,left .3s;transition:top .3s,right .3s,bottom .3s,left .3s}.bk-root .bk-noUi-state-drag *{cursor:inherit !important}.bk-root .bk-noUi-base,.bk-root .bk-noUi-handle{-webkit-transform:translate3d(0,0,0);transform:translate3d(0,0,0)}.bk-root .bk-noUi-horizontal{height:18px}.bk-root .bk-noUi-horizontal .bk-noUi-handle{width:34px;height:28px;left:-17px;top:-6px}.bk-root .bk-noUi-vertical{width:18px}.bk-root .bk-noUi-vertical .bk-noUi-handle{width:28px;height:34px;left:-6px;top:-17px}.bk-root .bk-noUi-target{background:#fafafa;border-radius:4px;border:1px solid #d3d3d3;box-shadow:inset 0 1px 1px #f0f0f0,0 3px 6px -5px #BBB}.bk-root .bk-noUi-connect{background:#3fb8af;border-radius:4px;box-shadow:inset 0 0 3px rgba(51,51,51,0.45);-webkit-transition:background 450ms;transition:background 450ms}.bk-root .bk-noUi-draggable{cursor:ew-resize}.bk-root .bk-noUi-vertical .bk-noUi-draggable{cursor:ns-resize}.bk-root .bk-noUi-handle{border:1px solid #d9d9d9;border-radius:3px;background:#FFF;cursor:default;box-shadow:inset 0 0 1px #FFF,inset 0 1px 7px #ebebeb,0 3px 6px -3px #BBB}.bk-root .bk-noUi-active{box-shadow:inset 0 0 1px #FFF,inset 0 1px 7px #DDD,0 3px 6px -3px #BBB}.bk-root .bk-noUi-handle:before,.bk-root .bk-noUi-handle:after{content:\\\"\\\";display:block;position:absolute;height:14px;width:1px;background:#e8e7e6;left:14px;top:6px}.bk-root .bk-noUi-handle:after{left:17px}.bk-root .bk-noUi-vertical .bk-noUi-handle:before,.bk-root .bk-noUi-vertical .bk-noUi-handle:after{width:14px;height:1px;left:6px;top:14px}.bk-root .bk-noUi-vertical .bk-noUi-handle:after{top:17px}.bk-root [disabled] .bk-noUi-connect{background:#b8b8b8}.bk-root [disabled].bk-noUi-target,.bk-root [disabled].bk-noUi-handle,.bk-root [disabled] .bk-noUi-handle{cursor:not-allowed}.bk-root .bk-noUi-pips,.bk-root .bk-noUi-pips *{-moz-box-sizing:border-box;box-sizing:border-box}.bk-root .bk-noUi-pips{position:absolute;color:#999}.bk-root .bk-noUi-value{position:absolute;white-space:nowrap;text-align:center}.bk-root .bk-noUi-value-sub{color:#ccc;font-size:10px}.bk-root .bk-noUi-marker{position:absolute;background:#CCC}.bk-root .bk-noUi-marker-sub{background:#AAA}.bk-root .bk-noUi-marker-large{background:#AAA}.bk-root .bk-noUi-pips-horizontal{padding:10px 0;height:80px;top:100%;left:0;width:100%}.bk-root .bk-noUi-value-horizontal{-webkit-transform:translate3d(-50%,50%,0);transform:translate3d(-50%,50%,0)}.bk-root .bk-noUi-marker-horizontal.bk-noUi-marker{margin-left:-1px;width:2px;height:5px}.bk-root .bk-noUi-marker-horizontal.bk-noUi-marker-sub{height:10px}.bk-root .bk-noUi-marker-horizontal.bk-noUi-marker-large{height:15px}.bk-root .bk-noUi-pips-vertical{padding:0 10px;height:100%;top:0;left:100%}.bk-root .bk-noUi-value-vertical{-webkit-transform:translate3d(0,50%,0);transform:translate3d(0,50%,0);padding-left:25px}.bk-root .bk-noUi-marker-vertical.bk-noUi-marker{width:5px;height:2px;margin-top:-1px}.bk-root .bk-noUi-marker-vertical.bk-noUi-marker-sub{width:10px}.bk-root .bk-noUi-marker-vertical.bk-noUi-marker-large{width:15px}.bk-root .bk-noUi-tooltip{display:block;position:absolute;border:1px solid #d9d9d9;border-radius:3px;background:#fff;color:#000;padding:5px;text-align:center;white-space:nowrap}.bk-root .bk-noUi-horizontal .bk-noUi-tooltip{-webkit-transform:translate(-50%,0);transform:translate(-50%,0);left:50%;bottom:120%}.bk-root .bk-noUi-vertical .bk-noUi-tooltip{-webkit-transform:translate(0,-50%);transform:translate(0,-50%);top:50%;right:120%}.bk-root .bk-noUi-handle{cursor:grab;cursor:-webkit-grab}.bk-root .bk-noUi-handle.bk-noUi-active{cursor:grabbing;cursor:-webkit-grabbing}.bk-root .bk-noUi-tooltip{display:none;white-space:nowrap}.bk-root .bk-noUi-handle:hover .bk-noUi-tooltip{display:block}.bk-root .bk-noUi-horizontal{width:100%;height:10px}.bk-root .bk-noUi-horizontal.bk-noUi-target{margin:5px 0}.bk-root .bk-noUi-horizontal .bk-noUi-handle{width:14px;height:18px;left:-7px;top:-5px}.bk-root .bk-noUi-vertical{width:10px;height:100%}.bk-root .bk-noUi-vertical.bk-noUi-target{margin:0 5px}.bk-root .bk-noUi-vertical .bk-noUi-handle{width:18px;height:14px;left:-5px;top:-7px}.bk-root .bk-noUi-handle:after,.bk-root .bk-noUi-handle:before{display:none}.bk-root .bk-noUi-connect{box-shadow:none}.bk-root .pika-single{z-index:9999;display:block;position:relative;color:#333;background:#fff;border:1px solid #ccc;border-bottom-color:#bbb;font-family:\\\"Helvetica Neue\\\",Helvetica,Arial,sans-serif}.bk-root .pika-single:before,.bk-root .pika-single:after{content:\\\" \\\";display:table}.bk-root .pika-single:after{clear:both}.bk-root .pika-single{*zoom:1}.bk-root .pika-single.is-hidden{display:none}.bk-root .pika-single.is-bound{position:absolute;box-shadow:0 5px 15px -5px rgba(0,0,0,0.5)}.bk-root .pika-lendar{float:left;width:240px;margin:8px}.bk-root .pika-title{position:relative;text-align:center}.bk-root .pika-label{display:inline-block;*display:inline;position:relative;z-index:9999;overflow:hidden;margin:0;padding:5px 3px;font-size:14px;line-height:20px;font-weight:bold;background-color:#fff}.bk-root .pika-title select{cursor:pointer;position:absolute;z-index:9998;margin:0;left:0;top:5px;filter:alpha(opacity=0);opacity:0}.bk-root .pika-prev,.bk-root .pika-next{display:block;cursor:pointer;position:relative;outline:0;border:0;padding:0;width:20px;height:30px;text-indent:20px;white-space:nowrap;overflow:hidden;background-color:transparent;background-position:center center;background-repeat:no-repeat;background-size:75% 75%;opacity:.5;*position:absolute;*top:0}.bk-root .pika-prev:hover,.bk-root .pika-next:hover{opacity:1}.bk-root .pika-prev,.bk-root .is-rtl .pika-next{float:left;background-image:url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAeCAYAAAAsEj5rAAAAUklEQVR42u3VMQoAIBADQf8Pgj+OD9hG2CtONJB2ymQkKe0HbwAP0xucDiQWARITIDEBEnMgMQ8S8+AqBIl6kKgHiXqQqAeJepBo/z38J/U0uAHlaBkBl9I4GwAAAABJRU5ErkJggg==');*left:0}.bk-root .pika-next,.bk-root .is-rtl .pika-prev{float:right;background-image:url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAeCAYAAAAsEj5rAAAAU0lEQVR42u3VOwoAMAgE0dwfAnNjU26bYkBCFGwfiL9VVWoO+BJ4Gf3gtsEKKoFBNTCoCAYVwaAiGNQGMUHMkjGbgjk2mIONuXo0nC8XnCf1JXgArVIZAQh5TKYAAAAASUVORK5CYII=');*right:0}.bk-root .pika-prev.is-disabled,.bk-root .pika-next.is-disabled{cursor:default;opacity:.2}.bk-root .pika-select{display:inline-block;*display:inline}.bk-root .pika-table{width:100%;border-collapse:collapse;border-spacing:0;border:0}.bk-root .pika-table th,.bk-root .pika-table td{width:14.28571429%;padding:0}.bk-root .pika-table th{color:#999;font-size:12px;line-height:25px;font-weight:bold;text-align:center}.bk-root .pika-button{cursor:pointer;display:block;box-sizing:border-box;-moz-box-sizing:border-box;outline:0;border:0;margin:0;width:100%;padding:5px;color:#666;font-size:12px;line-height:15px;text-align:right;background:#f5f5f5}.bk-root .pika-week{font-size:11px;color:#999}.bk-root .is-today .pika-button{color:#3af;font-weight:bold}.bk-root .is-selected .pika-button,.bk-root .has-event .pika-button{color:#fff;font-weight:bold;background:#3af;box-shadow:inset 0 1px 3px #178fe5;border-radius:3px}.bk-root .has-event .pika-button{background:#005da9;box-shadow:inset 0 1px 3px #0076c9}.bk-root .is-disabled .pika-button,.bk-root .is-inrange .pika-button{background:#d5e9f7}.bk-root .is-startrange .pika-button{color:#fff;background:#6cb31d;box-shadow:none;border-radius:3px}.bk-root .is-endrange .pika-button{color:#fff;background:#3af;box-shadow:none;border-radius:3px}.bk-root .is-disabled .pika-button{pointer-events:none;cursor:default;color:#999;opacity:.3}.bk-root .is-outside-current-month .pika-button{color:#999;opacity:.3}.bk-root .is-selection-disabled{pointer-events:none;cursor:default}.bk-root .pika-button:hover,.bk-root .pika-row.pick-whole-week:hover .pika-button{color:#fff;background:#ff8000;box-shadow:none;border-radius:3px}.bk-root .pika-table abbr{border-bottom:0;cursor:help}\\n/* END bokeh-widgets.min.css */\");\n    },\n    function(Bokeh) {\n      inject_raw_css(\"/* BEGIN bokeh-tables.min.css */\\n.bk-root .slick-header.ui-state-default,.bk-root .slick-headerrow.ui-state-default,.bk-root .slick-footerrow.ui-state-default,.bk-root .slick-top-panel-scroller.ui-state-default{width:100%;overflow:auto;position:relative;border-left:0 !important}.bk-root .slick-header.ui-state-default{overflow:inherit}.bk-root .slick-header::-webkit-scrollbar,.bk-root .slick-headerrow::-webkit-scrollbar,.bk-root .slick-footerrow::-webkit-scrollbar{display:none}.bk-root .slick-header-columns,.bk-root .slick-headerrow-columns,.bk-root .slick-footerrow-columns{position:relative;white-space:nowrap;cursor:default;overflow:hidden}.bk-root .slick-header-column.ui-state-default{position:relative;display:inline-block;box-sizing:content-box !important;overflow:hidden;-o-text-overflow:ellipsis;text-overflow:ellipsis;height:16px;line-height:16px;margin:0;padding:4px;border-right:1px solid silver;border-left:0 !important;border-top:0 !important;border-bottom:0 !important;float:left}.bk-root .slick-headerrow-column.ui-state-default,.bk-root .slick-footerrow-column.ui-state-default{padding:4px}.bk-root .slick-header-column-sorted{font-style:italic}.bk-root .slick-sort-indicator{display:inline-block;width:8px;height:5px;margin-left:4px;margin-top:6px;float:left}.bk-root .slick-sort-indicator-numbered{display:inline-block;width:8px;height:5px;margin-left:4px;margin-top:0;line-height:20px;float:left;font-family:Arial;font-style:normal;font-weight:bold;color:#6190cd}.bk-root .slick-sort-indicator-desc{background:url(images/sort-desc.gif)}.bk-root .slick-sort-indicator-asc{background:url(images/sort-asc.gif)}.bk-root .slick-resizable-handle{position:absolute;font-size:.1px;display:block;cursor:col-resize;width:9px;right:-5px;top:0;height:100%;z-index:1}.bk-root .slick-sortable-placeholder{background:silver}.bk-root .grid-canvas{position:relative;outline:0}.bk-root .slick-row.ui-widget-content,.bk-root .slick-row.ui-state-active{position:absolute;border:0;width:100%}.bk-root .slick-cell,.bk-root .slick-headerrow-column,.bk-root .slick-footerrow-column{position:absolute;border:1px solid transparent;border-right:1px dotted silver;border-bottom-color:silver;overflow:hidden;-o-text-overflow:ellipsis;text-overflow:ellipsis;vertical-align:middle;z-index:1;padding:1px 2px 2px 1px;margin:0;white-space:nowrap;cursor:default}.bk-root .slick-cell,.bk-root .slick-headerrow-column{border-bottom-color:silver}.bk-root 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input{padding-left:4px;padding-right:4px}.bk-root .bk-cell-editor-completion{font-size:11px}\\n/* END bokeh-tables.min.css */\");\n    },\n    function(Bokeh) {\n      /* BEGIN bokeh.min.js */\n      /*!\n       * Copyright (c) 2012 - 2018, Anaconda, Inc., and Bokeh Contributors\n       * All rights reserved.\n       * \n       * Redistribution and use in source and binary forms, with or without modification,\n       * are permitted provided that the following conditions are met:\n       * \n       * Redistributions of source code must retain the above copyright notice,\n       * this list of conditions and the following disclaimer.\n       * \n       * Redistributions in binary form must reproduce the above copyright notice,\n       * this list of conditions and the following disclaimer in the documentation\n       * and/or other materials provided with the distribution.\n       * \n       * Neither the name of Anaconda nor the names of any contributors\n       * may be used to endorse or promote products derived from this software\n       * without specific prior written permission.\n       * \n       * THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS \"AS IS\"\n       * AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE\n       * IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE\n       * ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE\n       * LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR\n       * CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF\n       * SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS\n       * INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN\n       * CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)\n       * ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF\n       * THE POSSIBILITY OF SUCH DAMAGE.\n       */\n      !function(t,e){var i,n,r,o,s;t.Bokeh=(i=[function(t,e,i){var n=t(157),r=t(35);i.overrides={};var o=r.clone(n);i.Models=function(t){var e=i.overrides[t]||o[t];if(null==e)throw new Error(\"Model '\"+t+\"' does not exist. This could be due to a widget\\n                     or a custom model not being registered before first usage.\");return e},i.Models.register=function(t,e){i.overrides[t]=e},i.Models.unregister=function(t){delete i.overrides[t]},i.Models.register_models=function(t,e,i){if(void 0===e&&(e=!1),null!=t)for(var n in t){var r=t[n];e||!o.hasOwnProperty(n)?o[n]=r:null!=i?i(n):console.warn(\"Model '\"+n+\"' was already registered\")}},i.register_models=i.Models.register_models,i.Models.registered_names=function(){return Object.keys(o)}},function(t,e,i){var n=t(17),r=t(54),o=t(292),s=t(293),a=t(2);i.DEFAULT_SERVER_WEBSOCKET_URL=\"ws://localhost:5006/ws\",i.DEFAULT_SESSION_ID=\"default\";var l=0,h=function(){function t(t,e,r,o,a){void 0===t&&(t=i.DEFAULT_SERVER_WEBSOCKET_URL),void 0===e&&(e=i.DEFAULT_SESSION_ID),void 0===r&&(r=null),void 0===o&&(o=null),void 0===a&&(a=null),this.url=t,this.id=e,this.args_string=r,this._on_have_session_hook=o,this._on_closed_permanently_hook=a,this._number=l++,this.socket=null,this.session=null,this.closed_permanently=!1,this._current_handler=null,this._pending_ack=null,this._pending_replies={},this._receiver=new s.Receiver,n.logger.debug(\"Creating websocket \"+this._number+\" to '\"+this.url+\"' session '\"+this.id+\"'\")}return t.prototype.connect=function(){var t=this;if(this.closed_permanently)return Promise.reject(new Error(\"Cannot connect() a closed ClientConnection\"));if(null!=this.socket)return Promise.reject(new Error(\"Already connected\"));this._pending_replies={},this._current_handler=null;try{var e=this.url+\"?bokeh-protocol-version=1.0&bokeh-session-id=\"+this.id;return null!=this.args_string&&this.args_string.length>0&&(e+=\"&\"+this.args_string),this.socket=new WebSocket(e),new Promise(function(e,i){t.socket.binaryType=\"arraybuffer\",t.socket.onopen=function(){return t._on_open(e,i)},t.socket.onmessage=function(e){return t._on_message(e)},t.socket.onclose=function(e){return t._on_close(e)},t.socket.onerror=function(){return t._on_error(i)}})}catch(t){return n.logger.error(\"websocket creation failed to url: \"+this.url),n.logger.error(\" - \"+t),Promise.reject(t)}},t.prototype.close=function(){this.closed_permanently||(n.logger.debug(\"Permanently closing websocket connection \"+this._number),this.closed_permanently=!0,null!=this.socket&&this.socket.close(1e3,\"close method called on ClientConnection \"+this._number),this.session._connection_closed(),null!=this._on_closed_permanently_hook&&(this._on_closed_permanently_hook(),this._on_closed_permanently_hook=null))},t.prototype._schedule_reconnect=function(t){var e=this;setTimeout(function(){e.closed_permanently||n.logger.info(\"Websocket connection \"+e._number+\" disconnected, will not attempt to reconnect\")},t)},t.prototype.send=function(t){if(null==this.socket)throw new Error(\"not connected so cannot send \"+t);t.send(this.socket)},t.prototype.send_with_reply=function(t){var e=this,i=new Promise(function(i,n){e._pending_replies[t.msgid()]=[i,n],e.send(t)});return i.then(function(t){if(\"ERROR\"===t.msgtype())throw new Error(\"Error reply \"+t.content.text);return t},function(t){throw t})},t.prototype._pull_doc_json=function(){var t=o.Message.create(\"PULL-DOC-REQ\",{}),e=this.send_with_reply(t);return e.then(function(t){if(!(\"doc\"in t.content))throw new Error(\"No 'doc' field in PULL-DOC-REPLY\");return t.content.doc},function(t){throw t})},t.prototype._repull_session_doc=function(){var t=this;null==this.session?n.logger.debug(\"Pulling session for first time\"):n.logger.debug(\"Repulling session\"),this._pull_doc_json().then(function(e){if(null==t.session)if(t.closed_permanently)n.logger.debug(\"Got new document after connection was already closed\");else{var i=r.Document.from_json(e),s=r.Document._compute_patch_since_json(e,i);if(s.events.length>0){n.logger.debug(\"Sending \"+s.events.length+\" changes from model construction back to server\");var l=o.Message.create(\"PATCH-DOC\",{},s);t.send(l)}t.session=new a.ClientSession(t,i,t.id),n.logger.debug(\"Created a new session from new pulled doc\"),null!=t._on_have_session_hook&&(t._on_have_session_hook(t.session),t._on_have_session_hook=null)}else t.session.document.replace_with_json(e),n.logger.debug(\"Updated existing session with new pulled doc\")},function(t){throw t}).catch(function(t){null!=console.trace&&console.trace(t),n.logger.error(\"Failed to repull session \"+t)})},t.prototype._on_open=function(t,e){var i=this;n.logger.info(\"Websocket connection \"+this._number+\" is now open\"),this._pending_ack=[t,e],this._current_handler=function(t){i._awaiting_ack_handler(t)}},t.prototype._on_message=function(t){null==this._current_handler&&n.logger.error(\"Got a message with no current 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n=t(388),r=t(22),o=t(19),s=t(37),a=t(18),l=t(40),h=t(24),u=t(35),c=t(46),_=t(33),p=function(t){function e(e){void 0===e&&(e={});var i=t.call(this)||this;for(var n in i._subtype=void 0,i.document=null,i.destroyed=new r.Signal0(i,\"destroyed\"),i.change=new r.Signal0(i,\"change\"),i.transformchange=new r.Signal0(i,\"transformchange\"),i.attributes={},i.properties={},i._set_after_defaults={},i._pending=!1,i._changing=!1,i.props){var o=i.props[n],s=o.type,a=o.default_value;if(null==s)throw new Error(\"undefined property type for \"+i.type+\".\"+n);i.properties[n]=new s(i,n,a)}null==e.id&&i.setv({id:l.uniqueId()},{silent:!0});var h=e.__deferred__||!1;return h&&delete(e=u.clone(e)).__deferred__,i.setv(e,{silent:!0}),h||i.finalize(),i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"HasProps\",this.prototype.props={},this.prototype.mixins=[],this.define({id:[a.Any]})},e._fix_default=function(t,e){return void 0===t?void 0:c.isFunction(t)?t:c.isObject(t)?c.isArray(t)?function(){return h.copy(t)}:function(){return u.clone(t)}:function(){return t}},e.define=function(t){var e=function(e){var n=t[e];if(null!=i.prototype.props[e])throw new Error(\"attempted to redefine property '\"+i.prototype.type+\".\"+e+\"'\");if(null!=i.prototype[e])throw new Error(\"attempted to redefine attribute '\"+i.prototype.type+\".\"+e+\"'\");Object.defineProperty(i.prototype,e,{get:function(){var t=this.getv(e);return t},set:function(t){var i;return this.setv(((i={})[e]=t,i)),this},configurable:!1,enumerable:!0});var r=n,o=r[0],s=r[1],a=r[2],l={type:o,default_value:i._fix_default(s,e),internal:a||!1},h=u.clone(i.prototype.props);h[e]=l,i.prototype.props=h},i=this;for(var n in t)e(n)},e.internal=function(t){var e={};for(var i in t){var n=t[i],r=n[0],o=n[1];e[i]=[r,o,!0]}this.define(e)},e.mixin=function(){for(var t=[],e=0;e<arguments.length;e++)t[e]=arguments[e];this.define(o.create(t));var i=this.prototype.mixins.concat(t);this.prototype.mixins=i},e.mixins=function(t){this.mixin.apply(this,t)},e.override=function(t){for(var e in t){var i=this._fix_default(t[e],e),r=this.prototype.props[e];if(null==r)throw new Error(\"attempted to override nonexistent '\"+this.prototype.type+\".\"+e+\"'\");var o=u.clone(this.prototype.props);o[e]=n.__assign({},r,{default_value:i}),this.prototype.props=o}},e.prototype.toString=function(){return this.type+\"(\"+this.id+\")\"},e.prototype.finalize=function(){var t=this;for(var e in this.properties){var i=this.properties[e];i.update(),null!=i.spec.transform&&this.connect(i.spec.transform.change,function(){return t.transformchange.emit()})}this.initialize(),this.connect_signals()},e.prototype.initialize=function(){},e.prototype.connect_signals=function(){},e.prototype.disconnect_signals=function(){r.Signal.disconnectReceiver(this)},e.prototype.destroy=function(){this.disconnect_signals(),this.destroyed.emit()},e.prototype.clone=function(){return new this.constructor(this.attributes)},e.prototype._setv=function(t,e){var i=e.check_eq,n=e.silent,r=[],o=this._changing;this._changing=!0;var s=this.attributes;for(var a in t){var l=t[a];!1!==i&&_.isEqual(s[a],l)||r.push(a),s[a]=l}if(!n){r.length>0&&(this._pending=!0);for(var h=0;h<r.length;h++)this.properties[r[h]].change.emit()}if(!o){if(!n&&!e.no_change)for(;this._pending;)this._pending=!1,this.change.emit();this._pending=!1,this._changing=!1}},e.prototype.setv=function(t,e){for(var i in void 0===e&&(e={}),t)if(t.hasOwnProperty(i)){var n=i;if(null==this.props[n])throw new Error(\"property \"+this.type+\".\"+n+\" wasn't declared\");null!=e&&e.defaults||(this._set_after_defaults[i]=!0)}if(!u.isEmpty(t)){var r={};for(var i in t)r[i]=this.getv(i);this._setv(t,e);var o=e.silent;if(null==o||!o)for(var i in t)this._tell_document_about_change(i,r[i],this.getv(i),e)}},e.prototype.getv=function(t){if(null==this.props[t])throw new Error(\"property \"+this.type+\".\"+t+\" wasn't declared\");return this.attributes[t]},e.prototype.ref=function(){return s.create_ref(this)},e.prototype.set_subtype=function(t){this._subtype=t},e.prototype.attribute_is_serializable=function(t){var e=this.props[t];if(null==e)throw new Error(this.type+\".attribute_is_serializable('\"+t+\"'): \"+t+\" wasn't declared\");return!e.internal},e.prototype.serializable_attributes=function(){var t={};for(var e in this.attributes){var i=this.attributes[e];this.attribute_is_serializable(e)&&(t[e]=i)}return t},e._value_to_json=function(t,i,n){if(i instanceof e)return i.ref();if(c.isArray(i)){for(var r=[],o=0;o<i.length;o++){var s=i[o];r.push(e._value_to_json(o.toString(),s,i))}return r}if(c.isPlainObject(i)){var a={};for(var l in i)i.hasOwnProperty(l)&&(a[l]=e._value_to_json(l,i[l],i));return a}return i},e.prototype.attributes_as_json=function(t,i){void 0===t&&(t=!0),void 0===i&&(i=e._value_to_json);var n=this.serializable_attributes(),r={};for(var o in n)if(n.hasOwnProperty(o)){var s=n[o];t?r[o]=s:o in this._set_after_defaults&&(r[o]=s)}return i(\"attributes\",r,this)},e._json_record_references=function(t,i,n,r){if(null==i);else if(s.is_ref(i)){if(!(i.id in n)){var o=t.get_model_by_id(i.id);e._value_record_references(o,n,r)}}else if(c.isArray(i))for(var a=0,l=i;a<l.length;a++){var h=l[a];e._json_record_references(t,h,n,r)}else if(c.isPlainObject(i))for(var u in i)if(i.hasOwnProperty(u)){var h=i[u];e._json_record_references(t,h,n,r)}},e._value_record_references=function(t,i,n){if(null==t);else if(t instanceof e){if(!(t.id in i)&&(i[t.id]=t,n))for(var r=t._immediate_references(),o=0,s=r;o<s.length;o++){var a=s[o];e._value_record_references(a,i,!0)}}else if(t.buffer instanceof ArrayBuffer);else if(c.isArray(t))for(var l=0,h=t;l<h.length;l++){var u=h[l];e._value_record_references(u,i,n)}else if(c.isPlainObject(t))for(var _ in t)if(t.hasOwnProperty(_)){var u=t[_];e._value_record_references(u,i,n)}},e.prototype._immediate_references=function(){var t={},i=this.serializable_attributes();for(var n in i){var r=i[n];e._value_record_references(r,t,!1)}return u.values(t)},e.prototype.references=function(){var t={};return e._value_record_references(this,t,!0),u.values(t)},e.prototype._doc_attached=function(){},e.prototype.attach_document=function(t){if(null!=this.document&&this.document!=t)throw new Error(\"models must be owned by only a single document\");this.document=t,this._doc_attached()},e.prototype.detach_document=function(){this.document=null},e.prototype._tell_document_about_change=function(t,i,n,r){if(this.attribute_is_serializable(t)&&null!=this.document){var o={};e._value_record_references(n,o,!1);var s={};e._value_record_references(i,s,!1);var a=!1;for(var l in o)if(!(l in s)){a=!0;break}if(!a)for(var h in s)if(!(h in o)){a=!0;break}a&&this.document._invalidate_all_models(),this.document._notify_change(this,t,i,n,r)}},e.prototype.materialize_dataspecs=function(t){var e={};for(var i in this.properties){var n=this.properties[i];if(n instanceof a.VectorSpec&&(!n.optional||null!=n.spec.value||i in this._set_after_defaults)){var r=n.array(t);e[\"_\"+i]=r,null!=n.spec.field&&n.spec.field in t._shapes&&(e[\"_\"+i+\"_shape\"]=t._shapes[n.spec.field]),n instanceof a.DistanceSpec&&(e[\"max_\"+i]=h.max(r))}}return e},e}(r.Signalable());i.HasProps=p,p.initClass()},function(t,e,i){var n=t(24),r=t(205);function o(t){return t*t}function s(t,e){return o(t.x-e.x)+o(t.y-e.y)}function a(t,e,i){var n=s(e,i);if(0==n)return s(t,e);var r=((t.x-e.x)*(i.x-e.x)+(t.y-e.y)*(i.y-e.y))/n;if(r<0)return s(t,e);if(r>1)return s(t,i);var o={x:e.x+r*(i.x-e.x),y:e.y+r*(i.y-e.y)};return s(t,o)}i.point_in_poly=function(t,e,i,n){for(var r=!1,o=i[i.length-1],s=n[n.length-1],a=0;a<i.length;a++){var l=i[a],h=n[a];s<e!=h<e&&o+(e-s)/(h-s)*(l-o)<t&&(r=!r),o=l,s=h}return r},i.point_in_ellipse=function(t,e,i,n,r,o,s){var a=Math.pow(Math.cos(i)/r,2)+Math.pow(Math.sin(i)/n,2),l=2*Math.cos(i)*Math.sin(i)*(Math.pow(1/r,2)-Math.pow(1/n,2)),h=Math.pow(Math.cos(i)/n,2)+Math.pow(Math.sin(i)/r,2);return a*Math.pow(t-o,2)+l*(t-o)*(e-s)+h*Math.pow(e-s,2)<=1},i.create_empty_hit_test_result=function(){return new r.Selection},i.create_hit_test_result_from_hits=function(t){var e=new r.Selection;return e.indices=n.sort_by(t,function(t){return t[0],t[1]}).map(function(t){var e=t[0];return t[1],e}),e},i.validate_bbox_coords=function(t,e){var i,n,r=t[0],o=t[1],s=e[0],a=e[1];return r>o&&(r=(i=[o,r])[0],o=i[1]),s>a&&(s=(n=[a,s])[0],a=n[1]),{minX:r,minY:s,maxX:o,maxY:a}},i.dist_2_pts=s,i.dist_to_segment_squared=a,i.dist_to_segment=function(t,e,i){return Math.sqrt(a(t,e,i))},i.check_2_segments_intersect=function(t,e,i,n,r,o,s,a){var l=(a-o)*(i-t)-(s-r)*(n-e);if(0==l)return{hit:!1,x:null,y:null};var h=e-o,u=t-r,c=(s-r)*h-(a-o)*u,_=(i-t)*h-(n-e)*u;u=_/l;var p=t+(h=c/l)*(i-t),d=e+h*(n-e);return{hit:h>0&&h<1&&u>0&&u<1,x:p,y:d}}},function(t,e,i){var n=t(388),r=t(14),o=t(27),s=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.children=[],e}return n.__extends(e,t),e}(r.Layoutable);i.Stack=s;var a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._measure=function(t){for(var e=0,i=0,n=0,r=this.children;n<r.length;n++){var o=r[n],s=o.measure({width:0,height:0});e+=s.width,i=Math.max(i,s.height)}return{width:e,height:i}},e.prototype._set_geometry=function(e,i){t.prototype._set_geometry.call(this,e,i);for(var n=e.top,r=e.bottom,s=e.left,a=0,l=this.children;a<l.length;a++){var h=l[a],u=h.measure({width:0,height:0}).width;h.set_geometry(new o.BBox({left:s,width:u,top:n,bottom:r})),s+=u}},e}(s);i.HStack=a;var l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._measure=function(t){for(var e=0,i=0,n=0,r=this.children;n<r.length;n++){var o=r[n],s=o.measure({width:0,height:0});e=Math.max(e,s.width),i+=s.height}return{width:e,height:i}},e.prototype._set_geometry=function(e,i){t.prototype._set_geometry.call(this,e,i);for(var n=e.left,r=e.right,s=e.top,a=0,l=this.children;a<l.length;a++){var h=l[a],u=h.measure({width:0,height:0}).height;h.set_geometry(new o.BBox({top:s,height:u,left:n,right:r})),s+=u}},e}(s);i.VStack=l;var h=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.children=[],e}return n.__extends(e,t),e.prototype._measure=function(t){for(var e=0,i=0,n=0,r=this.children;n<r.length;n++){var o=r[n].layout,s=o.measure(t);e=Math.max(e,s.width),i=Math.max(i,s.height)}return{width:e,height:i}},e.prototype._set_geometry=function(e,i){t.prototype._set_geometry.call(this,e,i);for(var n=0,r=this.children;n<r.length;n++){var s=r[n],a=s.layout,l=s.anchor,h=s.margin,u=e.left,c=e.right,_=e.top,p=e.bottom,d=e.hcenter,f=e.vcenter,v=a.measure(e),m=v.width,g=v.height,y=void 0;switch(l){case\"top_left\":y=new o.BBox({left:u+h,top:_+h,width:m,height:g});break;case\"top_center\":y=new o.BBox({hcenter:d,top:_+h,width:m,height:g});break;case\"top_right\":y=new o.BBox({right:c-h,top:_+h,width:m,height:g});break;case\"bottom_right\":y=new o.BBox({right:c-h,bottom:p-h,width:m,height:g});break;case\"bottom_center\":y=new o.BBox({hcenter:d,bottom:p-h,width:m,height:g});break;case\"bottom_left\":y=new o.BBox({left:u+h,bottom:p-h,width:m,height:g});break;case\"center_left\":y=new o.BBox({left:u+h,vcenter:f,width:m,height:g});break;case\"center\":y=new o.BBox({hcenter:d,vcenter:f,width:m,height:g});break;case\"center_right\":y=new o.BBox({right:c-h,vcenter:f,width:m,height:g});break;default:throw new Error(\"unreachable\")}a.set_geometry(y)}},e}(r.Layoutable);i.AnchorLayout=h},function(t,e,i){var n=t(388),r=t(16),o=t(14),s=t(46),a=t(27),l=t(24),h=Math.max,u=Math.round,c=function(){function t(t){this.def=t,this._map=new Map}return t.prototype.get=function(t){var e=this._map.get(t);return void 0===e&&(e=this.def(),this._map.set(t,e)),e},t.prototype.apply=function(t,e){var i=this.get(t);this._map.set(t,e(i))},t}(),_=function(){function t(){this._items=[],this._nrows=0,this._ncols=0}return Object.defineProperty(t.prototype,\"nrows\",{get:function(){return this._nrows},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"ncols\",{get:function(){return this._ncols},enumerable:!0,configurable:!0}),t.prototype.finalize=function(){},t.prototype.add=function(t,e){var i=t.r1,n=t.c1;this._nrows=h(this._nrows,i+1),this._ncols=h(this._ncols,n+1),this._items.push({span:t,data:e})},t.prototype.at=function(t,e){var i=this._items.filter(function(i){var n=i.span;return n.r0<=t&&t<=n.r1&&n.c0<=e&&e<=n.c1});return i.map(function(t){var e=t.data;return e})},t.prototype.foreach=function(t){for(var e=0,i=this._items;e<i.length;e++){var n=i[e],r=n.span,o=n.data;t(r,o)}},t.prototype.map=function(e){for(var i=new t,n=0,r=this._items;n<r.length;n++){var o=r[n],s=o.span,a=o.data;i.add(s,e(s,a))}return i},t}(),p=function(t){function e(e){void 0===e&&(e=[]);var i=t.call(this)||this;return i.items=e,i.rows=\"auto\",i.cols=\"auto\",i.spacing=0,i.absolute=!1,i}return n.__extends(e,t),e.prototype.is_width_expanding=function(){if(t.prototype.is_width_expanding.call(this))return!0;if(\"fixed\"!=this.sizing.width_policy)for(var e=this._state,i=e.cols,n=e.ncols,r=0;r<n;r++)if(\"flex\"==i[r].policy)return!0;return!1},e.prototype.is_height_expanding=function(){if(t.prototype.is_height_expanding.call(this))return!0;if(\"fixed\"!=this.sizing.height_policy)for(var e=this._state,i=e.rows,n=e.nrows,r=0;r<n;r++)if(\"flex\"==i[r].policy)return!0;return!1},e.prototype._init=function(){t.prototype._init.call(this);for(var e=new _,i=0,n=this.items;i<n.length;i++){var r=n[i],o=r.layout,a=r.row,l=r.col,h=r.row_span,u=r.col_span;if(o.sizing.visible){var c=a,p=l,d=a+(null!=h?h:1)-1,f=l+(null!=u?u:1)-1;e.add({r0:c,c0:p,r1:d,c1:f},o)}}e.finalize();for(var v=e.nrows,m=e.ncols,g=new Array(v),y=0;y<v;y++){var a=s.isObject(this.rows)?this.rows[y]||this.rows[\"*\"]:this.rows;if(null==a?a={policy:\"auto\"}:s.isNumber(a)?a={policy:\"fixed\",height:a}:s.isString(a)&&(a={policy:a}),\"auto\"==a.policy||\"fit\"==a.policy)t:for(var b=0;b<m;b++)for(var x=0,w=e.at(y,b);x<w.length;x++){var o=w[x];if(o.is_height_expanding()){a={policy:\"max\",align:a.align};break t}}var k=a.align||\"auto\";if(\"fixed\"==a.policy)g[y]={align:k,height:a.height,policy:\"fixed\"};else if(\"fit\"==a.policy)g[y]={align:k,policy:\"fit\"};else if(\"min\"==a.policy||\"auto\"==a.policy)g[y]={align:k,policy:\"min\"};else if(\"max\"==a.policy)g[y]={align:k,policy:\"flex\",factor:1};else{if(\"flex\"!=a.policy)throw new Error(\"unrechable\");g[y]={align:k,policy:\"flex\",factor:a.factor}}}for(var T=new Array(m),b=0;b<m;b++){var l=s.isObject(this.cols)?this.cols[b]||this.cols[\"*\"]:this.cols;if(null==l?l={policy:\"auto\"}:s.isNumber(l)?l={policy:\"fixed\",width:l}:s.isString(l)&&(l={policy:l}),\"auto\"==l.policy||\"fit\"==l.policy)t:for(var y=0;y<v;y++)for(var C=0,S=e.at(y,b);C<S.length;C++){var o=S[C];if(o.is_width_expanding()){l={policy:\"max\",align:l.align};break t}}var k=l.align||\"auto\";if(\"fixed\"==l.policy)T[b]={align:k,width:l.width,policy:\"fixed\"};else if(\"fit\"==l.policy)T[b]={align:k,policy:\"fit\"};else if(\"min\"==l.policy||\"auto\"==l.policy)T[b]={align:k,policy:\"min\"};else if(\"max\"==l.policy)T[b]={align:k,policy:\"flex\",factor:1};else{if(\"flex\"!=l.policy)throw new Error(\"unrechable\");T[b]={align:k,policy:\"flex\",factor:l.factor}}}var A=s.isNumber(this.spacing)?[this.spacing,this.spacing]:this.spacing,M=A[0],E=A[1];this._state={items:e,nrows:v,ncols:m,rows:g,cols:T,rspacing:M,cspacing:E}},e.prototype._measure_totals=function(t,e){var i=this._state,n=i.nrows,r=i.ncols,o=i.rspacing,s=i.cspacing;return{height:l.sum(t)+(n-1)*o,width:l.sum(e)+(r-1)*s}},e.prototype._measure_cells=function(t){for(var e=this._state,i=e.items,n=e.nrows,o=e.ncols,s=e.rows,a=e.cols,l=e.rspacing,c=e.cspacing,p=new Array(n),d=0;d<n;d++){var f=s[d];p[d]=\"fixed\"==f.policy?f.height:0}for(var v=new Array(o),m=0;m<o;m++){var g=a[m];v[m]=\"fixed\"==g.policy?g.width:0}var y=new _;i.foreach(function(e,i){for(var n=e.r0,o=e.c0,_=e.r1,d=e.c1,f=(_-n)*l,m=(d-o)*c,g=0,b=n;b<=_;b++)g+=t(b,o).height;g+=f;for(var x=0,w=o;w<=d;w++)x+=t(n,w).width;x+=m;var k=i.measure({width:x,height:g});y.add(e,{layout:i,size_hint:k});var T=new r.Sizeable(k).grow_by(i.sizing.margin);T.height-=f,T.width-=m;for(var C=[],b=n;b<=_;b++){var S=s[b];\"fixed\"==S.policy?T.height-=S.height:C.push(b)}if(T.height>0)for(var A=u(T.height/C.length),M=0,E=C;M<E.length;M++){var b=E[M];p[b]=h(p[b],A)}for(var z=[],w=o;w<=d;w++){var O=a[w];\"fixed\"==O.policy?T.width-=O.width:z.push(w)}if(T.width>0)for(var P=u(T.width/z.length),j=0,N=z;j<N.length;j++){var w=N[j];v[w]=h(v[w],P)}});var b=this._measure_totals(p,v);return{size:b,row_heights:p,col_widths:v,size_hints:y}},e.prototype._measure_grid=function(t){var e,i=this._state,n=i.nrows,r=i.ncols,o=i.rows,s=i.cols,a=i.rspacing,l=i.cspacing,c=this._measure_cells(function(t,e){var i=o[t],n=s[e];return{width:\"fixed\"==n.policy?n.width:1/0,height:\"fixed\"==i.policy?i.height:1/0}});e=\"fixed\"==this.sizing.height_policy&&null!=this.sizing.height?this.sizing.height:t.height!=1/0&&this.is_height_expanding()?t.height:c.size.height;for(var _,p=0,d=0;d<n;d++){var f=o[d];\"flex\"!=f.policy?e-=c.row_heights[d]:p+=f.factor}if(e-=(n-1)*a,0!=p&&e>0)for(var d=0;d<n;d++){var f=o[d];if(\"flex\"==f.policy){var v=u(e*(f.factor/p));e-=v,c.row_heights[d]=v,p-=f.factor}}else if(e<0){for(var m=0,d=0;d<n;d++){var f=o[d];\"fixed\"!=f.policy&&m++}for(var g=-e,d=0;d<n;d++){var f=o[d];if(\"fixed\"!=f.policy){var v=c.row_heights[d],y=u(g/m);c.row_heights[d]=h(v-y,0),g-=y>v?v:y,m--}}}_=\"fixed\"==this.sizing.width_policy&&null!=this.sizing.width?this.sizing.width:t.width!=1/0&&this.is_width_expanding()?t.width:c.size.width;for(var b=0,x=0;x<r;x++){var w=s[x];\"flex\"!=w.policy?_-=c.col_widths[x]:b+=w.factor}if(_-=(r-1)*l,0!=b&&_>0)for(var x=0;x<r;x++){var w=s[x];if(\"flex\"==w.policy){var k=u(_*(w.factor/b));_-=k,c.col_widths[x]=k,b-=w.factor}}else if(_<0){for(var m=0,x=0;x<r;x++){var w=s[x];\"fixed\"!=w.policy&&m++}for(var T=-_,x=0;x<r;x++){var w=s[x];if(\"fixed\"!=w.policy){var k=c.col_widths[x],y=u(T/m);c.col_widths[x]=h(k-y,0),T-=y>k?k:y,m--}}}var C=this._measure_cells(function(t,e){return{width:c.col_widths[e],height:c.row_heights[t]}}),S=C.row_heights,A=C.col_widths,M=C.size_hints,E=this._measure_totals(S,A);return{size:E,row_heights:S,col_widths:A,size_hints:M}},e.prototype._measure=function(t){var e=this._measure_grid(t).size;return e},e.prototype._set_geometry=function(e,i){t.prototype._set_geometry.call(this,e,i);for(var r=this._state,o=r.nrows,s=r.ncols,l=r.rspacing,_=r.cspacing,p=this._measure_grid(e),d=p.row_heights,f=p.col_widths,v=p.size_hints,m=this._state.rows.map(function(t,e){return n.__assign({},t,{top:0,height:d[e],get bottom(){return this.top+this.height}})}),g=this._state.cols.map(function(t,e){return n.__assign({},t,{left:0,width:f[e],get right(){return this.left+this.width}})}),y=v.map(function(t,e){return n.__assign({},e,{outer:new a.BBox,inner:new a.BBox})}),b=0,x=this.absolute?e.top:0;b<o;b++){var w=m[b];w.top=x,x+=w.height+l}for(var k=0,T=this.absolute?e.left:0;k<s;k++){var C=g[k];C.left=T,T+=C.width+_}function S(t,e){for(var i=(e-t)*_,n=t;n<=e;n++)i+=g[n].width;return i}function A(t,e){for(var i=(e-t)*l,n=t;n<=e;n++)i+=m[n].height;return i}y.foreach(function(t,e){var i=t.r0,n=t.c0,r=t.r1,o=t.c1,s=e.layout,l=e.size_hint,h=s.sizing,c=l.width,_=l.height,p={width:S(n,o),height:A(i,r)},d=n==o&&\"auto\"!=g[n].align?g[n].align:h.halign,f=i==r&&\"auto\"!=m[i].align?m[i].align:h.valign,v=g[n].left;\"start\"==d?v+=h.margin.left:\"center\"==d?v+=u((p.width-c)/2):\"end\"==d&&(v+=p.width-h.margin.right-c);var y=m[i].top;\"start\"==f?y+=h.margin.top:\"center\"==f?y+=u((p.height-_)/2):\"end\"==f&&(y+=p.height-h.margin.bottom-_),e.outer=new a.BBox({left:v,top:y,width:c,height:_})});var M=m.map(function(){return{start:new c(function(){return 0}),end:new c(function(){return 0})}}),E=g.map(function(){return{start:new c(function(){return 0}),end:new c(function(){return 0})}});y.foreach(function(t,e){var i=t.r0,n=t.c0,r=t.r1,o=t.c1,s=e.size_hint,a=e.outer,l=s.inner;null!=l&&(M[i].start.apply(a.top,function(t){return h(t,l.top)}),M[r].end.apply(m[r].bottom-a.bottom,function(t){return h(t,l.bottom)}),E[n].start.apply(a.left,function(t){return h(t,l.left)}),E[o].end.apply(g[o].right-a.right,function(t){return h(t,l.right)}))}),y.foreach(function(t,e){var i=t.r0,n=t.c0,r=t.r1,o=t.c1,s=e.size_hint,l=e.outer;function h(t){var e=t.left,i=t.right,n=t.top,r=t.bottom,o=l.width-e-i,s=l.height-n-r;return new a.BBox({left:e,top:n,width:o,height:s})}if(null!=s.inner){var u=h(s.inner);if(!1!==s.align){var c=M[i].start.get(l.top),_=M[r].end.get(m[r].bottom-l.bottom),p=E[n].start.get(l.left),d=E[o].end.get(g[o].right-l.right);try{u=h({top:c,bottom:_,left:p,right:d})}catch(t){}}e.inner=u}else e.inner=l}),y.foreach(function(t,e){var i=e.layout,n=e.outer,r=e.inner;i.set_geometry(n,r)})},e}(o.Layoutable);i.Grid=p;var d=function(t){function e(e){var i=t.call(this)||this;return i.items=e.map(function(t,e){return{layout:t,row:0,col:e}}),i.rows=\"fit\",i}return n.__extends(e,t),e}(p);i.Row=d;var f=function(t){function e(e){var i=t.call(this)||this;return i.items=e.map(function(t,e){return{layout:t,row:e,col:0}}),i.cols=\"fit\",i}return n.__extends(e,t),e}(p);i.Column=f},function(t,e,i){var n=t(388),r=t(14),o=t(16),s=t(5),a=function(t){function e(e){var i=t.call(this)||this;return i.content_size=s.unsized(e,function(){return new o.Sizeable(s.size(e))}),i}return n.__extends(e,t),e.prototype._content_size=function(){return this.content_size},e}(r.ContentLayoutable);i.ContentBox=a;var l=function(t){function e(e){var i=t.call(this)||this;return i.el=e,i}return n.__extends(e,t),e.prototype._measure=function(t){var e=this,i=new o.Sizeable(t).bounded_to(this.sizing.size);return s.sized(this.el,i,function(){var t=new o.Sizeable(s.content_size(e.el)),i=s.extents(e.el),n=i.border,r=i.padding;return t.grow_by(n).grow_by(r).map(Math.ceil)})},e}(r.Layoutable);i.VariadicBox=l},function(t,e,i){var n=t(16);i.Sizeable=n.Sizeable;var r=t(14);i.Layoutable=r.Layoutable,i.LayoutItem=r.LayoutItem;var o=t(10);i.HStack=o.HStack,i.VStack=o.VStack,i.AnchorLayout=o.AnchorLayout;var s=t(11);i.Grid=s.Grid,i.Row=s.Row,i.Column=s.Column;var a=t(12);i.ContentBox=a.ContentBox,i.VariadicBox=a.VariadicBox},function(t,e,i){var n=t(388),r=t(16),o=t(27),s=Math.min,a=Math.max,l=Math.round,h=function(){function t(){this._bbox=new o.BBox,this._inner_bbox=new o.BBox;var t=this;this._top={get value(){return t.bbox.top}},this._left={get value(){return t.bbox.left}},this._width={get value(){return t.bbox.width}},this._height={get value(){return t.bbox.height}},this._right={get value(){return t.bbox.right}},this._bottom={get value(){return t.bbox.bottom}},this._hcenter={get value(){return t.bbox.hcenter}},this._vcenter={get value(){return t.bbox.vcenter}}}return Object.defineProperty(t.prototype,\"bbox\",{get:function(){return this._bbox},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"inner_bbox\",{get:function(){return this._inner_bbox},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"sizing\",{get:function(){return this._sizing},enumerable:!0,configurable:!0}),t.prototype.set_sizing=function(t){var e=t.width_policy||\"fit\",i=t.width,n=null!=t.min_width?t.min_width:0,r=null!=t.max_width?t.max_width:1/0,o=t.height_policy||\"fit\",s=t.height,a=null!=t.min_height?t.min_height:0,l=null!=t.max_height?t.max_height:1/0,h=t.aspect,u=t.margin||{top:0,right:0,bottom:0,left:0},c=!1!==t.visible,_=t.halign||\"start\",p=t.valign||\"start\";this._sizing={width_policy:e,min_width:n,width:i,max_width:r,height_policy:o,min_height:a,height:s,max_height:l,aspect:h,margin:u,visible:c,halign:_,valign:p,size:{width:i,height:s},min_size:{width:n,height:a},max_size:{width:r,height:l}},this._init()},t.prototype._init=function(){},t.prototype._set_geometry=function(t,e){this._bbox=t,this._inner_bbox=e},t.prototype.set_geometry=function(t,e){this._set_geometry(t,e||t)},t.prototype.is_width_expanding=function(){return\"max\"==this.sizing.width_policy},t.prototype.is_height_expanding=function(){return\"max\"==this.sizing.height_policy},t.prototype.apply_aspect=function(t,e){var i=e.width,n=e.height,r=this.sizing.aspect;if(null!=r){var o=this.sizing,s=o.width_policy,a=o.height_policy;if(\"fixed\"!=s&&\"fixed\"!=a){var h=i,u=l(i/r),c=l(n*r),_=n,p=Math.abs(t.width-h)+Math.abs(t.height-u),d=Math.abs(t.width-c)+Math.abs(t.height-_);p<=d?(i=h,n=u):(i=c,n=_)}else if(\"fixed\"==s)n=l(i/r);else{if(\"fixed\"!=a)throw new Error(\"unrechable\");i=l(n*r)}}return{width:i,height:n}},t.prototype.measure=function(t){var e=this;if(!this.sizing.visible)return{width:0,height:0};var i=function(t){return\"fixed\"==e.sizing.width_policy&&null!=e.sizing.width?e.sizing.width:t},o=function(t){return\"fixed\"==e.sizing.height_policy&&null!=e.sizing.height?e.sizing.height:t},s=new r.Sizeable(t).shrink_by(this.sizing.margin).map(i,o),a=this._measure(s),l=this.clip_size(a),h=i(l.width),u=o(l.height),c=this.apply_aspect(s,{width:h,height:u});return n.__assign({},a,c)},t.prototype.compute=function(t){void 0===t&&(t={});var e=this.measure({width:null!=t.width&&this.is_width_expanding()?t.width:1/0,height:null!=t.height&&this.is_height_expanding()?t.height:1/0}),i=e.width,n=e.height,r=new o.BBox({left:0,top:0,width:i,height:n}),s=void 0;if(null!=e.inner){var a=e.inner,l=a.left,h=a.top,u=a.right,c=a.bottom;s=new o.BBox({left:l,top:h,right:i-u,bottom:n-c})}this.set_geometry(r,s)},Object.defineProperty(t.prototype,\"xview\",{get:function(){return this.bbox.xview},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"yview\",{get:function(){return this.bbox.yview},enumerable:!0,configurable:!0}),t.prototype.clip_width=function(t){return a(this.sizing.min_width,s(t,this.sizing.max_width))},t.prototype.clip_height=function(t){return a(this.sizing.min_height,s(t,this.sizing.max_height))},t.prototype.clip_size=function(t){var e=t.width,i=t.height;return{width:this.clip_width(e),height:this.clip_height(i)}},t}();i.Layoutable=h;var u=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._measure=function(t){var e,i,n=this.sizing,r=n.width_policy,o=n.height_policy;if(t.width==1/0)e=null!=this.sizing.width?this.sizing.width:0;else if(\"fixed\"==r)e=null!=this.sizing.width?this.sizing.width:0;else if(\"min\"==r)e=null!=this.sizing.width?s(t.width,this.sizing.width):0;else if(\"fit\"==r)e=null!=this.sizing.width?s(t.width,this.sizing.width):t.width;else{if(\"max\"!=r)throw new Error(\"unrechable\");e=null!=this.sizing.width?a(t.width,this.sizing.width):t.width}if(t.height==1/0)i=null!=this.sizing.height?this.sizing.height:0;else if(\"fixed\"==o)i=null!=this.sizing.height?this.sizing.height:0;else if(\"min\"==o)i=null!=this.sizing.height?s(t.height,this.sizing.height):0;else if(\"fit\"==o)i=null!=this.sizing.height?s(t.height,this.sizing.height):t.height;else{if(\"max\"!=o)throw new Error(\"unrechable\");i=null!=this.sizing.height?a(t.height,this.sizing.height):t.height}return{width:e,height:i}},e}(h);i.LayoutItem=u;var c=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._measure=function(t){var e=this,i=this._content_size(),n=t.bounded_to(this.sizing.size).bounded_to(i),r=function(){switch(e.sizing.width_policy){case\"fixed\":return null!=e.sizing.width?e.sizing.width:i.width;case\"min\":return i.width;case\"fit\":return n.width;case\"max\":return Math.max(i.width,n.width);default:throw new Error(\"unexpected\")}}(),o=function(){switch(e.sizing.height_policy){case\"fixed\":return null!=e.sizing.height?e.sizing.height:i.height;case\"min\":return i.height;case\"fit\":return n.height;case\"max\":return Math.max(i.height,n.height);default:throw new Error(\"unexpected\")}}();return{width:r,height:o}},e}(h);i.ContentLayoutable=c},function(t,e,i){var n=t(388),r=t(16),o=t(14),s=t(46),a=Math.PI/2,l=\"left\",h=\"center\",u={above:{parallel:0,normal:-a,horizontal:0,vertical:-a},below:{parallel:0,normal:a,horizontal:0,vertical:a},left:{parallel:-a,normal:0,horizontal:0,vertical:-a},right:{parallel:a,normal:0,horizontal:0,vertical:a}},c={above:{justified:\"top\",parallel:\"alphabetic\",normal:\"middle\",horizontal:\"alphabetic\",vertical:\"middle\"},below:{justified:\"bottom\",parallel:\"hanging\",normal:\"middle\",horizontal:\"hanging\",vertical:\"middle\"},left:{justified:\"top\",parallel:\"alphabetic\",normal:\"middle\",horizontal:\"middle\",vertical:\"alphabetic\"},right:{justified:\"top\",parallel:\"alphabetic\",normal:\"middle\",horizontal:\"middle\",vertical:\"alphabetic\"}},_={above:{justified:h,parallel:h,normal:l,horizontal:h,vertical:l},below:{justified:h,parallel:h,normal:l,horizontal:h,vertical:l},left:{justified:h,parallel:h,normal:\"right\",horizontal:\"right\",vertical:h},right:{justified:h,parallel:h,normal:l,horizontal:l,vertical:h}},p={above:\"right\",below:l,left:\"right\",right:l},d={above:l,below:\"right\",left:\"right\",right:l},f=function(t){function e(e,i){var n=t.call(this)||this;switch(n.side=e,n.obj=i,n.side){case\"above\":n._dim=0,n._normals=[0,-1];break;case\"below\":n._dim=0,n._normals=[0,1];break;case\"left\":n._dim=1,n._normals=[-1,0];break;case\"right\":n._dim=1,n._normals=[1,0];break;default:throw new Error(\"unreachable\")}return n.is_horizontal?n.set_sizing({width_policy:\"max\",height_policy:\"fixed\"}):n.set_sizing({width_policy:\"fixed\",height_policy:\"max\"}),n}return n.__extends(e,t),e.prototype._content_size=function(){return new r.Sizeable(this.get_oriented_size())},e.prototype.get_oriented_size=function(){var t=this.obj.get_size(),e=t.width,i=t.height;return!this.obj.rotate||this.is_horizontal?{width:e,height:i}:{width:i,height:e}},e.prototype.has_size_changed=function(){var t=this.get_oriented_size(),e=t.width,i=t.height;return this.is_horizontal?this.bbox.height!=i:this.bbox.width!=e},Object.defineProperty(e.prototype,\"dimension\",{get:function(){return this._dim},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"normals\",{get:function(){return this._normals},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"is_horizontal\",{get:function(){return 0==this._dim},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"is_vertical\",{get:function(){return 1==this._dim},enumerable:!0,configurable:!0}),e.prototype.apply_label_text_heuristics=function(t,e){var i,n,r=this.side;s.isString(e)?(i=c[r][e],n=_[r][e]):0===e?(i=\"whatever\",n=\"whatever\"):e<0?(i=\"middle\",n=p[r]):(i=\"middle\",n=d[r]),t.textBaseline=i,t.textAlign=n},e.prototype.get_label_angle_heuristic=function(t){return u[this.side][t]},e}(o.ContentLayoutable);i.SidePanel=f},function(t,e,i){var n=Math.min,r=Math.max,o=function(){function t(t){void 0===t&&(t={}),this.width=null!=t.width?t.width:0,this.height=null!=t.height?t.height:0}return t.prototype.bounded_to=function(e){var i=e.width,n=e.height;return new t({width:this.width==1/0&&null!=i?i:this.width,height:this.height==1/0&&null!=n?n:this.height})},t.prototype.expanded_to=function(e){var i=e.width,n=e.height;return new t({width:i!=1/0?r(this.width,i):this.width,height:n!=1/0?r(this.height,n):this.height})},t.prototype.expand_to=function(t){var e=t.width,i=t.height;this.width=r(this.width,e),this.height=r(this.height,i)},t.prototype.narrowed_to=function(e){var i=e.width,r=e.height;return new t({width:n(this.width,i),height:n(this.height,r)})},t.prototype.narrow_to=function(t){var e=t.width,i=t.height;this.width=n(this.width,e),this.height=n(this.height,i)},t.prototype.grow_by=function(e){var i=e.left,n=e.right,r=e.top,o=e.bottom,s=this.width+i+n,a=this.height+r+o;return new t({width:s,height:a})},t.prototype.shrink_by=function(e){var i=e.left,n=e.right,o=e.top,s=e.bottom,a=r(this.width-i-n,0),l=r(this.height-o-s,0);return new t({width:a,height:l})},t.prototype.map=function(e,i){return new 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i},e.prototype.clear=function(t){this.source.selected.clear(),null!=t&&this.get_or_create_inspector(t.model).clear()},e.prototype.get_or_create_inspector=function(t){return null==this.inspectors[t.id]&&(this.inspectors[t.id]=new o.Selection),this.inspectors[t.id]},e}(r.HasProps);i.SelectionManager=h,h.initClass()},function(t,e,i){var n=function(){function t(){this._dev=!1}return Object.defineProperty(t.prototype,\"dev\",{get:function(){return this._dev},set:function(t){this._dev=t},enumerable:!0,configurable:!0}),t}();i.Settings=n,i.settings=new n},function(t,e,i){var n=t(388),r=t(32),o=t(28),s=t(24),a=function(){function t(t,e){this.sender=t,this.name=e}return t.prototype.connect=function(t,e){void 0===e&&(e=null),h.has(this.sender)||h.set(this.sender,[]);var i=h.get(this.sender);if(null!=c(i,this,t,e))return!1;var n=e||t;u.has(n)||u.set(n,[]);var r=u.get(n),o={signal:this,slot:t,context:e};return i.push(o),r.push(o),!0},t.prototype.disconnect=function(t,e){void 0===e&&(e=null);var 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e=u.get(t);if(null!=e&&0!==e.length){for(var i=0,n=e;i<n.length;i++){var r=n[i];if(null==r.signal)return;var o=r.signal.sender;r.signal=null,p(h.get(o))}p(e)}},t.disconnectAll=function(t){var e=h.get(t);if(null!=e&&0!==e.length){for(var i=0,n=e;i<n.length;i++){var r=n[i];r.signal=null}p(e)}var o=u.get(t);if(null!=o&&0!==o.length){for(var s=0,a=o;s<a.length;s++){var r=a[s];r.signal=null}p(o)}}}(a=i.Signal||(i.Signal={})),i.Signal=a,i.Signalable=function(t){return null!=t?function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.connect=function(t,e){return t.connect(e,this)},e}(t):function(){function t(){}return t.prototype.connect=function(t,e){return t.connect(e,this)},t}()},function(t){t.connect=function(t,e){return t.connect(e,this)}}(i._Signalable||(i._Signalable={}));var h=new WeakMap,u=new WeakMap;function c(t,e,i,n){return s.find(t,function(t){return t.signal===e&&t.slot===i&&t.context===n})}var _=new r.Set;function p(t){0===_.size&&o.defer(d),_.add(t)}function d(){_.forEach(function(t){s.remove_by(t,function(t){return null==t.signal})}),_.clear()}},function(t,e,i){var n=t(388),r=t(357),o=t(22),s=t(17),a=t(5),l=t(47),h=t(24),u=t(35),c=t(46),_=t(31),p=t(3),d=function(){function t(t,e,i){var n=this;this.plot_view=t,this.toolbar=e,this.hit_area=i,this.pan_start=new o.Signal(this,\"pan:start\"),this.pan=new o.Signal(this,\"pan\"),this.pan_end=new o.Signal(this,\"pan:end\"),this.pinch_start=new o.Signal(this,\"pinch:start\"),this.pinch=new o.Signal(this,\"pinch\"),this.pinch_end=new o.Signal(this,\"pinch:end\"),this.rotate_start=new o.Signal(this,\"rotate:start\"),this.rotate=new o.Signal(this,\"rotate\"),this.rotate_end=new o.Signal(this,\"rotate:end\"),this.tap=new o.Signal(this,\"tap\"),this.doubletap=new o.Signal(this,\"doubletap\"),this.press=new o.Signal(this,\"press\"),this.move_enter=new o.Signal(this,\"move:enter\"),this.move=new o.Signal(this,\"move\"),this.move_exit=new o.Signal(this,\"move:exit\"),this.scroll=new o.Signal(this,\"scroll\"),this.keydown=new o.Signal(this,\"keydown\"),this.keyup=new o.Signal(this,\"keyup\"),this.hammer=new r(this.hit_area),this._configure_hammerjs(),this.hit_area.addEventListener(\"mousemove\",function(t){return n._mouse_move(t)}),this.hit_area.addEventListener(\"mouseenter\",function(t){return n._mouse_enter(t)}),this.hit_area.addEventListener(\"mouseleave\",function(t){return n._mouse_exit(t)}),this.hit_area.addEventListener(\"wheel\",function(t){return n._mouse_wheel(t)}),document.addEventListener(\"keydown\",this),document.addEventListener(\"keyup\",this)}return t.prototype.destroy=function(){this.hammer.destroy(),document.removeEventListener(\"keydown\",this),document.removeEventListener(\"keyup\",this)},t.prototype.handleEvent=function(t){\"keydown\"==t.type?this._key_down(t):\"keyup\"==t.type&&this._key_up(t)},t.prototype._configure_hammerjs=function(){var t=this;this.hammer.get(\"doubletap\").recognizeWith(\"tap\"),this.hammer.get(\"tap\").requireFailure(\"doubletap\"),this.hammer.get(\"doubletap\").dropRequireFailure(\"tap\"),this.hammer.on(\"doubletap\",function(e){return t._doubletap(e)}),this.hammer.on(\"tap\",function(e){return t._tap(e)}),this.hammer.on(\"press\",function(e){return t._press(e)}),this.hammer.get(\"pan\").set({direction:r.DIRECTION_ALL}),this.hammer.on(\"panstart\",function(e){return t._pan_start(e)}),this.hammer.on(\"pan\",function(e){return t._pan(e)}),this.hammer.on(\"panend\",function(e){return t._pan_end(e)}),this.hammer.get(\"pinch\").set({enable:!0}),this.hammer.on(\"pinchstart\",function(e){return t._pinch_start(e)}),this.hammer.on(\"pinch\",function(e){return t._pinch(e)}),this.hammer.on(\"pinchend\",function(e){return t._pinch_end(e)}),this.hammer.get(\"rotate\").set({enable:!0}),this.hammer.on(\"rotatestart\",function(e){return t._rotate_start(e)}),this.hammer.on(\"rotate\",function(e){return t._rotate(e)}),this.hammer.on(\"rotateend\",function(e){return t._rotate_end(e)})},t.prototype.register_tool=function(t){var e=this,i=t.model.event_type;null!=i&&(c.isString(i)?this._register_tool(t,i):i.forEach(function(i,n){return e._register_tool(t,i,n<1)}))},t.prototype._register_tool=function(t,e,i){void 0===i&&(i=!0);var n=t,r=n.model.id,o=function(t){return function(e){e.id==r&&t(e.e)}},a=function(t){return function(e){t(e.e)}};switch(e){case\"pan\":null!=n._pan_start&&n.connect(this.pan_start,o(n._pan_start.bind(n))),null!=n._pan&&n.connect(this.pan,o(n._pan.bind(n))),null!=n._pan_end&&n.connect(this.pan_end,o(n._pan_end.bind(n)));break;case\"pinch\":null!=n._pinch_start&&n.connect(this.pinch_start,o(n._pinch_start.bind(n))),null!=n._pinch&&n.connect(this.pinch,o(n._pinch.bind(n))),null!=n._pinch_end&&n.connect(this.pinch_end,o(n._pinch_end.bind(n)));break;case\"rotate\":null!=n._rotate_start&&n.connect(this.rotate_start,o(n._rotate_start.bind(n))),null!=n._rotate&&n.connect(this.rotate,o(n._rotate.bind(n))),null!=n._rotate_end&&n.connect(this.rotate_end,o(n._rotate_end.bind(n)));break;case\"move\":null!=n._move_enter&&n.connect(this.move_enter,o(n._move_enter.bind(n))),null!=n._move&&n.connect(this.move,o(n._move.bind(n))),null!=n._move_exit&&n.connect(this.move_exit,o(n._move_exit.bind(n)));break;case\"tap\":null!=n._tap&&n.connect(this.tap,o(n._tap.bind(n)));break;case\"press\":null!=n._press&&n.connect(this.press,o(n._press.bind(n)));break;case\"scroll\":null!=n._scroll&&n.connect(this.scroll,o(n._scroll.bind(n)));break;default:throw new Error(\"unsupported event_type: \"+e)}i&&(null!=n._doubletap&&n.connect(this.doubletap,a(n._doubletap.bind(n))),null!=n._keydown&&n.connect(this.keydown,a(n._keydown.bind(n))),null!=n._keyup&&n.connect(this.keyup,a(n._keyup.bind(n))),_.is_mobile&&null!=n._scroll&&\"pinch\"==e&&(s.logger.debug(\"Registering scroll on touch screen\"),n.connect(this.scroll,o(n._scroll.bind(n)))))},t.prototype._hit_test_renderers=function(t,e){for(var i=this.plot_view.get_renderer_views(),n=0,r=h.reversed(i);n<r.length;n++){var o=r[n],s=o.model.level;if((\"annotation\"==s||\"overlay\"==s)&&null!=o.interactive_hit&&o.interactive_hit(t,e))return o}return null},t.prototype._hit_test_frame=function(t,e){return this.plot_view.frame.bbox.contains(t,e)},t.prototype._hit_test_canvas=function(t,e){return this.plot_view.layout.bbox.contains(t,e)},t.prototype._trigger=function(t,e,i){var n=this,r=this.toolbar.gestures,o=t.name,s=o.split(\":\")[0],a=this._hit_test_renderers(e.sx,e.sy),l=this._hit_test_canvas(e.sx,e.sy);switch(s){case\"move\":var h=r[s].active;null!=h&&this.trigger(t,e,h.id);var c=this.toolbar.inspectors.filter(function(t){return t.active}),p=\"default\";null!=a?(p=a.cursor(e.sx,e.sy)||p,u.isEmpty(c)||(t=this.move_exit,o=t.name)):this._hit_test_frame(e.sx,e.sy)&&(u.isEmpty(c)||(p=\"crosshair\")),this.plot_view.set_cursor(p),this.plot_view.set_toolbar_visibility(l),c.map(function(i){return n.trigger(t,e,i.id)});break;case\"tap\":var d=i.target;if(null!=d&&d!=this.hit_area)return;null!=a&&null!=a.on_hit&&a.on_hit(e.sx,e.sy);var h=r[s].active;null!=h&&this.trigger(t,e,h.id);break;case\"scroll\":var f=_.is_mobile?\"pinch\":\"scroll\",h=r[f].active;null!=h&&(i.preventDefault(),i.stopPropagation(),this.trigger(t,e,h.id));break;default:var h=r[s].active;null!=h&&this.trigger(t,e,h.id)}this._trigger_bokeh_event(e)},t.prototype.trigger=function(t,e,i){void 0===i&&(i=null),t.emit({id:i,e:e})},t.prototype._trigger_bokeh_event=function(t){var e=this,i=function(){var i=e.plot_view.frame.xscales.default,n=e.plot_view.frame.yscales.default,r=t.sx,o=t.sy,s=i.invert(r),a=n.invert(o);switch(t.type){case\"wheel\":return new p.MouseWheel(r,o,s,a,t.delta);case\"mousemove\":return new p.MouseMove(r,o,s,a);case\"mouseenter\":return new p.MouseEnter(r,o,s,a);case\"mouseleave\":return new p.MouseLeave(r,o,s,a);case\"tap\":return new p.Tap(r,o,s,a);case\"doubletap\":return new p.DoubleTap(r,o,s,a);case\"press\":return new p.Press(r,o,s,a);case\"pan\":return new p.Pan(r,o,s,a,t.deltaX,t.deltaY);case\"panstart\":return new p.PanStart(r,o,s,a);case\"panend\":return new p.PanEnd(r,o,s,a);case\"pinch\":return new p.Pinch(r,o,s,a,t.scale);case\"pinchstart\":return new p.PinchStart(r,o,s,a);case\"pinchend\":return new p.PinchEnd(r,o,s,a);default:throw new Error(\"unreachable\")}}();this.plot_view.model.trigger_event(i)},t.prototype._get_sxy=function(t){var e=function(t){return\"undefined\"!=typeof TouchEvent&&t instanceof TouchEvent}(t)?(0!=t.touches.length?t.touches:t.changedTouches)[0]:t,i=e.pageX,n=e.pageY,r=a.offset(this.hit_area),o=r.left,s=r.top;return{sx:i-o,sy:n-s}},t.prototype._gesture_event=function(t){return n.__assign({type:t.type},this._get_sxy(t.srcEvent),{deltaX:t.deltaX,deltaY:t.deltaY,scale:t.scale,shiftKey:t.srcEvent.shiftKey})},t.prototype._tap_event=function(t){return n.__assign({type:t.type},this._get_sxy(t.srcEvent),{shiftKey:t.srcEvent.shiftKey})},t.prototype._move_event=function(t){return n.__assign({type:t.type},this._get_sxy(t))},t.prototype._scroll_event=function(t){return n.__assign({type:t.type},this._get_sxy(t),{delta:l.getDeltaY(t)})},t.prototype._key_event=function(t){return{type:t.type,keyCode:t.keyCode}},t.prototype._pan_start=function(t){var e=this._gesture_event(t);e.sx-=t.deltaX,e.sy-=t.deltaY,this._trigger(this.pan_start,e,t.srcEvent)},t.prototype._pan=function(t){this._trigger(this.pan,this._gesture_event(t),t.srcEvent)},t.prototype._pan_end=function(t){this._trigger(this.pan_end,this._gesture_event(t),t.srcEvent)},t.prototype._pinch_start=function(t){this._trigger(this.pinch_start,this._gesture_event(t),t.srcEvent)},t.prototype._pinch=function(t){this._trigger(this.pinch,this._gesture_event(t),t.srcEvent)},t.prototype._pinch_end=function(t){this._trigger(this.pinch_end,this._gesture_event(t),t.srcEvent)},t.prototype._rotate_start=function(t){this._trigger(this.rotate_start,this._gesture_event(t),t.srcEvent)},t.prototype._rotate=function(t){this._trigger(this.rotate,this._gesture_event(t),t.srcEvent)},t.prototype._rotate_end=function(t){this._trigger(this.rotate_end,this._gesture_event(t),t.srcEvent)},t.prototype._tap=function(t){this._trigger(this.tap,this._tap_event(t),t.srcEvent)},t.prototype._doubletap=function(t){var e=this._tap_event(t);this._trigger_bokeh_event(e),this.trigger(this.doubletap,e)},t.prototype._press=function(t){this._trigger(this.press,this._tap_event(t),t.srcEvent)},t.prototype._mouse_enter=function(t){this._trigger(this.move_enter,this._move_event(t),t)},t.prototype._mouse_move=function(t){this._trigger(this.move,this._move_event(t),t)},t.prototype._mouse_exit=function(t){this._trigger(this.move_exit,this._move_event(t),t)},t.prototype._mouse_wheel=function(t){this._trigger(this.scroll,this._scroll_event(t),t)},t.prototype._key_down=function(t){this.trigger(this.keydown,this._key_event(t))},t.prototype._key_up=function(t){this.trigger(this.keyup,this._key_event(t))},t}();i.UIEvents=d},function(t,e,i){var n=t(34),r=t(26),o=t(25);i.min=o.min,i.min_by=o.min_by,i.max=o.max,i.max_by=o.max_by,i.sum=o.sum,i.every=o.every,i.some=o.some,i.find=o.find,i.find_last=o.find_last,i.find_index=o.find_index,i.find_last_index=o.find_last_index,i.sorted_index=o.sorted_index;var 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n.__extends(e,t),e.prototype.set_value=function(t){t.strokeStyle=this.line_color.value(),t.globalAlpha=this.line_alpha.value(),t.lineWidth=this.line_width.value(),t.lineJoin=this.line_join.value(),t.lineCap=this.line_cap.value(),t.setLineDash(this.line_dash.value()),t.setLineDashOffset(this.line_dash_offset.value())},Object.defineProperty(e.prototype,\"doit\",{get:function(){return!(null===this.line_color.spec.value||0==this.line_alpha.spec.value||0==this.line_width.spec.value)},enumerable:!0,configurable:!0}),e.prototype._set_vectorize=function(t,e){this.cache_select(\"line_color\",e),t.strokeStyle!==this.cache.line_color&&(t.strokeStyle=this.cache.line_color),this.cache_select(\"line_alpha\",e),t.globalAlpha!==this.cache.line_alpha&&(t.globalAlpha=this.cache.line_alpha),this.cache_select(\"line_width\",e),t.lineWidth!==this.cache.line_width&&(t.lineWidth=this.cache.line_width),this.cache_select(\"line_join\",e),t.lineJoin!==this.cache.line_join&&(t.lineJoin=this.cache.line_join),this.cache_select(\"line_cap\",e),t.lineCap!==this.cache.line_cap&&(t.lineCap=this.cache.line_cap),this.cache_select(\"line_dash\",e),t.getLineDash()!==this.cache.line_dash&&t.setLineDash(this.cache.line_dash),this.cache_select(\"line_dash_offset\",e),t.getLineDashOffset()!==this.cache.line_dash_offset&&t.setLineDashOffset(this.cache.line_dash_offset)},e.prototype.color_value=function(){var t=o.color2rgba(this.line_color.value(),this.line_alpha.value()),e=t[0],i=t[1],n=t[2],r=t[3];return\"rgba(\"+255*e+\",\"+255*i+\",\"+255*n+\",\"+r+\")\"},e}(s);i.Line=a,a.prototype.attrs=Object.keys(r.line());var l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.set_value=function(t){t.fillStyle=this.fill_color.value(),t.globalAlpha=this.fill_alpha.value()},Object.defineProperty(e.prototype,\"doit\",{get:function(){return!(null===this.fill_color.spec.value||0==this.fill_alpha.spec.value)},enumerable:!0,configurable:!0}),e.prototype._set_vectorize=function(t,e){this.cache_select(\"fill_color\",e),t.fillStyle!==this.cache.fill_color&&(t.fillStyle=this.cache.fill_color),this.cache_select(\"fill_alpha\",e),t.globalAlpha!==this.cache.fill_alpha&&(t.globalAlpha=this.cache.fill_alpha)},e.prototype.color_value=function(){var t=o.color2rgba(this.fill_color.value(),this.fill_alpha.value()),e=t[0],i=t[1],n=t[2],r=t[3];return\"rgba(\"+255*e+\",\"+255*i+\",\"+255*n+\",\"+r+\")\"},e}(s);i.Fill=l,l.prototype.attrs=Object.keys(r.fill());var h=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.cache_select=function(e,i){var n;if(\"font\"==e){t.prototype.cache_select.call(this,\"text_font_style\",i),t.prototype.cache_select.call(this,\"text_font_size\",i),t.prototype.cache_select.call(this,\"text_font\",i);var r=this.cache,o=r.text_font_style,s=r.text_font_size,a=r.text_font;this.cache.font=n=o+\" \"+s+\" \"+a}else n=t.prototype.cache_select.call(this,e,i);return n},e.prototype.font_value=function(){var t=this.text_font.value(),e=this.text_font_size.value(),i=this.text_font_style.value();return i+\" \"+e+\" \"+t},e.prototype.color_value=function(){var t=o.color2rgba(this.text_color.value(),this.text_alpha.value()),e=t[0],i=t[1],n=t[2],r=t[3];return\"rgba(\"+255*e+\",\"+255*i+\",\"+255*n+\",\"+r+\")\"},e.prototype.set_value=function(t){t.font=this.font_value(),t.fillStyle=this.text_color.value(),t.globalAlpha=this.text_alpha.value(),t.textAlign=this.text_align.value(),t.textBaseline=this.text_baseline.value()},Object.defineProperty(e.prototype,\"doit\",{get:function(){return!(null===this.text_color.spec.value||0==this.text_alpha.spec.value)},enumerable:!0,configurable:!0}),e.prototype._set_vectorize=function(t,e){this.cache_select(\"font\",e),t.font!==this.cache.font&&(t.font=this.cache.font),this.cache_select(\"text_color\",e),t.fillStyle!==this.cache.text_color&&(t.fillStyle=this.cache.text_color),this.cache_select(\"text_alpha\",e),t.globalAlpha!==this.cache.text_alpha&&(t.globalAlpha=this.cache.text_alpha),this.cache_select(\"text_align\",e),t.textAlign!==this.cache.text_align&&(t.textAlign=this.cache.text_align),this.cache_select(\"text_baseline\",e),t.textBaseline!==this.cache.text_baseline&&(t.textBaseline=this.cache.text_baseline)},e}(s);i.Text=h,h.prototype.attrs=Object.keys(r.text());var u=function(){function t(t){for(var e=0,i=t.mixins;e<i.length;e++){var n=i[e],r=n.split(\":\"),o=r[0],s=r[1],u=void 0===s?\"\":s,c=void 0;switch(o){case\"line\":c=a;break;case\"fill\":c=l;break;case\"text\":c=h;break;default:throw new Error(\"unknown visual: \"+o)}this[u+o]=new c(t,u)}}return t.prototype.warm_cache=function(t){for(var e in this)if(this.hasOwnProperty(e)){var i=this[e];i instanceof s&&i.warm_cache(t)}},t.prototype.set_all_indices=function(t){for(var e in this)if(this.hasOwnProperty(e)){var i=this[e];i instanceof s&&(i.all_indices=t)}},t}();i.Visuals=u},function(t,e,i){var n=t(388),r=t(0),o=t(296),s=t(17),a=t(3),l=t(8),h=t(22),u=t(37),c=t(38),_=t(32),p=t(24),d=t(35),f=t(33),v=t(46),m=t(163),g=t(208),y=t(62),b=t(53),x=function(){function t(t){this.document=t,this.session=null,this.subscribed_models=new _.Set}return t.prototype.send_event=function(t){null!=this.session&&this.session.send_event(t)},t.prototype.trigger=function(t){for(var e=0,i=this.subscribed_models.values;e<i.length;e++){var n=i[e];if(null==t.origin||t.origin.id===n){var r=this.document._all_models[n];null!=r&&r instanceof y.Model&&r._process_event(t)}}},t}();i.EventManager=x,i.documents=[],i.DEFAULT_TITLE=\"Bokeh Application\";var w=function(){function t(){i.documents.push(this),this._init_timestamp=Date.now(),this._title=i.DEFAULT_TITLE,this._roots=[],this._all_models={},this._all_models_by_name=new _.MultiDict,this._all_models_freeze_count=0,this._callbacks=[],this.event_manager=new x(this),this.idle=new h.Signal0(this,\"idle\"),this._idle_roots=new WeakMap,this._interactive_timestamp=null,this._interactive_plot=null}return Object.defineProperty(t.prototype,\"layoutables\",{get:function(){return this._roots.filter(function(t){return t instanceof m.LayoutDOM})},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"is_idle\",{get:function(){for(var t=0,e=this.layoutables;t<e.length;t++){var i=e[t];if(!this._idle_roots.has(i))return!1}return!0},enumerable:!0,configurable:!0}),t.prototype.notify_idle=function(t){this._idle_roots.set(t,!0),this.is_idle&&(s.logger.info(\"document idle at \"+(Date.now()-this._init_timestamp)+\" ms\"),this.idle.emit())},t.prototype.clear=function(){this._push_all_models_freeze();try{for(;this._roots.length>0;)this.remove_root(this._roots[0])}finally{this._pop_all_models_freeze()}},t.prototype.interactive_start=function(t){null==this._interactive_plot&&(this._interactive_plot=t,this._interactive_plot.trigger_event(new a.LODStart)),this._interactive_timestamp=Date.now()},t.prototype.interactive_stop=function(t){null!=this._interactive_plot&&this._interactive_plot.id===t.id&&this._interactive_plot.trigger_event(new a.LODEnd),this._interactive_plot=null,this._interactive_timestamp=null},t.prototype.interactive_duration=function(){return null==this._interactive_timestamp?-1:Date.now()-this._interactive_timestamp},t.prototype.destructively_move=function(t){if(t===this)throw new Error(\"Attempted to overwrite a document with itself\");t.clear();var e=p.copy(this._roots);this.clear();for(var i=0,n=e;i<n.length;i++){var r=n[i];if(null!=r.document)throw new Error(\"Somehow we didn't detach \"+r)}if(0!==Object.keys(this._all_models).length)throw new Error(\"this._all_models still had stuff in it: \"+this._all_models);for(var o=0,s=e;o<s.length;o++){var r=s[o];t.add_root(r)}t.set_title(this._title)},t.prototype._push_all_models_freeze=function(){this._all_models_freeze_count+=1},t.prototype._pop_all_models_freeze=function(){this._all_models_freeze_count-=1,0===this._all_models_freeze_count&&this._recompute_all_models()},t.prototype._invalidate_all_models=function(){s.logger.debug(\"invalidating document models\"),0===this._all_models_freeze_count&&this._recompute_all_models()},t.prototype._recompute_all_models=function(){for(var t=new _.Set,e=0,i=this._roots;e<i.length;e++){var n=i[e];t=t.union(n.references())}for(var r=new _.Set(d.values(this._all_models)),o=r.diff(t),s=t.diff(r),a={},l=0,h=t.values;l<h.length;l++){var u=h[l];a[u.id]=u}for(var c=0,p=o.values;c<p.length;c++){var f=p[c];f.detach_document(),f instanceof y.Model&&null!=f.name&&this._all_models_by_name.remove_value(f.name,f)}for(var v=0,m=s.values;v<m.length;v++){var g=m[v];g.attach_document(this),g instanceof y.Model&&null!=g.name&&this._all_models_by_name.add_value(g.name,g)}this._all_models=a},t.prototype.roots=function(){return this._roots},t.prototype.add_root=function(t,e){if(s.logger.debug(\"Adding root: \"+t),!p.includes(this._roots,t)){this._push_all_models_freeze();try{this._roots.push(t)}finally{this._pop_all_models_freeze()}this._trigger_on_change(new b.RootAddedEvent(this,t,e))}},t.prototype.remove_root=function(t,e){var i=this._roots.indexOf(t);if(!(i<0)){this._push_all_models_freeze();try{this._roots.splice(i,1)}finally{this._pop_all_models_freeze()}this._trigger_on_change(new b.RootRemovedEvent(this,t,e))}},t.prototype.title=function(){return this._title},t.prototype.set_title=function(t,e){t!==this._title&&(this._title=t,this._trigger_on_change(new b.TitleChangedEvent(this,t,e)))},t.prototype.get_model_by_id=function(t){return t in this._all_models?this._all_models[t]:null},t.prototype.get_model_by_name=function(t){return this._all_models_by_name.get_one(t,\"Multiple models are named '\"+t+\"'\")},t.prototype.on_change=function(t){p.includes(this._callbacks,t)||this._callbacks.push(t)},t.prototype.remove_on_change=function(t){var e=this._callbacks.indexOf(t);e>=0&&this._callbacks.splice(e,1)},t.prototype._trigger_on_change=function(t){for(var e=0,i=this._callbacks;e<i.length;e++){var n=i[e];n(t)}},t.prototype._notify_change=function(t,e,i,n,r){\"name\"===e&&(this._all_models_by_name.remove_value(i,t),null!=n&&this._all_models_by_name.add_value(n,t));var o=null!=r?r.setter_id:void 0,s=null!=r?r.hint:void 0;this._trigger_on_change(new b.ModelChangedEvent(this,t,e,i,n,o,s))},t._references_json=function(t,e){void 0===e&&(e=!0);for(var i=[],n=0,r=t;n<r.length;n++){var o=r[n],s=o.ref();s.attributes=o.attributes_as_json(e),delete s.attributes.id,i.push(s)}return i},t._instantiate_object=function(t,e,i){var o=n.__assign({},i,{id:t,__deferred__:!0}),s=r.Models(e);return new s(o)},t._instantiate_references_json=function(e,i){for(var n={},r=0,o=e;r<o.length;r++){var s=o[r],a=s.id,l=s.type,h=s.attributes||{},u=void 0;a in i?u=i[a]:(u=t._instantiate_object(a,l,h),null!=s.subtype&&u.set_subtype(s.subtype)),n[u.id]=u}return n},t._resolve_refs=function(t,e,i){function n(t){if(u.is_ref(t)){if(t.id in e)return e[t.id];if(t.id in i)return i[t.id];throw new Error(\"reference \"+JSON.stringify(t)+\" isn't known (not in Document?)\")}return v.isArray(t)?function(t){for(var e=[],i=0,r=t;i<r.length;i++){var o=r[i];e.push(n(o))}return e}(t):v.isPlainObject(t)?function(t){var e={};for(var i in t){var r=t[i];e[i]=n(r)}return e}(t):t}return n(t)},t._initialize_references_json=function(e,i,n){for(var r={},o=0,s=e;o<s.length;o++){var a=s[o],h=a.id,u=a.attributes,c=!(h in i),_=c?n[h]:i[h],p=t._resolve_refs(u,i,n);r[_.id]=[_,p,c]}function d(t,e){var i={};function n(r){if(r instanceof l.HasProps){if(!(r.id in i)&&r.id in t){i[r.id]=!0;var o=t[r.id],s=o[1],a=o[2];for(var h in s){var u=s[h];n(u)}e(r,s,a)}}else if(v.isArray(r))for(var c=0,_=r;c<_.length;c++){var u=_[c];n(u)}else if(v.isPlainObject(r))for(var p in r){var u=r[p];n(u)}}for(var r in t){var o=t[r],s=o[0];n(s)}}d(r,function(t,e,i){i&&t.setv(e,{silent:!0})}),d(r,function(t,e,i){i&&t.finalize()})},t._event_for_attribute_change=function(t,e,i,n,r){var o=n.get_model_by_id(t.id);if(o.attribute_is_serializable(e)){var s={kind:\"ModelChanged\",model:{id:t.id,type:t.type},attr:e,new:i};return l.HasProps._json_record_references(n,i,r,!0),s}return null},t._events_to_sync_objects=function(e,i,n,r){for(var o=Object.keys(e.attributes),a=Object.keys(i.attributes),l=p.difference(o,a),h=p.difference(a,o),u=p.intersection(o,a),c=[],_=0,d=l;_<d.length;_++){var v=d[_];s.logger.warn(\"Server sent key \"+v+\" but we don't seem to have it in our JSON\")}for(var m=0,g=h;m<g.length;m++){var v=g[m],y=i.attributes[v];c.push(t._event_for_attribute_change(e,v,y,n,r))}for(var b=0,x=u;b<x.length;b++){var v=x[b],w=e.attributes[v],y=i.attributes[v];null==w&&null==y||(null==w||null==y?c.push(t._event_for_attribute_change(e,v,y,n,r)):f.isEqual(w,y)||c.push(t._event_for_attribute_change(e,v,y,n,r)))}return c.filter(function(t){return null!=t})},t._compute_patch_since_json=function(e,i){var n=i.to_json(!1);function r(t){for(var e={},i=0,n=t.roots.references;i<n.length;i++){var r=n[i];e[r.id]=r}return e}for(var o=r(e),s={},a=[],l=0,h=e.roots.root_ids;l<h.length;l++){var u=h[l];s[u]=o[u],a.push(u)}for(var c=r(n),_={},f=[],v=0,m=n.roots.root_ids;v<m.length;v++){var u=m[v];_[u]=c[u],f.push(u)}if(a.sort(),f.sort(),p.difference(a,f).length>0||p.difference(f,a).length>0)throw new Error(\"Not implemented: computing add/remove of document roots\");var g={},y=[];for(var b in i._all_models)if(b in o){var x=t._events_to_sync_objects(o[b],c[b],i,g);y=y.concat(x)}return{references:t._references_json(d.values(g),!1),events:y}},t.prototype.to_json_string=function(t){return void 0===t&&(t=!0),JSON.stringify(this.to_json(t))},t.prototype.to_json=function(e){void 0===e&&(e=!0);var i=this._roots.map(function(t){return t.id}),n=d.values(this._all_models);return{version:o.version,title:this._title,roots:{root_ids:i,references:t._references_json(n,e)}}},t.from_json_string=function(e){var i=JSON.parse(e);return t.from_json(i)},t.from_json=function(e){s.logger.debug(\"Creating Document from JSON\");var i=e.version,n=-1!==i.indexOf(\"+\")||-1!==i.indexOf(\"-\"),r=\"Library versions: JS (\"+o.version+\") / Python (\"+i+\")\";n||o.version===i?s.logger.debug(r):(s.logger.warn(\"JS/Python version mismatch\"),s.logger.warn(r));var a=e.roots,l=a.root_ids,h=a.references,u=t._instantiate_references_json(h,{});t._initialize_references_json(h,{},u);for(var c=new t,_=0,p=l;_<p.length;_++){var d=p[_];c.add_root(u[d])}return c.set_title(e.title),c},t.prototype.replace_with_json=function(e){var i=t.from_json(e);i.destructively_move(this)},t.prototype.create_json_patch_string=function(t){return JSON.stringify(this.create_json_patch(t))},t.prototype.create_json_patch=function(e){for(var i={},n=[],r=0,o=e;r<o.length;r++){var a=o[r];if(a.document!==this)throw s.logger.warn(\"Cannot create a patch using events from a different document, event had \",a.document,\" we are \",this),new Error(\"Cannot create a patch using events from a different document\");n.push(a.json(i))}return{events:n,references:t._references_json(d.values(i))}},t.prototype.apply_json_patch=function(e,i,n){var r;void 0===i&&(i=[]);for(var o=e.references,a=e.events,l=t._instantiate_references_json(o,this._all_models),h=0,u=a;h<u.length;h++){var _=u[h];switch(_.kind){case\"RootAdded\":case\"RootRemoved\":case\"ModelChanged\":var p=_.model.id;if(p in this._all_models)l[p]=this._all_models[p];else if(!(p in l))throw s.logger.warn(\"Got an event for unknown model \",_.model),new Error(\"event model wasn't known\")}}var d={},f={};for(var v in l){var m=l[v];v in this._all_models?d[v]=m:f[v]=m}t._initialize_references_json(o,d,f);for(var y=0,b=a;y<b.length;y++){var _=b[y];switch(_.kind){case\"ModelChanged\":var x=_.model.id;if(!(x in this._all_models))throw new Error(\"Cannot apply patch to \"+x+\" which is not in the document\");var w=this._all_models[x],k=_.attr,T=_.model.type;if(\"data\"===k&&\"ColumnDataSource\"===T){var C=c.decode_column_data(_.new,i),S=C[0],A=C[1];w.setv({_shapes:A,data:S},{setter_id:n})}else{var m=t._resolve_refs(_.new,d,f);w.setv(((r={})[k]=m,r),{setter_id:n})}break;case\"ColumnDataChanged\":var M=_.column_source.id;if(!(M in this._all_models))throw new Error(\"Cannot stream to \"+M+\" which is not in the document\");var E=this._all_models[M],z=c.decode_column_data(_.new,i),S=z[0],A=z[1];if(null!=_.cols){for(var O in E.data)O in S||(S[O]=E.data[O]);for(var O in E._shapes)O in A||(A[O]=E._shapes[O])}E.setv({_shapes:A,data:S},{setter_id:n,check_eq:!1});break;case\"ColumnsStreamed\":var M=_.column_source.id;if(!(M in this._all_models))throw new Error(\"Cannot stream to \"+M+\" which is not in the document\");var E=this._all_models[M];if(!(E instanceof g.ColumnDataSource))throw new Error(\"Cannot stream to non-ColumnDataSource\");var S=_.data,P=_.rollover;E.stream(S,P,n);break;case\"ColumnsPatched\":var M=_.column_source.id;if(!(M in this._all_models))throw new Error(\"Cannot patch \"+M+\" which is not in the document\");var E=this._all_models[M];if(!(E instanceof g.ColumnDataSource))throw new Error(\"Cannot patch non-ColumnDataSource\");var j=_.patches;E.patch(j,n);break;case\"RootAdded\":var N=_.model.id,D=l[N];this.add_root(D,n);break;case\"RootRemoved\":var N=_.model.id,D=l[N];this.remove_root(D,n);break;case\"TitleChanged\":this.set_title(_.title,n);break;default:throw new Error(\"Unknown patch event \"+JSON.stringify(_))}}},t}();i.Document=w},function(t,e,i){var n=t(388),r=t(8),o=function(t){this.document=t};i.DocumentChangedEvent=o;var s=function(t){function e(e,i,n,r,o,s,a){var l=t.call(this,e)||this;return l.model=i,l.attr=n,l.old=r,l.new_=o,l.setter_id=s,l.hint=a,l}return n.__extends(e,t),e.prototype.json=function(t){if(\"id\"===this.attr)throw new Error(\"'id' field should never change, whatever code just set it is wrong\");if(null!=this.hint)return this.hint.json(t);var e=this.new_,i=r.HasProps._value_to_json(this.attr,e,this.model),n={};for(var o in 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n.__extends(e,t),e.initClass=function(){this.prototype.type=\"NormalHead\",this.mixins([\"line\",\"fill\"]),this.override({fill_color:\"black\"})},e.prototype.clip=function(t,e){this.visuals.line.set_vectorize(t,e),t.moveTo(.5*this.size,this.size),t.lineTo(.5*this.size,-2),t.lineTo(-.5*this.size,-2),t.lineTo(-.5*this.size,this.size),t.lineTo(.5*this.size,this.size)},e.prototype.render=function(t,e){this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,e),this._normal(t,e),t.fill()),this.visuals.line.doit&&(this.visuals.line.set_vectorize(t,e),this._normal(t,e),t.stroke())},e.prototype._normal=function(t,e){t.beginPath(),t.moveTo(.5*this.size,this.size),t.lineTo(0,0),t.lineTo(-.5*this.size,this.size),t.closePath()},e}(a);i.NormalHead=h,h.initClass();var u=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"VeeHead\",this.mixins([\"line\",\"fill\"]),this.override({fill_color:\"black\"})},e.prototype.clip=function(t,e){this.visuals.line.set_vectorize(t,e),t.moveTo(.5*this.size,this.size),t.lineTo(.5*this.size,-2),t.lineTo(-.5*this.size,-2),t.lineTo(-.5*this.size,this.size),t.lineTo(0,.5*this.size),t.lineTo(.5*this.size,this.size)},e.prototype.render=function(t,e){this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,e),this._vee(t,e),t.fill()),this.visuals.line.doit&&(this.visuals.line.set_vectorize(t,e),this._vee(t,e),t.stroke())},e.prototype._vee=function(t,e){t.beginPath(),t.moveTo(.5*this.size,this.size),t.lineTo(0,0),t.lineTo(-.5*this.size,this.size),t.lineTo(0,.5*this.size),t.closePath()},e}(a);i.VeeHead=u,u.initClass();var c=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"TeeHead\",this.mixins([\"line\"])},e.prototype.render=function(t,e){this.visuals.line.doit&&(this.visuals.line.set_vectorize(t,e),t.beginPath(),t.moveTo(.5*this.size,0),t.lineTo(-.5*this.size,0),t.stroke())},e.prototype.clip=function(t,e){},e}(a);i.TeeHead=c,c.initClass()},function(t,e,i){var n=t(388),r=t(63),o=t(208),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.set_data(this.model.source)},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.source.streaming,function(){return e.set_data(e.model.source)}),this.connect(this.model.source.patching,function(){return e.set_data(e.model.source)}),this.connect(this.model.source.change,function(){return e.set_data(e.model.source)})},e.prototype.set_data=function(e){t.prototype.set_data.call(this,e),this.visuals.warm_cache(e),this.plot_view.request_render()},e.prototype._map_data=function(){var t,e,i,n=this.plot_view.frame,r=this.model.dimension,o=n.xscales[this.model.x_range_name],s=n.yscales[this.model.y_range_name],a=\"height\"==r?s:o,l=\"height\"==r?o:s,h=\"height\"==r?n.yview:n.xview,u=\"height\"==r?n.xview:n.yview;t=\"data\"==this.model.properties.lower.units?a.v_compute(this._lower):h.v_compute(this._lower),e=\"data\"==this.model.properties.upper.units?a.v_compute(this._upper):h.v_compute(this._upper),i=\"data\"==this.model.properties.base.units?l.v_compute(this._base):u.v_compute(this._base);var c=\"height\"==r?[1,0]:[0,1],_=c[0],p=c[1],d=[t,i],f=[e,i];this._lower_sx=d[_],this._lower_sy=d[p],this._upper_sx=f[_],this._upper_sy=f[p]},e.prototype.render=function(){if(this.model.visible){this._map_data();var t=this.plot_view.canvas_view.ctx;t.beginPath(),t.moveTo(this._lower_sx[0],this._lower_sy[0]);for(var e=0,i=this._lower_sx.length;e<i;e++)t.lineTo(this._lower_sx[e],this._lower_sy[e]);for(var n=this._upper_sx.length-1,e=n;e>=0;e--)t.lineTo(this._upper_sx[e],this._upper_sy[e]);t.closePath(),this.visuals.fill.doit&&(this.visuals.fill.set_value(t),t.fill()),t.beginPath(),t.moveTo(this._lower_sx[0],this._lower_sy[0]);for(var e=0,i=this._lower_sx.length;e<i;e++)t.lineTo(this._lower_sx[e],this._lower_sy[e]);this.visuals.line.doit&&(this.visuals.line.set_value(t),t.stroke()),t.beginPath(),t.moveTo(this._upper_sx[0],this._upper_sy[0]);for(var e=0,i=this._upper_sx.length;e<i;e++)t.lineTo(this._upper_sx[e],this._upper_sy[e]);this.visuals.line.doit&&(this.visuals.line.set_value(t),t.stroke())}},e}(r.AnnotationView);i.BandView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Band\",this.prototype.default_view=a,this.mixins([\"line\",\"fill\"]),this.define({lower:[s.DistanceSpec],upper:[s.DistanceSpec],base:[s.DistanceSpec],dimension:[s.Dimension,\"height\"],source:[s.Instance,function(){return new o.ColumnDataSource}],x_range_name:[s.String,\"default\"],y_range_name:[s.String,\"default\"]}),this.override({fill_color:\"#fff9ba\",fill_alpha:.4,line_color:\"#cccccc\",line_alpha:.3})},e}(r.Annotation);i.Band=l,l.initClass()},function(t,e,i){var n=t(388),r=t(63),o=t(22),s=t(5),a=t(18),l=t(27);i.EDGE_TOLERANCE=2.5;var h=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.plot_view.canvas_overlays.appendChild(this.el),this.el.classList.add(\"bk-shading\"),s.undisplay(this.el)},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),\"css\"==this.model.render_mode?(this.connect(this.model.change,function(){return e.render()}),this.connect(this.model.data_update,function(){return e.render()})):(this.connect(this.model.change,function(){return e.plot_view.request_render()}),this.connect(this.model.data_update,function(){return e.plot_view.request_render()}))},e.prototype.render=function(){var t=this;if(this.model.visible||\"css\"!=this.model.render_mode||s.undisplay(this.el),this.model.visible)if(null!=this.model.left||null!=this.model.right||null!=this.model.top||null!=this.model.bottom){var e=this.plot_view.frame,i=e.xscales[this.model.x_range_name],n=e.yscales[this.model.y_range_name],r=function(e,i,n,r,o){return null!=e?t.model.screen?e:\"data\"==i?n.compute(e):r.compute(e):o};this.sleft=r(this.model.left,this.model.left_units,i,e.xview,e._left.value),this.sright=r(this.model.right,this.model.right_units,i,e.xview,e._right.value),this.stop=r(this.model.top,this.model.top_units,n,e.yview,e._top.value),this.sbottom=r(this.model.bottom,this.model.bottom_units,n,e.yview,e._bottom.value);var o=\"css\"==this.model.render_mode?this._css_box.bind(this):this._canvas_box.bind(this);o(this.sleft,this.sright,this.sbottom,this.stop)}else s.undisplay(this.el)},e.prototype._css_box=function(t,e,i,n){var r=this.model.properties.line_width.value(),o=Math.floor(e-t)-r,a=Math.floor(i-n)-r;this.el.style.left=t+\"px\",this.el.style.width=o+\"px\",this.el.style.top=n+\"px\",this.el.style.height=a+\"px\",this.el.style.borderWidth=r+\"px\",this.el.style.borderColor=this.model.properties.line_color.value(),this.el.style.backgroundColor=this.model.properties.fill_color.value(),this.el.style.opacity=this.model.properties.fill_alpha.value();var l=this.model.properties.line_dash.value().length<2?\"solid\":\"dashed\";this.el.style.borderStyle=l,s.display(this.el)},e.prototype._canvas_box=function(t,e,i,n){var r=this.plot_view.canvas_view.ctx;r.save(),r.beginPath(),r.rect(t,n,e-t,i-n),this.visuals.fill.set_value(r),r.fill(),this.visuals.line.set_value(r),r.stroke(),r.restore()},e.prototype.interactive_bbox=function(){var t=this.model.properties.line_width.value()+i.EDGE_TOLERANCE;return new l.BBox({x0:this.sleft-t,y0:this.stop-t,x1:this.sright+t,y1:this.sbottom+t})},e.prototype.interactive_hit=function(t,e){if(null==this.model.in_cursor)return!1;var i=this.interactive_bbox();return i.contains(t,e)},e.prototype.cursor=function(t,e){return Math.abs(t-this.sleft)<3||Math.abs(t-this.sright)<3?this.model.ew_cursor:Math.abs(e-this.sbottom)<3||Math.abs(e-this.stop)<3?this.model.ns_cursor:t>this.sleft&&t<this.sright&&e>this.stop&&e<this.sbottom?this.model.in_cursor:null},e}(r.AnnotationView);i.BoxAnnotationView=h;var u=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"BoxAnnotation\",this.prototype.default_view=h,this.mixins([\"line\",\"fill\"]),this.define({render_mode:[a.RenderMode,\"canvas\"],x_range_name:[a.String,\"default\"],y_range_name:[a.String,\"default\"],top:[a.Number,null],top_units:[a.SpatialUnits,\"data\"],bottom:[a.Number,null],bottom_units:[a.SpatialUnits,\"data\"],left:[a.Number,null],left_units:[a.SpatialUnits,\"data\"],right:[a.Number,null],right_units:[a.SpatialUnits,\"data\"]}),this.internal({screen:[a.Boolean,!1],ew_cursor:[a.String,null],ns_cursor:[a.String,null],in_cursor:[a.String,null]}),this.override({fill_color:\"#fff9ba\",fill_alpha:.4,line_color:\"#cccccc\",line_alpha:.3})},e.prototype.initialize=function(){t.prototype.initialize.call(this),this.data_update=new o.Signal0(this,\"data_update\")},e.prototype.update=function(t){var e=t.left,i=t.right,n=t.top,r=t.bottom;this.setv({left:e,right:i,top:n,bottom:r,screen:!0},{silent:!0}),this.data_update.emit()},e}(r.Annotation);i.BoxAnnotation=u,u.initClass()},function(t,e,i){var n=t(388),r=t(63),o=t(217),s=t(107),a=t(174),l=t(200),h=t(201),u=t(191),c=t(18),_=t(43),p=t(24),d=t(25),f=t(35),v=t(46),m=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this._set_canvas_image()},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.properties.visible.change,function(){return e.plot_view.request_render()}),this.connect(this.model.ticker.change,function(){return e.plot_view.request_render()}),this.connect(this.model.formatter.change,function(){return e.plot_view.request_render()}),null!=this.model.color_mapper&&this.connect(this.model.color_mapper.change,function(){e._set_canvas_image(),e.plot_view.request_render()})},e.prototype._get_size=function(){if(null==this.model.color_mapper)return{width:0,height:0};var t=this.compute_legend_dimensions(),e=t.width,i=t.height;return{width:e,height:i}},e.prototype._set_canvas_image=function(){var t,e;if(null!=this.model.color_mapper){var i,n,r=this.model.color_mapper.palette;switch(\"vertical\"==this.model.orientation&&(r=p.reversed(r)),this.model.orientation){case\"vertical\":t=[1,r.length],i=t[0],n=t[1];break;case\"horizontal\":e=[r.length,1],i=e[0],n=e[1];break;default:throw new Error(\"unreachable code\")}var o=document.createElement(\"canvas\");o.width=i,o.height=n;var s=o.getContext(\"2d\"),l=s.getImageData(0,0,i,n),h=new a.LinearColorMapper({palette:r}).rgba_mapper,u=h.v_compute(p.range(0,r.length));l.data.set(u),s.putImageData(l,0,0),this.image=o}},e.prototype.compute_legend_dimensions=function(){var t,e,i=this._computed_image_dimensions(),n=[i.height,i.width],r=n[0],o=n[1],s=this._get_label_extent(),a=this._title_extent(),l=this._tick_extent(),h=this.model.padding;switch(this.model.orientation){case\"vertical\":t=r+a+2*h,e=o+l+s+2*h;break;case\"horizontal\":t=r+a+l+s+2*h,e=o+2*h;break;default:throw new Error(\"unreachable code\")}return{width:e,height:t}},e.prototype.compute_legend_location=function(){var t,e,i=this.compute_legend_dimensions(),n=[i.height,i.width],r=n[0],o=n[1],s=this.model.margin,a=null!=this.panel?this.panel:this.plot_view.frame,l=a.bbox.ranges,h=l[0],u=l[1],c=this.model.location;if(v.isString(c))switch(c){case\"top_left\":t=h.start+s,e=u.start+s;break;case\"top_center\":t=(h.end+h.start)/2-o/2,e=u.start+s;break;case\"top_right\":t=h.end-s-o,e=u.start+s;break;case\"bottom_right\":t=h.end-s-o,e=u.end-s-r;break;case\"bottom_center\":t=(h.end+h.start)/2-o/2,e=u.end-s-r;break;case\"bottom_left\":t=h.start+s,e=u.end-s-r;break;case\"center_left\":t=h.start+s,e=(u.end+u.start)/2-r/2;break;case\"center\":t=(h.end+h.start)/2-o/2,e=(u.end+u.start)/2-r/2;break;case\"center_right\":t=h.end-s-o,e=(u.end+u.start)/2-r/2;break;default:throw new Error(\"unreachable code\")}else{if(!v.isArray(c)||2!=c.length)throw new Error(\"unreachable code\");var _=c[0],p=c[1];t=a.xview.compute(_),e=a.yview.compute(p)-r}return{sx:t,sy:e}},e.prototype.render=function(){if(this.model.visible&&null!=this.model.color_mapper){var t=this.plot_view.canvas_view.ctx;t.save();var e=this.compute_legend_location(),i=e.sx,n=e.sy;t.translate(i,n),this._draw_bbox(t);var r=this._get_image_offset();if(t.translate(r.x,r.y),this._draw_image(t),null!=this.model.color_mapper.low&&null!=this.model.color_mapper.high){var o=this.tick_info();this._draw_major_ticks(t,o),this._draw_minor_ticks(t,o),this._draw_major_labels(t,o)}this.model.title&&this._draw_title(t),t.restore()}},e.prototype._draw_bbox=function(t){var e=this.compute_legend_dimensions();t.save(),this.visuals.background_fill.doit&&(this.visuals.background_fill.set_value(t),t.fillRect(0,0,e.width,e.height)),this.visuals.border_line.doit&&(this.visuals.border_line.set_value(t),t.strokeRect(0,0,e.width,e.height)),t.restore()},e.prototype._draw_image=function(t){var e=this._computed_image_dimensions();t.save(),t.setImageSmoothingEnabled(!1),t.globalAlpha=this.model.scale_alpha,t.drawImage(this.image,0,0,e.width,e.height),this.visuals.bar_line.doit&&(this.visuals.bar_line.set_value(t),t.strokeRect(0,0,e.width,e.height)),t.restore()},e.prototype._draw_major_ticks=function(t,e){if(this.visuals.major_tick_line.doit){var i=this._normals(),n=i[0],r=i[1],o=this._computed_image_dimensions(),s=[o.width*n,o.height*r],a=s[0],l=s[1],h=e.coords.major,u=h[0],c=h[1],_=this.model.major_tick_in,p=this.model.major_tick_out;t.save(),t.translate(a,l),this.visuals.major_tick_line.set_value(t);for(var d=0,f=u.length;d<f;d++)t.beginPath(),t.moveTo(Math.round(u[d]+n*p),Math.round(c[d]+r*p)),t.lineTo(Math.round(u[d]-n*_),Math.round(c[d]-r*_)),t.stroke();t.restore()}},e.prototype._draw_minor_ticks=function(t,e){if(this.visuals.minor_tick_line.doit){var i=this._normals(),n=i[0],r=i[1],o=this._computed_image_dimensions(),s=[o.width*n,o.height*r],a=s[0],l=s[1],h=e.coords.minor,u=h[0],c=h[1],_=this.model.minor_tick_in,p=this.model.minor_tick_out;t.save(),t.translate(a,l),this.visuals.minor_tick_line.set_value(t);for(var d=0,f=u.length;d<f;d++)t.beginPath(),t.moveTo(Math.round(u[d]+n*p),Math.round(c[d]+r*p)),t.lineTo(Math.round(u[d]-n*_),Math.round(c[d]-r*_)),t.stroke();t.restore()}},e.prototype._draw_major_labels=function(t,e){if(this.visuals.major_label_text.doit){var i=this._normals(),n=i[0],r=i[1],o=this._computed_image_dimensions(),s=[o.width*n,o.height*r],a=s[0],l=s[1],h=this.model.label_standoff+this._tick_extent(),u=[h*n,h*r],c=u[0],_=u[1],p=e.coords.major,d=p[0],f=p[1],v=e.labels.major;this.visuals.major_label_text.set_value(t),t.save(),t.translate(a+c,l+_);for(var m=0,g=d.length;m<g;m++)t.fillText(v[m],Math.round(d[m]+n*this.model.label_standoff),Math.round(f[m]+r*this.model.label_standoff));t.restore()}},e.prototype._draw_title=function(t){this.visuals.title_text.doit&&(t.save(),this.visuals.title_text.set_value(t),t.fillText(this.model.title,0,-this.model.title_standoff),t.restore())},e.prototype._get_label_extent=function(){var t,e=this.tick_info().labels.major;if(null==this.model.color_mapper.low||null==this.model.color_mapper.high||f.isEmpty(e))t=0;else{var i=this.plot_view.canvas_view.ctx;switch(i.save(),this.visuals.major_label_text.set_value(i),this.model.orientation){case\"vertical\":t=p.max(e.map(function(t){return i.measureText(t.toString()).width}));break;case\"horizontal\":t=_.measure_font(this.visuals.major_label_text.font_value()).height;break;default:throw new Error(\"unreachable code\")}t+=this.model.label_standoff,i.restore()}return t},e.prototype._get_image_offset=function(){var t=this.model.padding,e=this.model.padding+this._title_extent();return{x:t,y:e}},e.prototype._normals=function(){return\"vertical\"==this.model.orientation?[1,0]:[0,1]},e.prototype._title_extent=function(){var t=this.model.title_text_font+\" \"+this.model.title_text_font_size+\" \"+this.model.title_text_font_style,e=this.model.title?_.measure_font(t).height+this.model.title_standoff:0;return e},e.prototype._tick_extent=function(){return null!=this.model.color_mapper.low&&null!=this.model.color_mapper.high?p.max([this.model.major_tick_out,this.model.minor_tick_out]):0},e.prototype._computed_image_dimensions=function(){var t,e,i=this.plot_view.frame._height.value,n=this.plot_view.frame._width.value,r=this._title_extent();switch(this.model.orientation){case\"vertical\":\"auto\"==this.model.height?null!=this.panel?t=i-2*this.model.padding-r:(t=p.max([25*this.model.color_mapper.palette.length,.3*i]),t=p.min([t,.8*i-2*this.model.padding-r])):t=this.model.height,e=\"auto\"==this.model.width?25:this.model.width;break;case\"horizontal\":t=\"auto\"==this.model.height?25:this.model.height,\"auto\"==this.model.width?null!=this.panel?e=n-2*this.model.padding:(e=p.max([25*this.model.color_mapper.palette.length,.3*n]),e=p.min([e,.8*n-2*this.model.padding])):e=this.model.width;break;default:throw new Error(\"unreachable code\")}return{width:e,height:t}},e.prototype._tick_coordinate_scale=function(t){var e={source_range:new u.Range1d({start:this.model.color_mapper.low,end:this.model.color_mapper.high}),target_range:new u.Range1d({start:0,end:t})};switch(this.model.color_mapper.type){case\"LinearColorMapper\":return new l.LinearScale(e);case\"LogColorMapper\":return new h.LogScale(e);default:throw new Error(\"unreachable code\")}},e.prototype._format_major_labels=function(t,e){for(var i=this.model.formatter.doFormat(t,null),n=0,r=e.length;n<r;n++)e[n]in this.model.major_label_overrides&&(i[n]=this.model.major_label_overrides[e[n]]);return i},e.prototype.tick_info=function(){var t,e=this._computed_image_dimensions();switch(this.model.orientation){case\"vertical\":t=e.height;break;case\"horizontal\":t=e.width;break;default:throw new Error(\"unreachable code\")}for(var i=this._tick_coordinate_scale(t),n=this._normals(),r=n[0],o=n[1],s=[this.model.color_mapper.low,this.model.color_mapper.high],a=s[0],l=s[1],h=this.model.ticker.get_ticks(a,l,null,null,this.model.ticker.desired_num_ticks),u=h.major,c=h.minor,_=[[],[]],p=[[],[]],f=0,v=u.length;f<v;f++)u[f]<a||u[f]>l||(_[r].push(u[f]),_[o].push(0));for(var f=0,v=c.length;f<v;f++)c[f]<a||c[f]>l||(p[r].push(c[f]),p[o].push(0));var m={major:this._format_major_labels(_[r],u)},g={major:[[],[]],minor:[[],[]]};return g.major[r]=i.v_compute(_[r]),g.minor[r]=i.v_compute(p[r]),g.major[o]=_[o],g.minor[o]=p[o],\"vertical\"==this.model.orientation&&(g.major[r]=d.map(g.major[r],function(e){return t-e}),g.minor[r]=d.map(g.minor[r],function(e){return t-e})),{coords:g,labels:m}},e}(r.AnnotationView);i.ColorBarView=m;var g=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ColorBar\",this.prototype.default_view=m,this.mixins([\"text:major_label_\",\"text:title_\",\"line:major_tick_\",\"line:minor_tick_\",\"line:border_\",\"line:bar_\",\"fill:background_\"]),this.define({location:[c.Any,\"top_right\"],orientation:[c.Orientation,\"vertical\"],title:[c.String],title_standoff:[c.Number,2],width:[c.Any,\"auto\"],height:[c.Any,\"auto\"],scale_alpha:[c.Number,1],ticker:[c.Instance,function(){return new o.BasicTicker}],formatter:[c.Instance,function(){return new s.BasicTickFormatter}],major_label_overrides:[c.Any,{}],color_mapper:[c.Instance],label_standoff:[c.Number,5],margin:[c.Number,30],padding:[c.Number,10],major_tick_in:[c.Number,5],major_tick_out:[c.Number,0],minor_tick_in:[c.Number,0],minor_tick_out:[c.Number,0]}),this.override({background_fill_color:\"#ffffff\",background_fill_alpha:.95,bar_line_color:null,border_line_color:null,major_label_text_align:\"center\",major_label_text_baseline:\"middle\",major_label_text_font_size:\"8pt\",major_tick_line_color:\"#ffffff\",minor_tick_line_color:null,title_text_font_size:\"10pt\",title_text_font_style:\"italic\"})},e}(r.Annotation);i.ColorBar=g,g.initClass()},function(t,e,i){var n=t(63);i.Annotation=n.Annotation;var r=t(64);i.Arrow=r.Arrow;var o=t(65);i.ArrowHead=o.ArrowHead;var s=t(65);i.OpenHead=s.OpenHead;var a=t(65);i.NormalHead=a.NormalHead;var l=t(65);i.TeeHead=l.TeeHead;var h=t(65);i.VeeHead=h.VeeHead;var u=t(66);i.Band=u.Band;var c=t(67);i.BoxAnnotation=c.BoxAnnotation;var _=t(68);i.ColorBar=_.ColorBar;var p=t(70);i.Label=p.Label;var d=t(71);i.LabelSet=d.LabelSet;var f=t(72);i.Legend=f.Legend;var v=t(73);i.LegendItem=v.LegendItem;var m=t(74);i.PolyAnnotation=m.PolyAnnotation;var g=t(75);i.Slope=g.Slope;var y=t(76);i.Span=y.Span;var b=t(77);i.TextAnnotation=b.TextAnnotation;var x=t(78);i.Title=x.Title;var w=t(79);i.ToolbarPanel=w.ToolbarPanel;var k=t(80);i.Tooltip=k.Tooltip;var T=t(81);i.Whisker=T.Whisker},function(t,e,i){var n=t(388),r=t(77),o=t(5),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.visuals.warm_cache()},e.prototype._get_size=function(){var t=this.plot_view.canvas_view.ctx;this.visuals.text.set_value(t);var e=t.measureText(this.model.text),i=e.width,n=e.ascent;return{width:i,height:n}},e.prototype.render=function(){if(this.model.visible||\"css\"!=this.model.render_mode||o.undisplay(this.el),this.model.visible){var t;switch(this.model.angle_units){case\"rad\":t=-this.model.angle;break;case\"deg\":t=-this.model.angle*Math.PI/180;break;default:throw new Error(\"unreachable code\")}var e=null!=this.panel?this.panel:this.plot_view.frame,i=this.plot_view.frame.xscales[this.model.x_range_name],n=this.plot_view.frame.yscales[this.model.y_range_name],r=\"data\"==this.model.x_units?i.compute(this.model.x):e.xview.compute(this.model.x),s=\"data\"==this.model.y_units?n.compute(this.model.y):e.yview.compute(this.model.y);r+=this.model.x_offset,s-=this.model.y_offset;var a=\"canvas\"==this.model.render_mode?this._canvas_text.bind(this):this._css_text.bind(this);a(this.plot_view.canvas_view.ctx,this.model.text,r,s,t)}},e}(r.TextAnnotationView);i.LabelView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Label\",this.prototype.default_view=a,this.mixins([\"text\",\"line:border_\",\"fill:background_\"]),this.define({x:[s.Number],x_units:[s.SpatialUnits,\"data\"],y:[s.Number],y_units:[s.SpatialUnits,\"data\"],text:[s.String],angle:[s.Angle,0],angle_units:[s.AngleUnits,\"rad\"],x_offset:[s.Number,0],y_offset:[s.Number,0],x_range_name:[s.String,\"default\"],y_range_name:[s.String,\"default\"]}),this.override({background_fill_color:null,border_line_color:null})},e}(r.TextAnnotation);i.Label=l,l.initClass()},function(t,e,i){var n=t(388),r=t(77),o=t(208),s=t(5),a=t(18),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){if(t.prototype.initialize.call(this),this.set_data(this.model.source),\"css\"==this.model.render_mode)for(var e=0,i=this._text.length;e<i;e++){var n=s.div({class:\"bk-annotation-child\",style:{display:\"none\"}});this.el.appendChild(n)}},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),\"css\"==this.model.render_mode?(this.connect(this.model.change,function(){e.set_data(e.model.source),e.render()}),this.connect(this.model.source.streaming,function(){e.set_data(e.model.source),e.render()}),this.connect(this.model.source.patching,function(){e.set_data(e.model.source),e.render()}),this.connect(this.model.source.change,function(){e.set_data(e.model.source),e.render()})):(this.connect(this.model.change,function(){e.set_data(e.model.source),e.plot_view.request_render()}),this.connect(this.model.source.streaming,function(){e.set_data(e.model.source),e.plot_view.request_render()}),this.connect(this.model.source.patching,function(){e.set_data(e.model.source),e.plot_view.request_render()}),this.connect(this.model.source.change,function(){e.set_data(e.model.source),e.plot_view.request_render()}))},e.prototype.set_data=function(e){t.prototype.set_data.call(this,e),this.visuals.warm_cache(e)},e.prototype._map_data=function(){var t=this.plot_view.frame.xscales[this.model.x_range_name],e=this.plot_view.frame.yscales[this.model.y_range_name],i=null!=this.panel?this.panel:this.plot_view.frame,n=\"data\"==this.model.x_units?t.v_compute(this._x):i.xview.v_compute(this._x),r=\"data\"==this.model.y_units?e.v_compute(this._y):i.yview.v_compute(this._y);return[n,r]},e.prototype.render=function(){if(this.model.visible||\"css\"!=this.model.render_mode||s.undisplay(this.el),this.model.visible)for(var t=\"canvas\"==this.model.render_mode?this._v_canvas_text.bind(this):this._v_css_text.bind(this),e=this.plot_view.canvas_view.ctx,i=this._map_data(),n=i[0],r=i[1],o=0,a=this._text.length;o<a;o++)t(e,o,this._text[o],n[o]+this._x_offset[o],r[o]-this._y_offset[o],this._angle[o])},e.prototype._get_size=function(){var t=this.plot_view.canvas_view.ctx;this.visuals.text.set_value(t);var e=t.measureText(this._text[0]),i=e.width,n=e.ascent;return{width:i,height:n}},e.prototype._v_canvas_text=function(t,e,i,n,r,o){this.visuals.text.set_vectorize(t,e);var s=this._calculate_bounding_box_dimensions(t,i);t.save(),t.beginPath(),t.translate(n,r),t.rotate(o),t.rect(s[0],s[1],s[2],s[3]),this.visuals.background_fill.doit&&(this.visuals.background_fill.set_vectorize(t,e),t.fill()),this.visuals.border_line.doit&&(this.visuals.border_line.set_vectorize(t,e),t.stroke()),this.visuals.text.doit&&(this.visuals.text.set_vectorize(t,e),t.fillText(i,0,0)),t.restore()},e.prototype._v_css_text=function(t,e,i,n,r,o){var a=this.el.children[e];a.textContent=i,this.visuals.text.set_vectorize(t,e);var l=this._calculate_bounding_box_dimensions(t,i),h=this.visuals.border_line.line_dash.value(),u=h.length<2?\"solid\":\"dashed\";this.visuals.border_line.set_vectorize(t,e),this.visuals.background_fill.set_vectorize(t,e),a.style.position=\"absolute\",a.style.left=n+l[0]+\"px\",a.style.top=r+l[1]+\"px\",a.style.color=\"\"+this.visuals.text.text_color.value(),a.style.opacity=\"\"+this.visuals.text.text_alpha.value(),a.style.font=\"\"+this.visuals.text.font_value(),a.style.lineHeight=\"normal\",o&&(a.style.transform=\"rotate(\"+o+\"rad)\"),this.visuals.background_fill.doit&&(a.style.backgroundColor=\"\"+this.visuals.background_fill.color_value()),this.visuals.border_line.doit&&(a.style.borderStyle=\"\"+u,a.style.borderWidth=this.visuals.border_line.line_width.value()+\"px\",a.style.borderColor=\"\"+this.visuals.border_line.color_value()),s.display(a)},e}(r.TextAnnotationView);i.LabelSetView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"LabelSet\",this.prototype.default_view=l,this.mixins([\"text\",\"line:border_\",\"fill:background_\"]),this.define({x:[a.NumberSpec],y:[a.NumberSpec],x_units:[a.SpatialUnits,\"data\"],y_units:[a.SpatialUnits,\"data\"],text:[a.StringSpec,{field:\"text\"}],angle:[a.AngleSpec,0],x_offset:[a.NumberSpec,{value:0}],y_offset:[a.NumberSpec,{value:0}],source:[a.Instance,function(){return new o.ColumnDataSource}],x_range_name:[a.String,\"default\"],y_range_name:[a.String,\"default\"]}),this.override({background_fill_color:null,border_line_color:null})},e}(r.TextAnnotation);i.LabelSet=h,h.initClass()},function(t,e,i){var n=t(388),r=t(63),o=t(18),s=t(22),a=t(43),l=t(27),h=t(24),u=t(35),c=t(46),_=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.cursor=function(t,e){return\"none\"==this.model.click_policy?null:\"pointer\"},Object.defineProperty(e.prototype,\"legend_padding\",{get:function(){return null!=this.visuals.border_line.line_color.value()?this.model.padding:0},enumerable:!0,configurable:!0}),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.change,function(){return e.plot_view.request_render()}),this.connect(this.model.item_change,function(){return e.plot_view.request_render()})},e.prototype.compute_legend_bbox=function(){var t=this.model.get_legend_names(),e=this.model,i=e.glyph_height,n=e.glyph_width,r=this.model,o=r.label_height,s=r.label_width;this.max_label_height=h.max([a.measure_font(this.visuals.label_text.font_value()).height,o,i]);var _=this.plot_view.canvas_view.ctx;_.save(),this.visuals.label_text.set_value(_),this.text_widths={};for(var p=0,d=t;p<d.length;p++){var f=d[p];this.text_widths[f]=h.max([_.measureText(f).width,s])}_.restore();var v,m,g=Math.max(h.max(u.values(this.text_widths)),0),y=this.model.margin,b=this.legend_padding,x=this.model.spacing,w=this.model.label_standoff;if(\"vertical\"==this.model.orientation)v=t.length*this.max_label_height+Math.max(t.length-1,0)*x+2*b,m=g+n+w+2*b;else{for(var k in m=2*b+Math.max(t.length-1,0)*x,this.text_widths){var T=this.text_widths[k];m+=h.max([T,s])+n+w}v=this.max_label_height+2*b}var C,S,A=null!=this.panel?this.panel:this.plot_view.frame,M=A.bbox.ranges,E=M[0],z=M[1],O=this.model.location;if(c.isString(O))switch(O){case\"top_left\":C=E.start+y,S=z.start+y;break;case\"top_center\":C=(E.end+E.start)/2-m/2,S=z.start+y;break;case\"top_right\":C=E.end-y-m,S=z.start+y;break;case\"bottom_right\":C=E.end-y-m,S=z.end-y-v;break;case\"bottom_center\":C=(E.end+E.start)/2-m/2,S=z.end-y-v;break;case\"bottom_left\":C=E.start+y,S=z.end-y-v;break;case\"center_left\":C=E.start+y,S=(z.end+z.start)/2-v/2;break;case\"center\":C=(E.end+E.start)/2-m/2,S=(z.end+z.start)/2-v/2;break;case\"center_right\":C=E.end-y-m,S=(z.end+z.start)/2-v/2;break;default:throw new Error(\"unreachable code\")}else{if(!c.isArray(O)||2!=O.length)throw new Error(\"unreachable code\");var P=O[0],j=O[1];C=A.xview.compute(P),S=A.yview.compute(j)-v}return new l.BBox({left:C,top:S,width:m,height:v})},e.prototype.interactive_bbox=function(){return this.compute_legend_bbox()},e.prototype.interactive_hit=function(t,e){var i=this.interactive_bbox();return i.contains(t,e)},e.prototype.on_hit=function(t,e){for(var i,n,r,o=this.model.glyph_width,s=this.legend_padding,a=this.model.spacing,h=this.model.label_standoff,u=r=s,c=this.compute_legend_bbox(),_=\"vertical\"==this.model.orientation,p=0,d=this.model.items;p<d.length;p++)for(var f=d[p],v=f.get_labels_list_from_label_prop(),m=0,g=v;m<g.length;m++){var y=g[m],b=c.x+u,x=c.y+r,w=void 0,k=void 0;_?(i=[c.width-2*s,this.max_label_height],w=i[0],k=i[1]):(n=[this.text_widths[y]+o+h,this.max_label_height],w=n[0],k=n[1]);var T=new l.BBox({left:b,top:x,width:w,height:k});if(T.contains(t,e)){switch(this.model.click_policy){case\"hide\":for(var C=0,S=f.renderers;C<S.length;C++){var A=S[C];A.visible=!A.visible}break;case\"mute\":for(var M=0,E=f.renderers;M<E.length;M++){var A=E[M];A.muted=!A.muted}}return!0}_?r+=this.max_label_height+a:u+=this.text_widths[y]+o+h+a}return!1},e.prototype.render=function(){if(this.model.visible&&0!=this.model.items.length){for(var t=0,e=this.model.items;t<e.length;t++){var i=e[t];i.legend=this.model}var n=this.plot_view.canvas_view.ctx,r=this.compute_legend_bbox();n.save(),this._draw_legend_box(n,r),this._draw_legend_items(n,r),n.restore()}},e.prototype._draw_legend_box=function(t,e){t.beginPath(),t.rect(e.x,e.y,e.width,e.height),this.visuals.background_fill.set_value(t),t.fill(),this.visuals.border_line.doit&&(this.visuals.border_line.set_value(t),t.stroke())},e.prototype._draw_legend_items=function(t,e){for(var i=this,n=this.model,r=n.glyph_width,o=n.glyph_height,s=this.legend_padding,a=this.model.spacing,l=this.model.label_standoff,u=s,c=s,_=\"vertical\"==this.model.orientation,p=function(n){var p,f,v=n.get_labels_list_from_label_prop(),m=n.get_field_from_label_prop();if(0==v.length)return\"continue\";for(var g=function(){switch(i.model.click_policy){case\"none\":return!0;case\"hide\":return h.every(n.renderers,function(t){return t.visible});case\"mute\":return h.every(n.renderers,function(t){return!t.muted})}}(),y=0,b=v;y<b.length;y++){var x=b[y],w=e.x+u,k=e.y+c,T=w+r,C=k+o;_?c+=d.max_label_height+a:u+=d.text_widths[x]+r+l+a,d.visuals.label_text.set_value(t),t.fillText(x,T+l,k+d.max_label_height/2);for(var S=0,A=n.renderers;S<A.length;S++){var M=A[S],E=d.plot_view.renderer_views[M.id];E.draw_legend(t,w,T,k,C,m,x,n.index)}if(!g){var z=void 0,O=void 0;_?(p=[e.width-2*s,d.max_label_height],z=p[0],O=p[1]):(f=[d.text_widths[x]+r+l,d.max_label_height],z=f[0],O=f[1]),t.beginPath(),t.rect(w,k,z,O),d.visuals.inactive_fill.set_value(t),t.fill()}}},d=this,f=0,v=this.model.items;f<v.length;f++){var m=v[f];p(m)}},e.prototype._get_size=function(){var t=this.compute_legend_bbox(),e=t.width,i=t.height;return{width:e+2*this.model.margin,height:i+2*this.model.margin}},e}(r.AnnotationView);i.LegendView=_;var p=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.item_change=new s.Signal0(this,\"item_change\")},e.initClass=function(){this.prototype.type=\"Legend\",this.prototype.default_view=_,this.mixins([\"text:label_\",\"fill:inactive_\",\"line:border_\",\"fill:background_\"]),this.define({orientation:[o.Orientation,\"vertical\"],location:[o.Any,\"top_right\"],label_standoff:[o.Number,5],glyph_height:[o.Number,20],glyph_width:[o.Number,20],label_height:[o.Number,20],label_width:[o.Number,20],margin:[o.Number,10],padding:[o.Number,10],spacing:[o.Number,3],items:[o.Array,[]],click_policy:[o.Any,\"none\"]}),this.override({border_line_color:\"#e5e5e5\",border_line_alpha:.5,border_line_width:1,background_fill_color:\"#ffffff\",background_fill_alpha:.95,inactive_fill_color:\"white\",inactive_fill_alpha:.7,label_text_font_size:\"10pt\",label_text_baseline:\"middle\"})},e.prototype.get_legend_names=function(){for(var t=[],e=0,i=this.items;e<i.length;e++){var n=i[e],r=n.get_labels_list_from_label_prop();t.push.apply(t,r)}return t},e}(r.Annotation);i.Legend=p,p.initClass()},function(t,e,i){var n=t(388),r=t(62),o=t(209),s=t(49),a=t(18),l=t(17),h=t(24),u=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"LegendItem\",this.define({label:[a.StringSpec,null],renderers:[a.Array,[]],index:[a.Number,null]})},e.prototype._check_data_sources_on_renderers=function(){var t=this.get_field_from_label_prop();if(null!=t){if(this.renderers.length<1)return!1;var e=this.renderers[0].data_source;if(null!=e)for(var i=0,n=this.renderers;i<n.length;i++){var r=n[i];if(r.data_source!=e)return!1}}return!0},e.prototype._check_field_label_on_data_source=function(){var t=this.get_field_from_label_prop();if(null!=t){if(this.renderers.length<1)return!1;var e=this.renderers[0].data_source;if(null!=e&&!h.includes(e.columns(),t))return!1}return!0},e.prototype.initialize=function(){var e=this;t.prototype.initialize.call(this),this.legend=null,this.connect(this.change,function(){null!=e.legend&&e.legend.item_change.emit()});var i=this._check_data_sources_on_renderers();i||l.logger.error(\"Non matching data sources on legend item renderers\");var n=this._check_field_label_on_data_source();n||l.logger.error(\"Bad column name on label: \"+this.label)},e.prototype.get_field_from_label_prop=function(){var t=this.label;return s.isField(t)?t.field:null},e.prototype.get_labels_list_from_label_prop=function(){if(s.isValue(this.label)){var t=this.label.value;return null!=t?[t]:[]}var e=this.get_field_from_label_prop();if(null!=e){var i=void 0;if(!this.renderers[0]||null==this.renderers[0].data_source)return[\"No source found\"];if((i=this.renderers[0].data_source)instanceof o.ColumnarDataSource){var n=i.get_column(e);return null!=n?h.uniq(Array.from(n)):[\"Invalid field\"]}}return[]},e}(r.Model);i.LegendItem=u,u.initClass()},function(t,e,i){var n=t(388),r=t(63),o=t(22),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.change,function(){return e.plot_view.request_render()}),this.connect(this.model.data_update,function(){return e.plot_view.request_render()})},e.prototype.render=function(){if(this.model.visible){var t=this.model,e=t.xs,i=t.ys;if(e.length==i.length&&!(e.length<3||i.length<3)){for(var n=this.plot_view.frame,r=this.plot_view.canvas_view.ctx,o=0,s=e.length;o<s;o++){var a=void 0;if(\"screen\"!=this.model.xs_units)throw new Error(\"not implemented\");a=this.model.screen?e[o]:n.xview.compute(e[o]);var l=void 0;if(\"screen\"!=this.model.ys_units)throw new Error(\"not implemented\");l=this.model.screen?i[o]:n.yview.compute(i[o]),0==o?(r.beginPath(),r.moveTo(a,l)):r.lineTo(a,l)}r.closePath(),this.visuals.line.doit&&(this.visuals.line.set_value(r),r.stroke()),this.visuals.fill.doit&&(this.visuals.fill.set_value(r),r.fill())}}},e}(r.AnnotationView);i.PolyAnnotationView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"PolyAnnotation\",this.prototype.default_view=a,this.mixins([\"line\",\"fill\"]),this.define({xs:[s.Array,[]],xs_units:[s.SpatialUnits,\"data\"],ys:[s.Array,[]],ys_units:[s.SpatialUnits,\"data\"],x_range_name:[s.String,\"default\"],y_range_name:[s.String,\"default\"]}),this.internal({screen:[s.Boolean,!1]}),this.override({fill_color:\"#fff9ba\",fill_alpha:.4,line_color:\"#cccccc\",line_alpha:.3})},e.prototype.initialize=function(){t.prototype.initialize.call(this),this.data_update=new o.Signal0(this,\"data_update\")},e.prototype.update=function(t){var e=t.xs,i=t.ys;this.setv({xs:e,ys:i,screen:!0},{silent:!0}),this.data_update.emit()},e}(r.Annotation);i.PolyAnnotation=l,l.initClass()},function(t,e,i){var n=t(388),r=t(63),o=t(18),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this)},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.change,function(){return e.plot_view.request_render()})},e.prototype.render=function(){this.model.visible&&this._draw_slope()},e.prototype._draw_slope=function(){var t=this.model.gradient,e=this.model.y_intercept;if(null!=t&&null!=e){var i=this.plot_view.frame,n=i.xscales[this.model.x_range_name],r=i.yscales[this.model.y_range_name],o=i._top.value,s=o+i._height.value,a=r.invert(o),l=r.invert(s),h=(a-e)/t,u=(l-e)/t,c=n.compute(h),_=n.compute(u),p=this.plot_view.canvas_view.ctx;p.save(),p.beginPath(),this.visuals.line.set_value(p),p.moveTo(c,o),p.lineTo(_,s),p.stroke(),p.restore()}},e}(r.AnnotationView);i.SlopeView=s;var a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Slope\",this.prototype.default_view=s,this.mixins([\"line\"]),this.define({gradient:[o.Number,null],y_intercept:[o.Number,null],x_range_name:[o.String,\"default\"],y_range_name:[o.String,\"default\"]}),this.override({line_color:\"black\"})},e}(r.Annotation);i.Slope=a,a.initClass()},function(t,e,i){var n=t(388),r=t(63),o=t(5),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.plot_view.canvas_overlays.appendChild(this.el),this.el.style.position=\"absolute\",o.undisplay(this.el)},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.model.for_hover?this.connect(this.model.properties.computed_location.change,function(){return e._draw_span()}):\"canvas\"==this.model.render_mode?(this.connect(this.model.change,function(){return e.plot_view.request_render()}),this.connect(this.model.properties.location.change,function(){return e.plot_view.request_render()})):(this.connect(this.model.change,function(){return e.render()}),this.connect(this.model.properties.location.change,function(){return e._draw_span()}))},e.prototype.render=function(){this.model.visible||\"css\"!=this.model.render_mode||o.undisplay(this.el),this.model.visible&&this._draw_span()},e.prototype._draw_span=function(){var t=this,e=this.model.for_hover?this.model.computed_location:this.model.location;if(null!=e){var i,n,r,s,a=this.plot_view.frame,l=a.xscales[this.model.x_range_name],h=a.yscales[this.model.y_range_name],u=function(i,n){return t.model.for_hover?t.model.computed_location:\"data\"==t.model.location_units?i.compute(e):n.compute(e)};if(\"width\"==this.model.dimension?(r=u(h,a.yview),n=a._left.value,s=a._width.value,i=this.model.properties.line_width.value()):(r=a._top.value,n=u(l,a.xview),s=this.model.properties.line_width.value(),i=a._height.value),\"css\"==this.model.render_mode)this.el.style.top=r+\"px\",this.el.style.left=n+\"px\",this.el.style.width=s+\"px\",this.el.style.height=i+\"px\",this.el.style.backgroundColor=this.model.properties.line_color.value(),this.el.style.opacity=this.model.properties.line_alpha.value(),o.display(this.el);else if(\"canvas\"==this.model.render_mode){var c=this.plot_view.canvas_view.ctx;c.save(),c.beginPath(),this.visuals.line.set_value(c),c.moveTo(n,r),\"width\"==this.model.dimension?c.lineTo(n+s,r):c.lineTo(n,r+i),c.stroke(),c.restore()}}else o.undisplay(this.el)},e}(r.AnnotationView);i.SpanView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Span\",this.prototype.default_view=a,this.mixins([\"line\"]),this.define({render_mode:[s.RenderMode,\"canvas\"],x_range_name:[s.String,\"default\"],y_range_name:[s.String,\"default\"],location:[s.Number,null],location_units:[s.SpatialUnits,\"data\"],dimension:[s.Dimension,\"width\"]}),this.override({line_color:\"black\"}),this.internal({for_hover:[s.Boolean,!1],computed_location:[s.Number,null]})},e}(r.Annotation);i.Span=l,l.initClass()},function(t,e,i){var n=t(388),r=t(63),o=t(5),s=t(18),a=t(43),l=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.rotate=!0,e}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),\"css\"==this.model.render_mode&&(this.el.classList.add(\"bk-annotation\"),this.plot_view.canvas_overlays.appendChild(this.el))},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),\"css\"==this.model.render_mode?this.connect(this.model.change,function(){return e.render()}):this.connect(this.model.change,function(){return e.plot_view.request_render()})},e.prototype._calculate_text_dimensions=function(t,e){var i=t.measureText(e).width,n=a.measure_font(this.visuals.text.font_value()).height;return[i,n]},e.prototype._calculate_bounding_box_dimensions=function(t,e){var i,n,r=this._calculate_text_dimensions(t,e),o=r[0],s=r[1];switch(t.textAlign){case\"left\":i=0;break;case\"center\":i=-o/2;break;case\"right\":i=-o;break;default:throw new Error(\"unreachable code\")}switch(t.textBaseline){case\"top\":n=0;break;case\"middle\":n=-.5*s;break;case\"bottom\":n=-1*s;break;case\"alphabetic\":n=-.8*s;break;case\"hanging\":n=-.17*s;break;case\"ideographic\":n=-.83*s;break;default:throw new Error(\"unreachable code\")}return[i,n,o,s]},e.prototype._canvas_text=function(t,e,i,n,r){this.visuals.text.set_value(t);var o=this._calculate_bounding_box_dimensions(t,e);t.save(),t.beginPath(),t.translate(i,n),r&&t.rotate(r),t.rect(o[0],o[1],o[2],o[3]),this.visuals.background_fill.doit&&(this.visuals.background_fill.set_value(t),t.fill()),this.visuals.border_line.doit&&(this.visuals.border_line.set_value(t),t.stroke()),this.visuals.text.doit&&(this.visuals.text.set_value(t),t.fillText(e,0,0)),t.restore()},e.prototype._css_text=function(t,e,i,n,r){o.undisplay(this.el),this.visuals.text.set_value(t);var s=this._calculate_bounding_box_dimensions(t,e),a=this.visuals.border_line.line_dash.value(),l=a.length<2?\"solid\":\"dashed\";this.visuals.border_line.set_value(t),this.visuals.background_fill.set_value(t),this.el.style.position=\"absolute\",this.el.style.left=i+s[0]+\"px\",this.el.style.top=n+s[1]+\"px\",this.el.style.color=\"\"+this.visuals.text.text_color.value(),this.el.style.opacity=\"\"+this.visuals.text.text_alpha.value(),this.el.style.font=\"\"+this.visuals.text.font_value(),this.el.style.lineHeight=\"normal\",r&&(this.el.style.transform=\"rotate(\"+r+\"rad)\"),this.visuals.background_fill.doit&&(this.el.style.backgroundColor=\"\"+this.visuals.background_fill.color_value()),this.visuals.border_line.doit&&(this.el.style.borderStyle=\"\"+l,this.el.style.borderWidth=this.visuals.border_line.line_width.value()+\"px\",this.el.style.borderColor=\"\"+this.visuals.border_line.color_value()),this.el.textContent=e,o.display(this.el)},e}(r.AnnotationView);i.TextAnnotationView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"TextAnnotation\",this.define({render_mode:[s.RenderMode,\"canvas\"]})},e}(r.Annotation);i.TextAnnotation=h,h.initClass()},function(t,e,i){var n=t(388),r=t(77),o=t(5),s=t(51),a=t(18),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.visuals.text=new s.Text(this.model)},e.prototype._get_location=function(){var t,e,i=this.panel,n=this.model.offset;switch(i.side){case\"above\":case\"below\":switch(this.model.vertical_align){case\"top\":e=i._top.value+5;break;case\"middle\":e=i._vcenter.value;break;case\"bottom\":e=i._bottom.value-5;break;default:throw new Error(\"unreachable code\")}switch(this.model.align){case\"left\":t=i._left.value+n;break;case\"center\":t=i._hcenter.value;break;case\"right\":t=i._right.value-n;break;default:throw new Error(\"unreachable code\")}break;case\"left\":switch(this.model.vertical_align){case\"top\":t=i._left.value-5;break;case\"middle\":t=i._hcenter.value;break;case\"bottom\":t=i._right.value+5;break;default:throw new Error(\"unreachable code\")}switch(this.model.align){case\"left\":e=i._bottom.value-n;break;case\"center\":e=i._vcenter.value;break;case\"right\":e=i._top.value+n;break;default:throw new Error(\"unreachable code\")}break;case\"right\":switch(this.model.vertical_align){case\"top\":t=i._right.value-5;break;case\"middle\":t=i._hcenter.value;break;case\"bottom\":t=i._left.value+5;break;default:throw new Error(\"unreachable code\")}switch(this.model.align){case\"left\":e=i._top.value+n;break;case\"center\":e=i._vcenter.value;break;case\"right\":e=i._bottom.value-n;break;default:throw new Error(\"unreachable code\")}break;default:throw new Error(\"unreachable code\")}return[t,e]},e.prototype.render=function(){if(this.model.visible){var t=this.model.text;if(null!=t&&0!=t.length){this.model.text_baseline=this.model.vertical_align,this.model.text_align=this.model.align;var e=this._get_location(),i=e[0],n=e[1],r=this.panel.get_label_angle_heuristic(\"parallel\"),s=\"canvas\"==this.model.render_mode?this._canvas_text.bind(this):this._css_text.bind(this);s(this.plot_view.canvas_view.ctx,t,i,n,r)}}else\"css\"==this.model.render_mode&&o.undisplay(this.el)},e.prototype._get_size=function(){var t=this.model.text;if(null==t||0==t.length)return{width:0,height:0};this.visuals.text.set_value(this.ctx);var e=this.ctx.measureText(t),i=e.width,n=e.ascent;return{width:i,height:n+10}},e}(r.TextAnnotationView);i.TitleView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Title\",this.prototype.default_view=l,this.mixins([\"line:border_\",\"fill:background_\"]),this.define({text:[a.String],text_font:[a.Font,\"helvetica\"],text_font_size:[a.FontSizeSpec,\"10pt\"],text_font_style:[a.FontStyle,\"bold\"],text_color:[a.ColorSpec,\"#444444\"],text_alpha:[a.NumberSpec,1],vertical_align:[a.VerticalAlign,\"bottom\"],align:[a.TextAlign,\"left\"],offset:[a.Number,0]}),this.override({background_fill_color:null,border_line_color:null}),this.internal({text_align:[a.TextAlign,\"left\"],text_baseline:[a.TextBaseline,\"bottom\"]})},e}(r.TextAnnotation);i.Title=h,h.initClass()},function(t,e,i){var n=t(388),r=t(63),o=t(4),s=t(5),a=t(18),l=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.rotate=!0,e}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.plot_view.canvas_events.appendChild(this.el),this._toolbar_views={},o.build_views(this._toolbar_views,[this.model.toolbar],{parent:this});var e=this._toolbar_views[this.model.toolbar.id];this.plot_view.visibility_callbacks.push(function(t){return e.set_visibility(t)})},e.prototype.remove=function(){o.remove_views(this._toolbar_views),t.prototype.remove.call(this)},e.prototype.render=function(){if(t.prototype.render.call(this),this.model.visible){this.el.style.position=\"absolute\",this.el.style.overflow=\"hidden\",s.position(this.el,this.panel.bbox);var e=this._toolbar_views[this.model.toolbar.id];e.render(),s.empty(this.el),this.el.appendChild(e.el),s.display(this.el)}else s.undisplay(this.el)},e.prototype._get_size=function(){var t=this.model.toolbar,e=t.tools,i=t.logo;return{width:30*e.length+(null!=i?25:0),height:30}},e}(r.AnnotationView);i.ToolbarPanelView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ToolbarPanel\",this.prototype.default_view=l,this.define({toolbar:[a.Instance]})},e}(r.Annotation);i.ToolbarPanel=h,h.initClass()},function(t,e,i){var n=t(388),r=t(63),o=t(5),s=t(18);function a(t,e,i,n,r){var o;switch(t){case\"horizontal\":o=e<n?\"right\":\"left\";break;case\"vertical\":o=i<r?\"below\":\"above\";break;default:o=t}return o}i.compute_side=a;var l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.plot_view.canvas_overlays.appendChild(this.el),o.undisplay(this.el)},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.properties.data.change,function(){return e._draw_tips()})},e.prototype.css_classes=function(){return t.prototype.css_classes.call(this).concat(\"bk-tooltip\")},e.prototype.render=function(){this.model.visible&&this._draw_tips()},e.prototype._draw_tips=function(){var t=this.model.data;if(o.empty(this.el),o.undisplay(this.el),this.model.custom?this.el.classList.add(\"bk-tooltip-custom\"):this.el.classList.remove(\"bk-tooltip-custom\"),0!=t.length){for(var e=this.plot_view.frame,i=0,n=t;i<n.length;i++){var r=n[i],s=r[0],l=r[1],h=r[2];if(!this.model.inner_only||e.bbox.contains(s,l)){var u=o.div({},h);this.el.appendChild(u)}}var c,_,p=t[t.length-1],d=p[0],f=p[1],v=a(this.model.attachment,d,f,e._hcenter.value,e._vcenter.value);switch(this.el.classList.remove(\"bk-right\"),this.el.classList.remove(\"bk-left\"),this.el.classList.remove(\"bk-above\"),this.el.classList.remove(\"bk-below\"),o.display(this.el),v){case\"right\":this.el.classList.add(\"bk-left\"),c=d+(this.el.offsetWidth-this.el.clientWidth)+10,_=f-this.el.offsetHeight/2;break;case\"left\":this.el.classList.add(\"bk-right\"),c=d-this.el.offsetWidth-10,_=f-this.el.offsetHeight/2;break;case\"below\":this.el.classList.add(\"bk-above\"),_=f+(this.el.offsetHeight-this.el.clientHeight)+10,c=Math.round(d-this.el.offsetWidth/2);break;case\"above\":this.el.classList.add(\"bk-below\"),_=f-this.el.offsetHeight-10,c=Math.round(d-this.el.offsetWidth/2);break;default:throw new Error(\"unreachable code\")}this.model.show_arrow&&this.el.classList.add(\"bk-tooltip-arrow\"),this.el.childNodes.length>0?(this.el.style.top=_+\"px\",this.el.style.left=c+\"px\"):o.undisplay(this.el)}},e}(r.AnnotationView);i.TooltipView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Tooltip\",this.prototype.default_view=l,this.define({attachment:[s.TooltipAttachment,\"horizontal\"],inner_only:[s.Boolean,!0],show_arrow:[s.Boolean,!0]}),this.override({level:\"overlay\"}),this.internal({data:[s.Any,[]],custom:[s.Any]})},e.prototype.clear=function(){this.data=[]},e.prototype.add=function(t,e,i){this.data=this.data.concat([[t,e,i]])},e}(r.Annotation);i.Tooltip=h,h.initClass()},function(t,e,i){var n=t(388),r=t(63),o=t(208),s=t(65),a=t(18),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.set_data(this.model.source)},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.source.streaming,function(){return e.set_data(e.model.source)}),this.connect(this.model.source.patching,function(){return e.set_data(e.model.source)}),this.connect(this.model.source.change,function(){return e.set_data(e.model.source)})},e.prototype.set_data=function(e){t.prototype.set_data.call(this,e),this.visuals.warm_cache(e),this.plot_view.request_render()},e.prototype._map_data=function(){var t,e,i,n=this.plot_view.frame,r=this.model.dimension,o=n.xscales[this.model.x_range_name],s=n.yscales[this.model.y_range_name],a=\"height\"==r?s:o,l=\"height\"==r?o:s,h=\"height\"==r?n.yview:n.xview,u=\"height\"==r?n.xview:n.yview;t=\"data\"==this.model.properties.lower.units?a.v_compute(this._lower):h.v_compute(this._lower),e=\"data\"==this.model.properties.upper.units?a.v_compute(this._upper):h.v_compute(this._upper),i=\"data\"==this.model.properties.base.units?l.v_compute(this._base):u.v_compute(this._base);var c=\"height\"==r?[1,0]:[0,1],_=c[0],p=c[1],d=[t,i],f=[e,i];this._lower_sx=d[_],this._lower_sy=d[p],this._upper_sx=f[_],this._upper_sy=f[p]},e.prototype.render=function(){if(this.model.visible){this._map_data();var t=this.plot_view.canvas_view.ctx;if(this.visuals.line.doit)for(var e=0,i=this._lower_sx.length;e<i;e++)this.visuals.line.set_vectorize(t,e),t.beginPath(),t.moveTo(this._lower_sx[e],this._lower_sy[e]),t.lineTo(this._upper_sx[e],this._upper_sy[e]),t.stroke();var n=\"height\"==this.model.dimension?0:Math.PI/2;if(null!=this.model.lower_head)for(var e=0,i=this._lower_sx.length;e<i;e++)t.save(),t.translate(this._lower_sx[e],this._lower_sy[e]),t.rotate(n+Math.PI),this.model.lower_head.render(t,e),t.restore();if(null!=this.model.upper_head)for(var e=0,i=this._upper_sx.length;e<i;e++)t.save(),t.translate(this._upper_sx[e],this._upper_sy[e]),t.rotate(n),this.model.upper_head.render(t,e),t.restore()}},e}(r.AnnotationView);i.WhiskerView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Whisker\",this.prototype.default_view=l,this.mixins([\"line\"]),this.define({lower:[a.DistanceSpec],lower_head:[a.Instance,function(){return new s.TeeHead({level:\"underlay\",size:10})}],upper:[a.DistanceSpec],upper_head:[a.Instance,function(){return new s.TeeHead({level:\"underlay\",size:10})}],base:[a.DistanceSpec],dimension:[a.Dimension,\"height\"],source:[a.Instance,function(){return new o.ColumnDataSource}],x_range_name:[a.String,\"default\"],y_range_name:[a.String,\"default\"]}),this.override({level:\"underlay\"})},e}(r.Annotation);i.Whisker=h,h.initClass()},function(t,e,i){var n=t(388),r=t(195),o=t(18),s=t(24),a=t(46),l=t(188),h=Math.abs,u=Math.min,c=Math.max,_=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.rotate=!0,e}return n.__extends(e,t),Object.defineProperty(e.prototype,\"panel\",{get:function(){return this.layout},enumerable:!0,configurable:!0}),e.prototype.render=function(){if(this.model.visible){var t={tick:this._tick_extent(),tick_label:this._tick_label_extents(),axis_label:this._axis_label_extent()},e=this.tick_coords,i=this.plot_view.canvas_view.ctx;i.save(),this._draw_rule(i,t),this._draw_major_ticks(i,t,e),this._draw_minor_ticks(i,t,e),this._draw_major_labels(i,t,e),this._draw_axis_label(i,t,e),null!=this._render&&this._render(i,t,e),i.restore()}},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.change,function(){return e.plot_view.request_paint()});var i=this.model.properties;this.on_change(i.visible,function(){return e.plot_view.request_layout()})},e.prototype.get_size=function(){if(this.model.visible&&null==this.model.fixed_location){var t=this._get_size();return{width:0,height:Math.round(t)}}return{width:0,height:0}},e.prototype._get_size=function(){return this._tick_extent()+this._tick_label_extent()+this._axis_label_extent()},Object.defineProperty(e.prototype,\"needs_clip\",{get:function(){return null!=this.model.fixed_location},enumerable:!0,configurable:!0}),e.prototype._draw_rule=function(t,e){if(this.visuals.axis_line.doit){var i=this.rule_coords,n=i[0],r=i[1],o=this.plot_view.map_to_screen(n,r,this.model.x_range_name,this.model.y_range_name),s=o[0],a=o[1],l=this.normals,h=l[0],u=l[1],c=this.offsets,_=c[0],p=c[1];this.visuals.axis_line.set_value(t),t.beginPath(),t.moveTo(Math.round(s[0]+h*_),Math.round(a[0]+u*p));for(var d=1;d<s.length;d++){var f=Math.round(s[d]+h*_),v=Math.round(a[d]+u*p);t.lineTo(f,v)}t.stroke()}},e.prototype._draw_major_ticks=function(t,e,i){var n=this.model.major_tick_in,r=this.model.major_tick_out,o=this.visuals.major_tick_line;this._draw_ticks(t,i.major,n,r,o)},e.prototype._draw_minor_ticks=function(t,e,i){var n=this.model.minor_tick_in,r=this.model.minor_tick_out,o=this.visuals.minor_tick_line;this._draw_ticks(t,i.minor,n,r,o)},e.prototype._draw_major_labels=function(t,e,i){var n=i.major,r=this.compute_labels(n[this.dimension]),o=this.model.major_label_orientation,s=e.tick+this.model.major_label_standoff,a=this.visuals.major_label_text;this._draw_oriented_labels(t,r,n,o,this.panel.side,s,a)},e.prototype._draw_axis_label=function(t,e,i){if(null!=this.model.axis_label&&0!=this.model.axis_label.length&&null==this.model.fixed_location){var n,r;switch(this.panel.side){case\"above\":n=this.panel._hcenter.value,r=this.panel._bottom.value;break;case\"below\":n=this.panel._hcenter.value,r=this.panel._top.value;break;case\"left\":n=this.panel._right.value,r=this.panel._vcenter.value;break;case\"right\":n=this.panel._left.value,r=this.panel._vcenter.value;break;default:throw new Error(\"unknown side: \"+this.panel.side)}var o=[[n],[r]],a=e.tick+s.sum(e.tick_label)+this.model.axis_label_standoff,l=this.visuals.axis_label_text;this._draw_oriented_labels(t,[this.model.axis_label],o,\"parallel\",this.panel.side,a,l,\"screen\")}},e.prototype._draw_ticks=function(t,e,i,n,r){if(r.doit){var o=e[0],s=e[1],a=this.plot_view.map_to_screen(o,s,this.model.x_range_name,this.model.y_range_name),l=a[0],h=a[1],u=this.normals,c=u[0],_=u[1],p=this.offsets,d=p[0],f=p[1],v=[c*(d-i),_*(f-i)],m=v[0],g=v[1],y=[c*(d+n),_*(f+n)],b=y[0],x=y[1];r.set_value(t);for(var w=0;w<l.length;w++){var k=Math.round(l[w]+b),T=Math.round(h[w]+x),C=Math.round(l[w]+m),S=Math.round(h[w]+g);t.beginPath(),t.moveTo(k,T),t.lineTo(C,S),t.stroke()}}},e.prototype._draw_oriented_labels=function(t,e,i,n,r,o,s,l){var h,u,c;if(void 0===l&&(l=\"data\"),s.doit&&0!=e.length){var _,p,d,f;if(\"screen\"==l)_=i[0],p=i[1],d=(h=[0,0])[0],f=h[1];else{var v=i[0],m=i[1];u=this.plot_view.map_to_screen(v,m,this.model.x_range_name,this.model.y_range_name),_=u[0],p=u[1],c=this.offsets,d=c[0],f=c[1]}var g,y=this.normals,b=y[0],x=y[1],w=b*(d+o),k=x*(f+o);s.set_value(t),this.panel.apply_label_text_heuristics(t,n),g=a.isString(n)?this.panel.get_label_angle_heuristic(n):-n;for(var T=0;T<_.length;T++){var C=Math.round(_[T]+w),S=Math.round(p[T]+k);t.translate(C,S),t.rotate(g),t.fillText(e[T],0,0),t.rotate(-g),t.translate(-C,-S)}}},e.prototype._axis_label_extent=function(){if(null==this.model.axis_label||\"\"==this.model.axis_label)return 0;var t=this.model.axis_label_standoff,e=this.visuals.axis_label_text;return this._oriented_labels_extent([this.model.axis_label],\"parallel\",this.panel.side,t,e)},e.prototype._tick_extent=function(){return this.model.major_tick_out},e.prototype._tick_label_extent=function(){return s.sum(this._tick_label_extents())},e.prototype._tick_label_extents=function(){var t=this.tick_coords.major,e=this.compute_labels(t[this.dimension]),i=this.model.major_label_orientation,n=this.model.major_label_standoff,r=this.visuals.major_label_text;return[this._oriented_labels_extent(e,i,this.panel.side,n,r)]},e.prototype._oriented_labels_extent=function(t,e,i,n,r){if(0==t.length)return 0;var o,s,l=this.plot_view.canvas_view.ctx;r.set_value(l),a.isString(e)?(o=1,s=this.panel.get_label_angle_heuristic(e)):(o=2,s=-e),s=Math.abs(s);for(var h=Math.cos(s),u=Math.sin(s),c=0,_=0;_<t.length;_++){var p=1.1*l.measureText(t[_]).width,d=.9*l.measureText(t[_]).ascent,f=void 0;(f=\"above\"==i||\"below\"==i?p*u+d/o*h:p*h+d/o*u)>c&&(c=f)}return c>0&&(c+=n),c},Object.defineProperty(e.prototype,\"normals\",{get:function(){return this.panel.normals},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"dimension\",{get:function(){return this.panel.dimension},enumerable:!0,configurable:!0}),e.prototype.compute_labels=function(t){for(var e=this.model.formatter.doFormat(t,this),i=0;i<t.length;i++)t[i]in this.model.major_label_overrides&&(e[i]=this.model.major_label_overrides[t[i]]);return e},Object.defineProperty(e.prototype,\"offsets\",{get:function(){if(null!=this.model.fixed_location)return[0,0];var t=this.plot_view.frame,e=[0,0],i=e[0],n=e[1];switch(this.panel.side){case\"below\":n=h(this.panel._top.value-t._bottom.value);break;case\"above\":n=h(this.panel._bottom.value-t._top.value);break;case\"right\":i=h(this.panel._left.value-t._right.value);break;case\"left\":i=h(this.panel._right.value-t._left.value)}return[i,n]},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"ranges\",{get:function(){var t=this.dimension,e=(t+1)%2,i=this.plot_view.frame,n=[i.x_ranges[this.model.x_range_name],i.y_ranges[this.model.y_range_name]];return[n[t],n[e]]},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"computed_bounds\",{get:function(){var t=this.ranges[0],e=this.model.bounds,i=[t.min,t.max];if(\"auto\"==e)return[t.min,t.max];if(a.isArray(e)){var n=void 0,r=void 0,o=e[0],s=e[1],l=i[0],_=i[1];return h(o-s)>h(l-_)?(n=c(u(o,s),l),r=u(c(o,s),_)):(n=u(o,s),r=c(o,s)),[n,r]}throw new Error(\"user bounds '\"+e+\"' not understood\")},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"rule_coords\",{get:function(){var t=this.dimension,e=(t+1)%2,i=this.ranges[0],n=this.computed_bounds,r=n[0],o=n[1],s=new Array(2),a=new Array(2),l=[s,a];return l[t][0]=Math.max(r,i.min),l[t][1]=Math.min(o,i.max),l[t][0]>l[t][1]&&(l[t][0]=l[t][1]=NaN),l[e][0]=this.loc,l[e][1]=this.loc,l},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"tick_coords\",{get:function(){for(var t=this.dimension,e=(t+1)%2,i=this.ranges[0],n=this.computed_bounds,r=n[0],o=n[1],s=this.model.ticker.get_ticks(r,o,i,this.loc,{}),a=s.major,l=s.minor,h=[[],[]],u=[[],[]],c=[i.min,i.max],_=c[0],p=c[1],d=0;d<a.length;d++)a[d]<_||a[d]>p||(h[t].push(a[d]),h[e].push(this.loc));for(var d=0;d<l.length;d++)l[d]<_||l[d]>p||(u[t].push(l[d]),u[e].push(this.loc));return{major:h,minor:u}},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"loc\",{get:function(){var t=this.model.fixed_location;if(null!=t){if(a.isNumber(t))return t;var e=this.ranges,i=e[1];if(i instanceof l.FactorRange)return i.synthetic(t);throw new Error(\"unexpected\")}var n=this.ranges,r=n[1];switch(this.panel.side){case\"left\":case\"below\":return r.start;case\"right\":case\"above\":return r.end}},enumerable:!0,configurable:!0}),e.prototype.serializable_state=function(){return n.__assign({},t.prototype.serializable_state.call(this),{bbox:this.layout.bbox.rect})},e}(r.GuideRendererView);i.AxisView=_;var p=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Axis\",this.prototype.default_view=_,this.mixins([\"line:axis_\",\"line:major_tick_\",\"line:minor_tick_\",\"text:major_label_\",\"text:axis_label_\"]),this.define({bounds:[o.Any,\"auto\"],ticker:[o.Instance],formatter:[o.Instance],x_range_name:[o.String,\"default\"],y_range_name:[o.String,\"default\"],axis_label:[o.String,\"\"],axis_label_standoff:[o.Int,5],major_label_standoff:[o.Int,5],major_label_orientation:[o.Any,\"horizontal\"],major_label_overrides:[o.Any,{}],major_tick_in:[o.Number,2],major_tick_out:[o.Number,6],minor_tick_in:[o.Number,0],minor_tick_out:[o.Number,4],fixed_location:[o.Any,null]}),this.override({axis_line_color:\"black\",major_tick_line_color:\"black\",minor_tick_line_color:\"black\",major_label_text_font_size:\"8pt\",major_label_text_align:\"center\",major_label_text_baseline:\"alphabetic\",axis_label_text_font_size:\"10pt\",axis_label_text_font_style:\"italic\"})},e}(r.GuideRenderer);i.Axis=p,p.initClass()},function(t,e,i){var n=t(388),r=t(82),o=t(218),s=t(108),a=t(18),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._render=function(t,e,i){this._draw_group_separators(t,e,i)},e.prototype._draw_group_separators=function(t,e,i){var n,r=this.ranges[0],o=this.computed_bounds,s=o[0],a=o[1];if(r.tops&&!(r.tops.length<2)&&this.visuals.separator_line.doit){for(var l=this.dimension,h=(l+1)%2,u=[[],[]],c=0,_=0;_<r.tops.length-1;_++){for(var p=void 0,d=void 0,f=c;f<r.factors.length;f++)if(r.factors[f][0]==r.tops[_+1]){n=[r.factors[f-1],r.factors[f]],p=n[0],d=n[1],c=f;break}var v=(r.synthetic(p)+r.synthetic(d))/2;v>s&&v<a&&(u[l].push(v),u[h].push(this.loc))}var m=this._tick_label_extent();this._draw_ticks(t,u,-3,m-6,this.visuals.separator_line)}},e.prototype._draw_major_labels=function(t,e,i){for(var n=this._get_factor_info(),r=e.tick+this.model.major_label_standoff,o=0;o<n.length;o++){var s=n[o],a=s[0],l=s[1],h=s[2],u=s[3];this._draw_oriented_labels(t,a,l,h,this.panel.side,r,u),r+=e.tick_label[o]}},e.prototype._tick_label_extents=function(){for(var t=this._get_factor_info(),e=[],i=0,n=t;i<n.length;i++){var r=n[i],o=r[0],s=r[2],a=r[3],l=this._oriented_labels_extent(o,s,this.panel.side,this.model.major_label_standoff,a);e.push(l)}return e},e.prototype._get_factor_info=function(){var t=this.ranges[0],e=this.computed_bounds,i=e[0],n=e[1],r=this.loc,o=this.model.ticker.get_ticks(i,n,t,r,{}),s=this.tick_coords,a=[];if(1==t.levels){var l=o.major,h=this.model.formatter.doFormat(l,this);a.push([h,s.major,this.model.major_label_orientation,this.visuals.major_label_text])}else if(2==t.levels){var l=o.major.map(function(t){return t[1]}),h=this.model.formatter.doFormat(l,this);a.push([h,s.major,this.model.major_label_orientation,this.visuals.major_label_text]),a.push([o.tops,s.tops,this.model.group_label_orientation,this.visuals.group_text])}else if(3==t.levels){var l=o.major.map(function(t){return t[2]}),h=this.model.formatter.doFormat(l,this),u=o.mids.map(function(t){return t[1]});a.push([h,s.major,this.model.major_label_orientation,this.visuals.major_label_text]),a.push([u,s.mids,this.model.subgroup_label_orientation,this.visuals.subgroup_text]),a.push([o.tops,s.tops,this.model.group_label_orientation,this.visuals.group_text])}return a},Object.defineProperty(e.prototype,\"tick_coords\",{get:function(){var t=this,e=this.dimension,i=(e+1)%2,n=this.ranges[0],r=this.computed_bounds,o=r[0],s=r[1],a=this.model.ticker.get_ticks(o,s,n,this.loc,{}),l={major:[[],[]],mids:[[],[]],tops:[[],[]],minor:[[],[]]};return l.major[e]=a.major,l.major[i]=a.major.map(function(e){return t.loc}),3==n.levels&&(l.mids[e]=a.mids),l.mids[i]=a.mids.map(function(e){return t.loc}),n.levels>1&&(l.tops[e]=a.tops),l.tops[i]=a.tops.map(function(e){return t.loc}),l},enumerable:!0,configurable:!0}),e}(r.AxisView);i.CategoricalAxisView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"CategoricalAxis\",this.prototype.default_view=l,this.mixins([\"line:separator_\",\"text:group_\",\"text:subgroup_\"]),this.define({group_label_orientation:[a.Any,\"parallel\"],subgroup_label_orientation:[a.Any,\"parallel\"]}),this.override({ticker:function(){return new o.CategoricalTicker},formatter:function(){return new s.CategoricalTickFormatter},separator_line_color:\"lightgrey\",separator_line_width:2,group_text_font_style:\"bold\",group_text_font_size:\"8pt\",group_text_color:\"grey\",subgroup_text_font_style:\"bold\",subgroup_text_font_size:\"8pt\"})},e}(r.Axis);i.CategoricalAxis=h,h.initClass()},function(t,e,i){var n=t(388),r=t(82),o=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ContinuousAxis\"},e}(r.Axis);i.ContinuousAxis=o,o.initClass()},function(t,e,i){var n=t(388),r=t(87),o=t(109),s=t(221),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e}(r.LinearAxisView);i.DatetimeAxisView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"DatetimeAxis\",this.prototype.default_view=a,this.override({ticker:function(){return new s.DatetimeTicker},formatter:function(){return new o.DatetimeTickFormatter}})},e}(r.LinearAxis);i.DatetimeAxis=l,l.initClass()},function(t,e,i){var n=t(82);i.Axis=n.Axis;var r=t(83);i.CategoricalAxis=r.CategoricalAxis;var o=t(84);i.ContinuousAxis=o.ContinuousAxis;var s=t(85);i.DatetimeAxis=s.DatetimeAxis;var a=t(87);i.LinearAxis=a.LinearAxis;var l=t(88);i.LogAxis=l.LogAxis;var h=t(89);i.MercatorAxis=h.MercatorAxis},function(t,e,i){var n=t(388),r=t(82),o=t(84),s=t(107),a=t(217),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e}(r.AxisView);i.LinearAxisView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"LinearAxis\",this.prototype.default_view=l,this.override({ticker:function(){return new a.BasicTicker},formatter:function(){return new s.BasicTickFormatter}})},e}(o.ContinuousAxis);i.LinearAxis=h,h.initClass()},function(t,e,i){var n=t(388),r=t(82),o=t(84),s=t(112),a=t(225),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e}(r.AxisView);i.LogAxisView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"LogAxis\",this.prototype.default_view=l,this.override({ticker:function(){return new a.LogTicker},formatter:function(){return new s.LogTickFormatter}})},e}(o.ContinuousAxis);i.LogAxis=h,h.initClass()},function(t,e,i){var n=t(388),r=t(82),o=t(87),s=t(113),a=t(226),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e}(r.AxisView);i.MercatorAxisView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"MercatorAxis\",this.prototype.default_view=l,this.override({ticker:function(){return new a.MercatorTicker({dimension:\"lat\"})},formatter:function(){return new s.MercatorTickFormatter({dimension:\"lat\"})}})},e}(o.LinearAxis);i.MercatorAxis=h,h.initClass()},function(t,e,i){var n=t(388),r=t(62),o=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Callback\"},e}(r.Model);i.Callback=o,o.initClass()},function(t,e,i){var n=t(388),r=t(90),o=t(18),s=t(35),a=t(40),l=function(e){function i(t){return e.call(this,t)||this}return n.__extends(i,e),i.initClass=function(){this.prototype.type=\"CustomJS\",this.define({args:[o.Any,{}],code:[o.String,\"\"],use_strict:[o.Boolean,!1]})},Object.defineProperty(i.prototype,\"names\",{get:function(){return s.keys(this.args)},enumerable:!0,configurable:!0}),Object.defineProperty(i.prototype,\"values\",{get:function(){return s.values(this.args)},enumerable:!0,configurable:!0}),Object.defineProperty(i.prototype,\"func\",{get:function(){var t=this.use_strict?a.use_strict(this.code):this.code;return new(Function.bind.apply(Function,[void 0].concat(this.names,[\"cb_obj\",\"cb_data\",\"require\",\"exports\",t])))},enumerable:!0,configurable:!0}),i.prototype.execute=function(e,i){return void 0===i&&(i={}),this.func.apply(e,this.values.concat(e,i,t,{}))},i}(r.Callback);i.CustomJS=l,l.initClass()},function(t,e,i){var n=t(91);i.CustomJS=n.CustomJS;var r=t(93);i.OpenURL=r.OpenURL},function(t,e,i){var n=t(388),r=t(90),o=t(42),s=t(18),a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"OpenURL\",this.define({url:[s.String,\"http://\"],same_tab:[s.Boolean,!1]})},e.prototype.execute=function(t,e){for(var i=this,n=e.source,r=function(t){var e=o.replace_placeholders(i.url,n,t);i.same_tab?window.location.href=e:window.open(e)},s=n.selected,a=0,l=s.indices;a<l.length;a++){var h=l[a];r(h)}for(var u=0,c=s.line_indices;u<c.length;u++){var h=c[u];r(h)}},e}(r.Callback);i.OpenURL=a,a.initClass()},function(t,e,i){var n=t(388),r=t(8),o=t(6),s=t(17),a=t(18),l=t(5),h=t(27),u=t(31),c=t(29);u.is_ie&&\"undefined\"!=typeof CanvasPixelArray&&(CanvasPixelArray.prototype.set=function(t){for(var e=0;e<this.length;e++)this[e]=t[e]});var _=t(297),p=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),Object.defineProperty(e.prototype,\"ctx\",{get:function(){return this._ctx},enumerable:!0,configurable:!0}),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.map_el=this.model.map?this.el.appendChild(l.div({class:\"bk-canvas-map\"})):null;var e={position:\"absolute\",top:\"0\",left:\"0\",width:\"100%\",height:\"100%\"};switch(this.model.output_backend){case\"canvas\":case\"webgl\":this.canvas_el=this.el.appendChild(l.canvas({class:\"bk-canvas\",style:e}));var i=this.canvas_el.getContext(\"2d\");if(null==i)throw new Error(\"unable to obtain 2D rendering context\");this._ctx=i;break;case\"svg\":var i=new _;this._ctx=i,this.canvas_el=this.el.appendChild(i.getSvg())}this.overlays_el=this.el.appendChild(l.div({class:\"bk-canvas-overlays\",style:e})),this.events_el=this.el.appendChild(l.div({class:\"bk-canvas-events\",style:e})),c.fixup_ctx(this._ctx),s.logger.debug(\"CanvasView initialized\")},e.prototype.get_canvas_element=function(){return this.canvas_el},e.prototype.prepare_canvas=function(t,e){this.bbox=new h.BBox({left:0,top:0,width:t,height:e}),this.el.style.width=t+\"px\",this.el.style.height=e+\"px\";var i=c.get_scale_ratio(this.ctx,this.model.use_hidpi,this.model.output_backend);this.model.pixel_ratio=i,this.canvas_el.style.width=t+\"px\",this.canvas_el.style.height=e+\"px\",this.canvas_el.setAttribute(\"width\",\"\"+t*i),this.canvas_el.setAttribute(\"height\",\"\"+e*i),s.logger.debug(\"Rendering CanvasView with width: \"+t+\", height: \"+e+\", pixel ratio: \"+i)},e}(o.DOMView);i.CanvasView=p;var d=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Canvas\",this.prototype.default_view=p,this.internal({map:[a.Boolean,!1],use_hidpi:[a.Boolean,!0],pixel_ratio:[a.Number,1],output_backend:[a.OutputBackend,\"canvas\"]})},e}(r.HasProps);i.Canvas=d,d.initClass()},function(t,e,i){var n=t(388),r=t(198),o=t(200),s=t(201),a=t(191),l=t(187),h=t(188),u=t(13),c=function(t){function e(e,i,n,r,o,s){void 0===o&&(o={}),void 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e=this._yscales[i];e.target_range=this._v_target}},e.prototype._set_geometry=function(e,i){t.prototype._set_geometry.call(this,e,i),this._update_scales()},Object.defineProperty(e.prototype,\"x_ranges\",{get:function(){return this._x_ranges},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"y_ranges\",{get:function(){return this._y_ranges},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"xscales\",{get:function(){return this._xscales},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"yscales\",{get:function(){return this._yscales},enumerable:!0,configurable:!0}),e}(u.LayoutItem);i.CartesianFrame=c},function(t,e,i){var n=t(94);i.Canvas=n.Canvas;var r=t(95);i.CartesianFrame=r.CartesianFrame},function(t,e,i){var n=t(388),r=t(98),o=t(18),s=function(t){function e(e){return t.call(this,e)||this}return 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n.__extends(e,t),e.initClass=function(){this.prototype.type=\"BooleanFilter\",this.define({booleans:[o.Array,null]})},e.prototype.compute_indices=function(t){var e=this.booleans;return null!=e&&e.length>0?a.every(e,l.isBoolean)?(e.length!==t.get_length()&&s.logger.warn(\"BooleanFilter \"+this.id+\": length of booleans doesn't match data source\"),a.range(0,e.length).filter(function(t){return!0===e[t]})):(s.logger.warn(\"BooleanFilter \"+this.id+\": booleans should be array of booleans, defaulting to no filtering\"),null):(null!=e&&0==e.length?s.logger.warn(\"BooleanFilter \"+this.id+\": booleans is empty, defaulting to no filtering\"):s.logger.warn(\"BooleanFilter \"+this.id+\": booleans was not set, defaulting to no filtering\"),null)},e}(r.Filter);i.BooleanFilter=h,h.initClass()},function(t,e,i){var n=t(388),r=t(103),o=t(18),s=t(35),a=t(40),l=function(e){function i(t){return e.call(this,t)||this}return n.__extends(i,e),i.initClass=function(){this.prototype.type=\"CustomJSFilter\",this.define({args:[o.Any,{}],code:[o.String,\"\"],use_strict:[o.Boolean,!1]})},Object.defineProperty(i.prototype,\"names\",{get:function(){return s.keys(this.args)},enumerable:!0,configurable:!0}),Object.defineProperty(i.prototype,\"values\",{get:function(){return s.values(this.args)},enumerable:!0,configurable:!0}),Object.defineProperty(i.prototype,\"func\",{get:function(){var t=this.use_strict?a.use_strict(this.code):this.code;return new(Function.bind.apply(Function,[void 0].concat(this.names,[\"source\",\"require\",\"exports\",t])))},enumerable:!0,configurable:!0}),i.prototype.compute_indices=function(i){return this.filter=this.func.apply(this,this.values.concat([i,t,{}])),e.prototype.compute_indices.call(this,i)},i}(r.Filter);i.CustomJSFilter=l,l.initClass()},function(t,e,i){var n=t(388),r=t(62),o=t(18),s=t(46),a=t(24),l=t(17),h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Filter\",this.define({filter:[o.Array,null]})},e.prototype.compute_indices=function(t){var e=this.filter;return null!=e&&e.length>=0?s.isArrayOf(e,s.isBoolean)?a.range(0,e.length).filter(function(t){return!0===e[t]}):s.isArrayOf(e,s.isInteger)?e:(l.logger.warn(\"Filter \"+this.id+\": filter should either be array of only booleans or only integers, defaulting to no filtering\"),null):(l.logger.warn(\"Filter \"+this.id+\": filter was not set to be an array, defaulting to no filtering\"),null)},e}(r.Model);i.Filter=h,h.initClass()},function(t,e,i){var n=t(388),r=t(103),o=t(18),s=t(17),a=t(24),l=function(t){function e(e){var i=t.call(this,e)||this;return i.indices=null,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"GroupFilter\",this.define({column_name:[o.String],group:[o.String]})},e.prototype.compute_indices=function(t){var e=this,i=t.get_column(this.column_name);return null==i?(s.logger.warn(\"group 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n=!1;if(this.use_scientific)for(var r=0,o=t;r<o.length;r++){var a=o[r],l=Math.abs(a);if(l>i&&(l>=this.scientific_limit_high||l<=this.scientific_limit_low)){n=!0;break}}var h=new Array(t.length),u=this.precision;if(null==u||s.isNumber(u))if(n)for(var c=0,_=t.length;c<_;c++)h[c]=t[c].toExponential(u||void 0);else for(var c=0,_=t.length;c<_;c++)h[c]=t[c].toFixed(u||void 0).replace(/(\\.[0-9]*?)0+$/,\"$1\").replace(/\\.$/,\"\");else for(var p=this.last_precision,d=this.last_precision<=15;d?p<=15:p>=15;d?p++:p--){var f=!0;if(n){for(var c=0,_=t.length;c<_;c++)if(h[c]=t[c].toExponential(p),c>0&&h[c]===h[c-1]){f=!1;break}if(f)break}else{for(var c=0,_=t.length;c<_;c++)if(h[c]=t[c].toFixed(p).replace(/(\\.[0-9]*?)0+$/,\"$1\").replace(/\\.$/,\"\"),c>0&&h[c]==h[c-1]){f=!1;break}if(f)break}if(f){this.last_precision=p;break}}return h},e}(r.TickFormatter);i.BasicTickFormatter=a,a.initClass()},function(t,e,i){var n=t(388),r=t(116),o=t(24),s=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"CategoricalTickFormatter\"},e.prototype.doFormat=function(t,e){return o.copy(t)},e}(r.TickFormatter);i.CategoricalTickFormatter=s,s.initClass()},function(t,e,i){var n=t(388),r=t(387),o=t(116),s=t(17),a=t(18),l=t(42),h=t(24),u=t(46);function c(t){return r(t,\"%Y %m %d %H %M %S\").split(/\\s+/).map(function(t){return parseInt(t,10)})}function _(t,e){if(u.isFunction(e))return e(t);var i=l.sprintf(\"$1%06d\",function(t){return Math.round(t/1e3%1*1e6)}(t));return-1==(e=e.replace(/((^|[^%])(%%)*)%f/,i)).indexOf(\"%\")?e:r(t,e)}var p=[\"microseconds\",\"milliseconds\",\"seconds\",\"minsec\",\"minutes\",\"hourmin\",\"hours\",\"days\",\"months\",\"years\"],d=function(t){function e(e){var i=t.call(this,e)||this;return i.strip_leading_zeros=!0,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"DatetimeTickFormatter\",this.define({microseconds:[a.Array,[\"%fus\"]],milliseconds:[a.Array,[\"%3Nms\",\"%S.%3Ns\"]],seconds:[a.Array,[\"%Ss\"]],minsec:[a.Array,[\":%M:%S\"]],minutes:[a.Array,[\":%M\",\"%Mm\"]],hourmin:[a.Array,[\"%H:%M\"]],hours:[a.Array,[\"%Hh\",\"%H:%M\"]],days:[a.Array,[\"%m/%d\",\"%a%d\"]],months:[a.Array,[\"%m/%Y\",\"%b %Y\"]],years:[a.Array,[\"%Y\"]]})},e.prototype.initialize=function(){t.prototype.initialize.call(this),this._update_width_formats()},e.prototype._update_width_formats=function(){var t=+r(new Date),e=function(e){var i=e.map(function(e){return _(t,e).length}),n=h.sort_by(h.zip(i,e),function(t){var e=t[0];return e});return h.unzip(n)};this._width_formats={microseconds:e(this.microseconds),milliseconds:e(this.milliseconds),seconds:e(this.seconds),minsec:e(this.minsec),minutes:e(this.minutes),hourmin:e(this.hourmin),hours:e(this.hours),days:e(this.days),months:e(this.months),years:e(this.years)}},e.prototype._get_resolution_str=function(t,e){var i=1.1*t;switch(!1){case!(i<.001):return\"microseconds\";case!(i<1):return\"milliseconds\";case!(i<60):return e>=60?\"minsec\":\"seconds\";case!(i<3600):return e>=3600?\"hourmin\":\"minutes\";case!(i<86400):return\"hours\";case!(i<2678400):return\"days\";case!(i<31536e3):return\"months\";default:return\"years\"}},e.prototype.doFormat=function(t,e){if(0==t.length)return[];for(var i=Math.abs(t[t.length-1]-t[0])/1e3,n=i/(t.length-1),r=this._get_resolution_str(n,i),o=this._width_formats[r],a=o[1][0],l=[],h=p.indexOf(r),u={},d=0,f=p;d<f.length;d++){var v=f[d];u[v]=0}u.seconds=5,u.minsec=4,u.minutes=4,u.hourmin=3,u.hours=3;for(var m=0,g=t;m<g.length;m++){var y=g[m],b=void 0,x=void 0;try{x=c(y),b=_(y,a)}catch(t){s.logger.warn(\"unable to format tick for timestamp value \"+y),s.logger.warn(\" - \"+t),l.push(\"ERR\");continue}for(var w=!1,k=h;0==x[u[p[k]]];){var T=void 0;if((k+=1)==p.length)break;if((\"minsec\"==r||\"hourmin\"==r)&&!w){if(\"minsec\"==r&&0==x[4]&&0!=x[5]||\"hourmin\"==r&&0==x[3]&&0!=x[4]){T=this._width_formats[p[h-1]][1][0],b=_(y,T);break}w=!0}T=this._width_formats[p[k]][1][0],b=_(y,T)}if(this.strip_leading_zeros){var C=b.replace(/^0+/g,\"\");C!=b&&isNaN(parseInt(C))&&(C=\"0\"+C),l.push(C)}else l.push(b)}return l},e}(o.TickFormatter);i.DatetimeTickFormatter=d,d.initClass()},function(t,e,i){var n=t(388),r=t(116),o=t(18),s=t(35),a=t(40),l=function(e){function i(t){return e.call(this,t)||this}return n.__extends(i,e),i.initClass=function(){this.prototype.type=\"FuncTickFormatter\",this.define({args:[o.Any,{}],code:[o.String,\"\"],use_strict:[o.Boolean,!1]})},Object.defineProperty(i.prototype,\"names\",{get:function(){return 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h=t(114);i.NumeralTickFormatter=h.NumeralTickFormatter;var u=t(115);i.PrintfTickFormatter=u.PrintfTickFormatter;var c=t(116);i.TickFormatter=c.TickFormatter},function(t,e,i){var n=t(388),r=t(116),o=t(107),s=t(17),a=t(18),l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"LogTickFormatter\",this.define({ticker:[a.Instance,null]})},e.prototype.initialize=function(){t.prototype.initialize.call(this),this.basic_formatter=new o.BasicTickFormatter,null==this.ticker&&s.logger.warn(\"LogTickFormatter not configured with a ticker, using default base of 10 (labels will be incorrect if ticker base is not 10)\")},e.prototype.doFormat=function(t,e){if(0==t.length)return[];for(var i=null!=this.ticker?this.ticker.base:10,n=!1,r=new Array(t.length),o=0,s=t.length;o<s;o++)if(r[o]=i+\"^\"+Math.round(Math.log(t[o])/Math.log(i)),o>0&&r[o]==r[o-1]){n=!0;break}return n?this.basic_formatter.doFormat(t,e):r},e}(r.TickFormatter);i.LogTickFormatter=l,l.initClass()},function(t,e,i){var n=t(388),r=t(107),o=t(18),s=t(36),a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"MercatorTickFormatter\",this.define({dimension:[o.LatLon]})},e.prototype.doFormat=function(e,i){if(null==this.dimension)throw new Error(\"MercatorTickFormatter.dimension not configured\");if(0==e.length)return[];var n=e.length,r=new Array(n);if(\"lon\"==this.dimension)for(var o=0;o<n;o++){var a=s.wgs84_mercator.inverse([e[o],i.loc])[0];r[o]=a}else for(var o=0;o<n;o++){var l=s.wgs84_mercator.inverse([i.loc,e[o]]),h=l[1];r[o]=h}return t.prototype.doFormat.call(this,r,i)},e}(r.BasicTickFormatter);i.MercatorTickFormatter=a,a.initClass()},function(t,e,i){var n=t(388),r=t(358),o=t(116),s=t(18),a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"NumeralTickFormatter\",this.define({format:[s.String,\"0,0\"],language:[s.String,\"en\"],rounding:[s.RoundingFunction,\"round\"]})},Object.defineProperty(e.prototype,\"_rounding_fn\",{get:function(){switch(this.rounding){case\"round\":case\"nearest\":return Math.round;case\"floor\":case\"rounddown\":return Math.floor;case\"ceil\":case\"roundup\":return Math.ceil}},enumerable:!0,configurable:!0}),e.prototype.doFormat=function(t,e){var i=this.format,n=this.language,o=this._rounding_fn;return t.map(function(t){return r.format(t,i,n,o)})},e}(o.TickFormatter);i.NumeralTickFormatter=a,a.initClass()},function(t,e,i){var n=t(388),r=t(116),o=t(42),s=t(18),a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"PrintfTickFormatter\",this.define({format:[s.String,\"%s\"]})},e.prototype.doFormat=function(t,e){var i=this;return t.map(function(t){return o.sprintf(i.format,t)})},e}(r.TickFormatter);i.PrintfTickFormatter=a,a.initClass()},function(t,e,i){var n=t(388),r=t(62),o=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"TickFormatter\"},e}(r.Model);i.TickFormatter=o,o.initClass()},function(t,e,i){var n=t(388),r=t(150),o=t(147),s=t(9),a=t(18),l=t(34),h=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._map_data=function(){\"data\"==this.model.properties.inner_radius.units?this.sinner_radius=this.sdist(this.renderer.xscale,this._x,this._inner_radius):this.sinner_radius=this._inner_radius,\"data\"==this.model.properties.outer_radius.units?this.souter_radius=this.sdist(this.renderer.xscale,this._x,this._outer_radius):this.souter_radius=this._outer_radius,this._angle=new Float32Array(this._start_angle.length);for(var t=0,e=this._start_angle.length;t<e;t++)this._angle[t]=this._end_angle[t]-this._start_angle[t]},e.prototype._render=function(t,e,i){for(var n=i.sx,r=i.sy,o=i._start_angle,s=i._angle,a=i.sinner_radius,l=i.souter_radius,h=this.model.properties.direction.value(),u=0,c=e;u<c.length;u++){var _=c[u];isNaN(n[_]+r[_]+a[_]+l[_]+o[_]+s[_])||(t.translate(n[_],r[_]),t.rotate(o[_]),t.moveTo(l[_],0),t.beginPath(),t.arc(0,0,l[_],0,s[_],h),t.rotate(s[_]),t.lineTo(a[_],0),t.arc(0,0,a[_],0,-s[_],!h),t.closePath(),t.rotate(-s[_]-o[_]),t.translate(-n[_],-r[_]),this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,_),t.fill()),this.visuals.line.doit&&(this.visuals.line.set_vectorize(t,_),t.stroke()))}},e.prototype._hit_point=function(t){var e,i,n,r,o,a,h=t.sx,u=t.sy,c=this.renderer.xscale.invert(h),_=this.renderer.yscale.invert(u);if(\"data\"==this.model.properties.outer_radius.units)n=c-this.max_outer_radius,o=c+this.max_outer_radius,r=_-this.max_outer_radius,a=_+this.max_outer_radius;else{var p=h-this.max_outer_radius,d=h+this.max_outer_radius;e=this.renderer.xscale.r_invert(p,d),n=e[0],o=e[1];var f=u-this.max_outer_radius,v=u+this.max_outer_radius;i=this.renderer.yscale.r_invert(f,v),r=i[0],a=i[1]}for(var m=[],g=s.validate_bbox_coords([n,o],[r,a]),y=0,b=this.index.indices(g);y<b.length;y++){var x=b[y],w=Math.pow(this.souter_radius[x],2),k=Math.pow(this.sinner_radius[x],2),T=this.renderer.xscale.r_compute(c,this._x[x]),p=T[0],d=T[1],C=this.renderer.yscale.r_compute(_,this._y[x]),f=C[0],v=C[1],S=Math.pow(p-d,2)+Math.pow(f-v,2);S<=w&&S>=k&&m.push([x,S])}for(var A=this.model.properties.direction.value(),M=[],E=0,z=m;E<z.length;E++){var O=z[E],x=O[0],S=O[1],P=Math.atan2(u-this.sy[x],h-this.sx[x]);l.angle_between(-P,-this._start_angle[x],-this._end_angle[x],A)&&M.push([x,S])}return s.create_hit_test_result_from_hits(M)},e.prototype.draw_legend_for_index=function(t,e,i){o.generic_area_legend(this.visuals,t,e,i)},e.prototype._scenterxy=function(t){var e=(this.sinner_radius[t]+this.souter_radius[t])/2,i=(this._start_angle[t]+this._end_angle[t])/2;return{x:this.sx[t]+e*Math.cos(i),y:this.sy[t]+e*Math.sin(i)}},e.prototype.scenterx=function(t){return this._scenterxy(t).x},e.prototype.scentery=function(t){return this._scenterxy(t).y},e}(r.XYGlyphView);i.AnnularWedgeView=h;var u=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"AnnularWedge\",this.prototype.default_view=h,this.mixins([\"line\",\"fill\"]),this.define({direction:[a.Direction,\"anticlock\"],inner_radius:[a.DistanceSpec],outer_radius:[a.DistanceSpec],start_angle:[a.AngleSpec],end_angle:[a.AngleSpec]})},e}(r.XYGlyph);i.AnnularWedge=u,u.initClass()},function(t,e,i){var n=t(388),r=t(150),o=t(9),s=t(18),a=t(31),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._map_data=function(){\"data\"==this.model.properties.inner_radius.units?this.sinner_radius=this.sdist(this.renderer.xscale,this._x,this._inner_radius):this.sinner_radius=this._inner_radius,\"data\"==this.model.properties.outer_radius.units?this.souter_radius=this.sdist(this.renderer.xscale,this._x,this._outer_radius):this.souter_radius=this._outer_radius},e.prototype._render=function(t,e,i){for(var n=i.sx,r=i.sy,o=i.sinner_radius,s=i.souter_radius,l=0,h=e;l<h.length;l++){var u=h[l];if(!isNaN(n[u]+r[u]+o[u]+s[u])){if(this.visuals.fill.doit){if(this.visuals.fill.set_vectorize(t,u),t.beginPath(),a.is_ie)for(var c=0,_=[!1,!0];c<_.length;c++){var p=_[c];t.arc(n[u],r[u],o[u],0,Math.PI,p),t.arc(n[u],r[u],s[u],Math.PI,0,!p)}else t.arc(n[u],r[u],o[u],0,2*Math.PI,!0),t.arc(n[u],r[u],s[u],2*Math.PI,0,!1);t.fill()}this.visuals.line.doit&&(this.visuals.line.set_vectorize(t,u),t.beginPath(),t.arc(n[u],r[u],o[u],0,2*Math.PI),t.moveTo(n[u]+s[u],r[u]),t.arc(n[u],r[u],s[u],0,2*Math.PI),t.stroke())}}},e.prototype._hit_point=function(t){var e,i,n,r,s,a,l=t.sx,h=t.sy,u=this.renderer.xscale.invert(l),c=this.renderer.yscale.invert(h);if(\"data\"==this.model.properties.outer_radius.units)n=u-this.max_outer_radius,s=u+this.max_outer_radius,r=c-this.max_outer_radius,a=c+this.max_outer_radius;else{var _=l-this.max_outer_radius,p=l+this.max_outer_radius;e=this.renderer.xscale.r_invert(_,p),n=e[0],s=e[1];var d=h-this.max_outer_radius,f=h+this.max_outer_radius;i=this.renderer.yscale.r_invert(d,f),r=i[0],a=i[1]}for(var v=[],m=o.validate_bbox_coords([n,s],[r,a]),g=0,y=this.index.indices(m);g<y.length;g++){var b=y[g],x=Math.pow(this.souter_radius[b],2),w=Math.pow(this.sinner_radius[b],2),k=this.renderer.xscale.r_compute(u,this._x[b]),_=k[0],p=k[1],T=this.renderer.yscale.r_compute(c,this._y[b]),d=T[0],f=T[1],C=Math.pow(_-p,2)+Math.pow(d-f,2);C<=x&&C>=w&&v.push([b,C])}return o.create_hit_test_result_from_hits(v)},e.prototype.draw_legend_for_index=function(t,e,i){var n=e.x0,r=e.y0,o=e.x1,s=e.y1,a=i+1,l=new Array(a);l[i]=(n+o)/2;var h=new Array(a);h[i]=(r+s)/2;var u=.5*Math.min(Math.abs(o-n),Math.abs(s-r)),c=new Array(a);c[i]=.4*u;var _=new Array(a);_[i]=.8*u,this._render(t,[i],{sx:l,sy:h,sinner_radius:c,souter_radius:_})},e}(r.XYGlyphView);i.AnnulusView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Annulus\",this.prototype.default_view=l,this.mixins([\"line\",\"fill\"]),this.define({inner_radius:[s.DistanceSpec],outer_radius:[s.DistanceSpec]})},e}(r.XYGlyph);i.Annulus=h,h.initClass()},function(t,e,i){var n=t(388),r=t(150),o=t(147),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._map_data=function(){\"data\"==this.model.properties.radius.units?this.sradius=this.sdist(this.renderer.xscale,this._x,this._radius):this.sradius=this._radius},e.prototype._render=function(t,e,i){var n=i.sx,r=i.sy,o=i.sradius,s=i._start_angle,a=i._end_angle;if(this.visuals.line.doit)for(var l=this.model.properties.direction.value(),h=0,u=e;h<u.length;h++){var c=u[h];isNaN(n[c]+r[c]+o[c]+s[c]+a[c])||(t.beginPath(),t.arc(n[c],r[c],o[c],s[c],a[c],l),this.visuals.line.set_vectorize(t,c),t.stroke())}},e.prototype.draw_legend_for_index=function(t,e,i){o.generic_line_legend(this.visuals,t,e,i)},e}(r.XYGlyphView);i.ArcView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Arc\",this.prototype.default_view=a,this.mixins([\"line\"]),this.define({direction:[s.Direction,\"anticlock\"],radius:[s.DistanceSpec],start_angle:[s.AngleSpec],end_angle:[s.AngleSpec]})},e}(r.XYGlyph);i.Arc=l,l.initClass()},function(t,e,i){var n=t(388),r=t(39),o=t(126),s=t(147);function a(t,e,i,n,r,o,s,a){for(var l=[],h=[[],[]],u=0;u<=2;u++){var c=void 0,_=void 0,p=void 0;if(0===u?(_=6*t-12*i+6*r,c=-3*t+9*i-9*r+3*s,p=3*i-3*t):(_=6*e-12*n+6*o,c=-3*e+9*n-9*o+3*a,p=3*n-3*e),Math.abs(c)<1e-12){if(Math.abs(_)<1e-12)continue;var d=-p/_;0<d&&d<1&&l.push(d)}else{var f=_*_-4*p*c,v=Math.sqrt(f);if(!(f<0)){var m=(-_+v)/(2*c);0<m&&m<1&&l.push(m);var g=(-_-v)/(2*c);0<g&&g<1&&l.push(g)}}}for(var y=l.length,b=y;y--;){var d=l[y],x=1-d,w=x*x*x*t+3*x*x*d*i+3*x*d*d*r+d*d*d*s;h[0][y]=w;var k=x*x*x*e+3*x*x*d*n+3*x*d*d*o+d*d*d*a;h[1][y]=k}return h[0][b]=t,h[1][b]=e,h[0][b+1]=s,h[1][b+1]=a,[Math.min.apply(Math,h[0]),Math.max.apply(Math,h[1]),Math.max.apply(Math,h[0]),Math.min.apply(Math,h[1])]}var l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._index_data=function(){for(var t=[],e=0,i=this._x0.length;e<i;e++)if(!isNaN(this._x0[e]+this._x1[e]+this._y0[e]+this._y1[e]+this._cx0[e]+this._cy0[e]+this._cx1[e]+this._cy1[e])){var n=a(this._x0[e],this._y0[e],this._x1[e],this._y1[e],this._cx0[e],this._cy0[e],this._cx1[e],this._cy1[e]),o=n[0],s=n[1],l=n[2],h=n[3];t.push({minX:o,minY:s,maxX:l,maxY:h,i:e})}return new r.SpatialIndex(t)},e.prototype._render=function(t,e,i){var n=i.sx0,r=i.sy0,o=i.sx1,s=i.sy1,a=i.scx0,l=i.scy0,h=i.scx1,u=i.scy1;if(this.visuals.line.doit)for(var c=0,_=e;c<_.length;c++){var p=_[c];isNaN(n[p]+r[p]+o[p]+s[p]+a[p]+l[p]+h[p]+u[p])||(t.beginPath(),t.moveTo(n[p],r[p]),t.bezierCurveTo(a[p],l[p],h[p],u[p],o[p],s[p]),this.visuals.line.set_vectorize(t,p),t.stroke())}},e.prototype.draw_legend_for_index=function(t,e,i){s.generic_line_legend(this.visuals,t,e,i)},e.prototype.scenterx=function(){throw new Error(\"not implemented\")},e.prototype.scentery=function(){throw new Error(\"not implemented\")},e}(o.GlyphView);i.BezierView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Bezier\",this.prototype.default_view=l,this.coords([[\"x0\",\"y0\"],[\"x1\",\"y1\"],[\"cx0\",\"cy0\"],[\"cx1\",\"cy1\"]]),this.mixins([\"line\"])},e}(o.Glyph);i.Bezier=h,h.initClass()},function(t,e,i){var n=t(388),r=t(39),o=t(126),s=t(147),a=t(9),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._index_box=function(t){for(var e=[],i=0;i<t;i++){var n=this._lrtb(i),o=n[0],s=n[1],a=n[2],l=n[3];!isNaN(o+s+a+l)&&isFinite(o+s+a+l)&&e.push({minX:Math.min(o,s),minY:Math.min(a,l),maxX:Math.max(s,o),maxY:Math.max(a,l),i:i})}return new r.SpatialIndex(e)},e.prototype._render=function(t,e,i){for(var n=i.sleft,r=i.sright,o=i.stop,s=i.sbottom,a=0,l=e;a<l.length;a++){var h=l[a];isNaN(n[h]+o[h]+r[h]+s[h])||(this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,h),t.fillRect(n[h],o[h],r[h]-n[h],s[h]-o[h])),this.visuals.line.doit&&(t.beginPath(),t.rect(n[h],o[h],r[h]-n[h],s[h]-o[h]),this.visuals.line.set_vectorize(t,h),t.stroke()))}},e.prototype._clamp_viewport=function(){for(var t=this.renderer.plot_view.frame.bbox.h_range,e=this.renderer.plot_view.frame.bbox.v_range,i=this.stop.length,n=0;n<i;n++)this.stop[n]=Math.max(this.stop[n],e.start),this.sbottom[n]=Math.min(this.sbottom[n],e.end),this.sleft[n]=Math.max(this.sleft[n],t.start),this.sright[n]=Math.min(this.sright[n],t.end)},e.prototype._hit_rect=function(t){return this._hit_rect_against_index(t)},e.prototype._hit_point=function(t){var e=t.sx,i=t.sy,n=this.renderer.xscale.invert(e),r=this.renderer.yscale.invert(i),o=this.index.indices({minX:n,minY:r,maxX:n,maxY:r}),s=a.create_empty_hit_test_result();return s.indices=o,s},e.prototype._hit_span=function(t){var e,i=t.sx,n=t.sy;if(\"v\"==t.direction){var r=this.renderer.yscale.invert(n),o=this.renderer.plot_view.frame.bbox.h_range,s=this.renderer.xscale.r_invert(o.start,o.end),l=s[0],h=s[1];e=this.index.indices({minX:l,minY:r,maxX:h,maxY:r})}else{var u=this.renderer.xscale.invert(i),c=this.renderer.plot_view.frame.bbox.v_range,_=this.renderer.yscale.r_invert(c.start,c.end),p=_[0],d=_[1];e=this.index.indices({minX:u,minY:p,maxX:u,maxY:d})}var f=a.create_empty_hit_test_result();return f.indices=e,f},e.prototype.draw_legend_for_index=function(t,e,i){s.generic_area_legend(this.visuals,t,e,i)},e}(o.GlyphView);i.BoxView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Box\",this.mixins([\"line\",\"fill\"])},e}(o.Glyph);i.Box=h,h.initClass()},function(t,e,i){var n=t(388),r=t(150),o=t(18),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e}(r.XYGlyphView);i.CenterRotatableView=s;var a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"CenterRotatable\",this.mixins([\"line\",\"fill\"]),this.define({angle:[o.AngleSpec,0],width:[o.DistanceSpec],height:[o.DistanceSpec]})},e}(r.XYGlyph);i.CenterRotatable=a,a.initClass()},function(t,e,i){var n=t(388),r=t(150),o=t(9),s=t(18),a=t(24),l=t(25),h=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._map_data=function(){if(null!=this._radius)if(\"data\"==this.model.properties.radius.spec.units){var t=this.model.properties.radius_dimension.spec.value;switch(t){case\"x\":this.sradius=this.sdist(this.renderer.xscale,this._x,this._radius);break;case\"y\":this.sradius=this.sdist(this.renderer.yscale,this._y,this._radius);break;case\"max\":var e=this.sdist(this.renderer.xscale,this._x,this._radius),i=this.sdist(this.renderer.yscale,this._y,this._radius);this.sradius=l.map(e,function(t,e){return Math.max(t,i[e])});break;case\"min\":var e=this.sdist(this.renderer.xscale,this._x,this._radius),n=this.sdist(this.renderer.yscale,this._y,this._radius);this.sradius=l.map(e,function(t,e){return Math.min(t,n[e])})}}else this.sradius=this._radius,this.max_size=2*this.max_radius;else this.sradius=l.map(this._size,function(t){return t/2})},e.prototype._mask_data=function(){var t,e,i,n,r,s,a,l,h=this.renderer.plot_view.frame.bbox.ranges,u=h[0],c=h[1];if(null!=this._radius&&\"data\"==this.model.properties.radius.units){var _=u.start,p=u.end;t=this.renderer.xscale.r_invert(_,p),r=t[0],a=t[1],r-=this.max_radius,a+=this.max_radius;var d=c.start,f=c.end;e=this.renderer.yscale.r_invert(d,f),s=e[0],l=e[1],s-=this.max_radius,l+=this.max_radius}else{var _=u.start-this.max_size,p=u.end+this.max_size;i=this.renderer.xscale.r_invert(_,p),r=i[0],a=i[1];var d=c.start-this.max_size,f=c.end+this.max_size;n=this.renderer.yscale.r_invert(d,f),s=n[0],l=n[1]}var v=o.validate_bbox_coords([r,a],[s,l]);return this.index.indices(v)},e.prototype._render=function(t,e,i){for(var n=i.sx,r=i.sy,o=i.sradius,s=0,a=e;s<a.length;s++){var l=a[s];isNaN(n[l]+r[l]+o[l])||(t.beginPath(),t.arc(n[l],r[l],o[l],0,2*Math.PI,!1),this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,l),t.fill()),this.visuals.line.doit&&(this.visuals.line.set_vectorize(t,l),t.stroke()))}},e.prototype._hit_point=function(t){var e,i,n,r,s,a,l,h,u,c,_,p,d,f,v,m,g=t.sx,y=t.sy,b=this.renderer.xscale.invert(g),x=this.renderer.yscale.invert(y);null!=this._radius&&\"data\"==this.model.properties.radius.units?(d=b-this.max_radius,f=b+this.max_radius,v=x-this.max_radius,m=x+this.max_radius):(u=g-this.max_size,c=g+this.max_size,e=this.renderer.xscale.r_invert(u,c),d=e[0],f=e[1],i=[Math.min(d,f),Math.max(d,f)],d=i[0],f=i[1],_=y-this.max_size,p=y+this.max_size,n=this.renderer.yscale.r_invert(_,p),v=n[0],m=n[1],r=[Math.min(v,m),Math.max(v,m)],v=r[0],m=r[1]);var w=o.validate_bbox_coords([d,f],[v,m]),k=this.index.indices(w),T=[];if(null!=this._radius&&\"data\"==this.model.properties.radius.units)for(var C=0,S=k;C<S.length;C++){var A=S[C];h=Math.pow(this.sradius[A],2),s=this.renderer.xscale.r_compute(b,this._x[A]),u=s[0],c=s[1],a=this.renderer.yscale.r_compute(x,this._y[A]),_=a[0],p=a[1],(l=Math.pow(u-c,2)+Math.pow(_-p,2))<=h&&T.push([A,l])}else for(var M=0,E=k;M<E.length;M++){var A=E[M];h=Math.pow(this.sradius[A],2),(l=Math.pow(this.sx[A]-g,2)+Math.pow(this.sy[A]-y,2))<=h&&T.push([A,l])}return o.create_hit_test_result_from_hits(T)},e.prototype._hit_span=function(t){var e,i,n,r,s,a,l,h,u,c=t.sx,_=t.sy,p=this.bounds(),d=p.minX,f=p.minY,v=p.maxX,m=p.maxY,g=o.create_empty_hit_test_result();if(\"h\"==t.direction){var y=void 0,b=void 0;h=f,u=m,null!=this._radius&&\"data\"==this.model.properties.radius.units?(y=c-this.max_radius,b=c+this.max_radius,e=this.renderer.xscale.r_invert(y,b),a=e[0],l=e[1]):(s=this.max_size/2,y=c-s,b=c+s,i=this.renderer.xscale.r_invert(y,b),a=i[0],l=i[1])}else{var x=void 0,w=void 0;a=d,l=v,null!=this._radius&&\"data\"==this.model.properties.radius.units?(x=_-this.max_radius,w=_+this.max_radius,n=this.renderer.yscale.r_invert(x,w),h=n[0],u=n[1]):(s=this.max_size/2,x=_-s,w=_+s,r=this.renderer.yscale.r_invert(x,w),h=r[0],u=r[1])}var k=o.validate_bbox_coords([a,l],[h,u]),T=this.index.indices(k);return g.indices=T,g},e.prototype._hit_rect=function(t){var e=t.sx0,i=t.sx1,n=t.sy0,r=t.sy1,s=this.renderer.xscale.r_invert(e,i),a=s[0],l=s[1],h=this.renderer.yscale.r_invert(n,r),u=h[0],c=h[1],_=o.validate_bbox_coords([a,l],[u,c]),p=o.create_empty_hit_test_result();return p.indices=this.index.indices(_),p},e.prototype._hit_poly=function(t){for(var e=t.sx,i=t.sy,n=a.range(0,this.sx.length),r=[],s=0,l=n.length;s<l;s++){var h=n[s];o.point_in_poly(this.sx[s],this.sy[s],e,i)&&r.push(h)}var u=o.create_empty_hit_test_result();return u.indices=r,u},e.prototype.draw_legend_for_index=function(t,e,i){var n=e.x0,r=e.y0,o=e.x1,s=e.y1,a=i+1,l=new Array(a);l[i]=(n+o)/2;var h=new Array(a);h[i]=(r+s)/2;var u=new Array(a);u[i]=.2*Math.min(Math.abs(o-n),Math.abs(s-r)),this._render(t,[i],{sx:l,sy:h,sradius:u})},e}(r.XYGlyphView);i.CircleView=h;var u=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Circle\",this.prototype.default_view=h,this.mixins([\"line\",\"fill\"]),this.define({angle:[s.AngleSpec,0],size:[s.DistanceSpec,{units:\"screen\",value:4}],radius:[s.DistanceSpec],radius_dimension:[s.RadiusDimension,\"x\"]})},e.prototype.initialize=function(){t.prototype.initialize.call(this),this.properties.radius.optional=!0},e}(r.XYGlyph);i.Circle=u,u.initClass()},function(t,e,i){var n=t(388),r=t(125),o=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e}(r.EllipseOvalView);i.EllipseView=o;var s=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Ellipse\",this.prototype.default_view=o},e}(r.EllipseOval);i.Ellipse=s,s.initClass()},function(t,e,i){var n=t(388),r=t(122),o=t(9),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._set_data=function(){this.max_w2=0,\"data\"==this.model.properties.width.units&&(this.max_w2=this.max_width/2),this.max_h2=0,\"data\"==this.model.properties.height.units&&(this.max_h2=this.max_height/2)},e.prototype._map_data=function(){\"data\"==this.model.properties.width.units?this.sw=this.sdist(this.renderer.xscale,this._x,this._width,\"center\"):this.sw=this._width,\"data\"==this.model.properties.height.units?this.sh=this.sdist(this.renderer.yscale,this._y,this._height,\"center\"):this.sh=this._height},e.prototype._render=function(t,e,i){for(var n=i.sx,r=i.sy,o=i.sw,s=i.sh,a=i._angle,l=0,h=e;l<h.length;l++){var u=h[l];isNaN(n[u]+r[u]+o[u]+s[u]+a[u])||(t.beginPath(),t.ellipse(n[u],r[u],o[u]/2,s[u]/2,a[u],0,2*Math.PI),this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,u),t.fill()),this.visuals.line.doit&&(this.visuals.line.set_vectorize(t,u),t.stroke()))}},e.prototype._hit_point=function(t){var e,i,n,r,s,a,l,h,u,c,_,p,d,f=t.sx,v=t.sy,m=this.renderer.xscale.invert(f),g=this.renderer.yscale.invert(v);\"data\"==this.model.properties.width.units?(s=m-this.max_width,a=m+this.max_width):(c=f-this.max_width,_=f+this.max_width,e=this.renderer.xscale.r_invert(c,_),s=e[0],a=e[1]),\"data\"==this.model.properties.height.units?(l=g-this.max_height,h=g+this.max_height):(p=v-this.max_height,d=v+this.max_height,i=this.renderer.yscale.r_invert(p,d),l=i[0],h=i[1]);for(var y=o.validate_bbox_coords([s,a],[l,h]),b=this.index.indices(y),x=[],w=0,k=b;w<k.length;w++){var T=k[w];o.point_in_ellipse(f,v,this._angle[T],this.sh[T]/2,this.sw[T]/2,this.sx[T],this.sy[T])&&(n=this.renderer.xscale.r_compute(m,this._x[T]),c=n[0],_=n[1],r=this.renderer.yscale.r_compute(g,this._y[T]),p=r[0],d=r[1],u=Math.pow(c-_,2)+Math.pow(p-d,2),x.push([T,u]))}return o.create_hit_test_result_from_hits(x)},e.prototype.draw_legend_for_index=function(t,e,i){var n=e.x0,r=e.y0,o=e.x1,s=e.y1,a=i+1,l=new Array(a);l[i]=(n+o)/2;var h=new Array(a);h[i]=(r+s)/2;var u=this.sw[i]/this.sh[i],c=.8*Math.min(Math.abs(o-n),Math.abs(s-r)),_=new Array(a),p=new Array(a);u>1?(_[i]=c,p[i]=c/u):(_[i]=c*u,p[i]=c),this._render(t,[i],{sx:l,sy:h,sw:_,sh:p,_angle:[0]})},e.prototype._bounds=function(t){var e=t.minX,i=t.maxX,n=t.minY,r=t.maxY;return{minX:e-this.max_w2,maxX:i+this.max_w2,minY:n-this.max_h2,maxY:r+this.max_h2}},e}(r.CenterRotatableView);i.EllipseOvalView=s;var a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"EllipseOval\"},e}(r.CenterRotatable);i.EllipseOval=a,a.initClass()},function(t,e,i){var n=t(388),r=t(9),o=t(18),s=t(27),a=t(36),l=t(51),h=t(50),u=t(62),c=t(17),_=t(25),p=t(35),d=t(46),f=t(134),v=t(188),m=function(e){function i(){var t=null!==e&&e.apply(this,arguments)||this;return t._nohit_warned={},t}return n.__extends(i,e),Object.defineProperty(i.prototype,\"renderer\",{get:function(){return this.parent},enumerable:!0,configurable:!0}),i.prototype.initialize=function(){e.prototype.initialize.call(this),this._nohit_warned={},this.visuals=new l.Visuals(this.model);var i=this.renderer.plot_view.gl;if(null!=i){var n=null;try{n=t(454)}catch(t){if(\"MODULE_NOT_FOUND\"!==t.code)throw t;c.logger.warn(\"WebGL was requested and is supported, but bokeh-gl(.min).js is not available, falling back to 2D rendering.\")}if(null!=n){var r=n[this.model.type+\"GLGlyph\"];null!=r&&(this.glglyph=new r(i.ctx,this))}}},i.prototype.set_visuals=function(t){this.visuals.warm_cache(t),null!=this.glglyph&&this.glglyph.set_visuals_changed()},i.prototype.render=function(t,e,i){t.beginPath(),null!=this.glglyph&&this.glglyph.render(t,e,i)||this._render(t,e,i)},i.prototype.has_finished=function(){return!0},i.prototype.notify_finished=function(){this.renderer.notify_finished()},i.prototype._bounds=function(t){return t},i.prototype.bounds=function(){return this._bounds(this.index.bbox)},i.prototype.log_bounds=function(){for(var t=s.empty(),e=this.index.search(s.positive_x()),i=0,n=e;i<n.length;i++){var r=n[i];r.minX<t.minX&&(t.minX=r.minX),r.maxX>t.maxX&&(t.maxX=r.maxX)}for(var o=this.index.search(s.positive_y()),a=0,l=o;a<l.length;a++){var h=l[a];h.minY<t.minY&&(t.minY=h.minY),h.maxY>t.maxY&&(t.maxY=h.maxY)}return this._bounds(t)},i.prototype.get_anchor_point=function(t,e,i){var n=i[0],r=i[1];switch(t){case\"center\":return{x:this.scenterx(e,n,r),y:this.scentery(e,n,r)};default:return null}},i.prototype.sdist=function(t,e,i,n,r){var o,s;void 0===n&&(n=\"edge\"),void 0===r&&(r=!1);var a=e.length;if(\"center\"==n){var l=_.map(i,function(t){return t/2});o=new Float64Array(a);for(var h=0;h<a;h++)o[h]=e[h]-l[h];s=new Float64Array(a);for(var h=0;h<a;h++)s[h]=e[h]+l[h]}else{o=e,s=new Float64Array(a);for(var h=0;h<a;h++)s[h]=o[h]+i[h]}var u=t.v_compute(o),c=t.v_compute(s);return r?_.map(u,function(t,e){return Math.ceil(Math.abs(c[e]-u[e]))}):_.map(u,function(t,e){return Math.abs(c[e]-u[e])})},i.prototype.draw_legend_for_index=function(t,e,i){},i.prototype.hit_test=function(t){var e=null,i=\"_hit_\"+t.type;return null!=this[i]?e=this[i](t):null==this._nohit_warned[t.type]&&(c.logger.debug(\"'\"+t.type+\"' selection not available for \"+this.model.type),this._nohit_warned[t.type]=!0),e},i.prototype._hit_rect_against_index=function(t){var e=t.sx0,i=t.sx1,n=t.sy0,o=t.sy1,s=this.renderer.xscale.r_invert(e,i),a=s[0],l=s[1],h=this.renderer.yscale.r_invert(n,o),u=h[0],c=h[1],_=r.validate_bbox_coords([a,l],[u,c]),p=r.create_empty_hit_test_result();return p.indices=this.index.indices(_),p},i.prototype.set_data=function(t,e,i){var n,r,o,s,l=this.model.materialize_dataspecs(t);if(this.visuals.set_all_indices(e),e&&!(this instanceof f.LineView)){var h={},u=function(t){var i=l[t];\"_\"===t.charAt(0)?h[t]=e.map(function(t){return i[t]}):h[t]=i};for(var c in l)u(c);l=h}if(p.extend(this,l),this.renderer.plot_view.model.use_map&&(null!=this._x&&(n=a.project_xy(this._x,this._y),this._x=n[0],this._y=n[1]),null!=this._xs&&(r=a.project_xsys(this._xs,this._ys),this._xs=r[0],this._ys=r[1]),null!=this._x0&&(o=a.project_xy(this._x0,this._y0),this._x0=o[0],this._y0=o[1]),null!=this._x1&&(s=a.project_xy(this._x1,this._y1),this._x1=s[0],this._y1=s[1])),null!=this.renderer.plot_view.frame.x_ranges)for(var d=this.renderer.plot_view.frame.x_ranges[this.model.x_range_name],m=this.renderer.plot_view.frame.y_ranges[this.model.y_range_name],g=0,y=this.model._coords;g<y.length;g++){var b=y[g],x=b[0],w=b[1];x=\"_\"+x,w=\"_\"+w,null!=this._xs?(d instanceof v.FactorRange&&(this[x]=_.map(this[x],function(t){return d.v_synthetic(t)})),m instanceof v.FactorRange&&(this[w]=_.map(this[w],function(t){return m.v_synthetic(t)}))):(d instanceof v.FactorRange&&(this[x]=d.v_synthetic(this[x])),m instanceof v.FactorRange&&(this[w]=m.v_synthetic(this[w])))}null!=this.glglyph&&this.glglyph.set_data_changed(this._x.length),this._set_data(i),this.index_data()},i.prototype._set_data=function(t){},i.prototype.index_data=function(){this.index=this._index_data()},i.prototype.mask_data=function(t){return null!=this.glglyph||null==this._mask_data?t:this._mask_data()},i.prototype.map_data=function(){for(var t,e=0,i=this.model._coords;e<i.length;e++){var n=i[e],r=n[0],o=n[1],s=\"s\"+r,a=\"s\"+o;if(o=\"_\"+o,null!=this[r=\"_\"+r]&&(d.isArray(this[r][0])||d.isTypedArray(this[r][0]))){var l=this[r].length;this[s]=new Array(l),this[a]=new Array(l);for(var h=0;h<l;h++){var u=this.map_to_screen(this[r][h],this[o][h]),c=u[0],_=u[1];this[s][h]=c,this[a][h]=_}}else t=this.map_to_screen(this[r],this[o]),this[s]=t[0],this[a]=t[1]}this._map_data()},i.prototype._map_data=function(){},i.prototype.map_to_screen=function(t,e){return this.renderer.plot_view.map_to_screen(t,e,this.model.x_range_name,this.model.y_range_name)},i}(h.View);i.GlyphView=m;var g=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Glyph\",this.prototype._coords=[],this.internal({x_range_name:[o.String,\"default\"],y_range_name:[o.String,\"default\"]})},e.coords=function(t){var e=this.prototype._coords.concat(t);this.prototype._coords=e;for(var i={},n=0,r=t;n<r.length;n++){var s=r[n],a=s[0],l=s[1];i[a]=[o.CoordinateSpec],i[l]=[o.CoordinateSpec]}this.define(i)},e}(u.Model);i.Glyph=g,g.initClass()},function(t,e,i){var n=t(388),r=t(121),o=t(18),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.scenterx=function(t){return(this.sleft[t]+this.sright[t])/2},e.prototype.scentery=function(t){return this.sy[t]},e.prototype._index_data=function(){return this._index_box(this._y.length)},e.prototype._lrtb=function(t){var e=Math.min(this._left[t],this._right[t]),i=Math.max(this._left[t],this._right[t]),n=this._y[t]+.5*this._height[t],r=this._y[t]-.5*this._height[t];return[e,i,n,r]},e.prototype._map_data=function(){this.sy=this.renderer.yscale.v_compute(this._y),this.sh=this.sdist(this.renderer.yscale,this._y,this._height,\"center\"),this.sleft=this.renderer.xscale.v_compute(this._left),this.sright=this.renderer.xscale.v_compute(this._right);var t=this.sy.length;this.stop=new Float64Array(t),this.sbottom=new Float64Array(t);for(var e=0;e<t;e++)this.stop[e]=this.sy[e]-this.sh[e]/2,this.sbottom[e]=this.sy[e]+this.sh[e]/2;this._clamp_viewport()},e}(r.BoxView);i.HBarView=s;var a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"HBar\",this.prototype.default_view=s,this.coords([[\"left\",\"y\"]]),this.define({height:[o.DistanceSpec],right:[o.CoordinateSpec]}),this.override({left:0})},e}(r.Box);i.HBar=a,a.initClass()},function(t,e,i){var n=t(388),r=t(126),o=t(9),s=t(18),a=t(39),l=t(147),h=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.scenterx=function(t){return this.sx[t]},e.prototype.scentery=function(t){return this.sy[t]},e.prototype._set_data=function(){var t=this._q.length,e=this.model.size,i=this.model.aspect_scale;if(this._x=new Float64Array(t),this._y=new Float64Array(t),\"pointytop\"==this.model.orientation)for(var n=0;n<t;n++)this._x[n]=e*Math.sqrt(3)*(this._q[n]+this._r[n]/2)/i,this._y[n]=3*-e/2*this._r[n];else for(var n=0;n<t;n++)this._x[n]=3*e/2*this._q[n],this._y[n]=-e*Math.sqrt(3)*(this._r[n]+this._q[n]/2)*i},e.prototype._index_data=function(){var t,e=this.model.size,i=Math.sqrt(3)*e/2;\"flattop\"==this.model.orientation?(i=(t=[e,i])[0],e=t[1],e*=this.model.aspect_scale):i/=this.model.aspect_scale;for(var n=[],r=0;r<this._x.length;r++){var o=this._x[r],s=this._y[r];!isNaN(o+s)&&isFinite(o+s)&&n.push({minX:o-i,minY:s-e,maxX:o+i,maxY:s+e,i:r})}return new a.SpatialIndex(n)},e.prototype.map_data=function(){var t,e;t=this.map_to_screen(this._x,this._y),this.sx=t[0],this.sy=t[1],e=this._get_unscaled_vertices(),this.svx=e[0],this.svy=e[1]},e.prototype._get_unscaled_vertices=function(){var t=this.model.size,e=this.model.aspect_scale;if(\"pointytop\"==this.model.orientation){var i=this.renderer.yscale,n=this.renderer.xscale,r=Math.abs(i.compute(0)-i.compute(t)),o=Math.sqrt(3)/2*Math.abs(n.compute(0)-n.compute(t))/e,s=r/2,a=[0,-o,-o,0,o,o],l=[r,s,-s,-r,-s,s];return[a,l]}var i=this.renderer.xscale,n=this.renderer.yscale,r=Math.abs(i.compute(0)-i.compute(t)),o=Math.sqrt(3)/2*Math.abs(n.compute(0)-n.compute(t))*e,s=r/2,a=[r,s,-s,-r,-s,s],l=[0,-o,-o,0,o,o];return[a,l]},e.prototype._render=function(t,e,i){for(var n=i.sx,r=i.sy,o=i.svx,s=i.svy,a=i._scale,l=0,h=e;l<h.length;l++){var u=h[l];if(!isNaN(n[u]+r[u]+a[u])){t.translate(n[u],r[u]),t.beginPath();for(var c=0;c<6;c++)t.lineTo(o[c]*a[u],s[c]*a[u]);t.closePath(),t.translate(-n[u],-r[u]),this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,u),t.fill()),this.visuals.line.doit&&(this.visuals.line.set_vectorize(t,u),t.stroke())}}},e.prototype._hit_point=function(t){for(var e=t.sx,i=t.sy,n=this.renderer.xscale.invert(e),r=this.renderer.yscale.invert(i),s=this.index.indices({minX:n,minY:r,maxX:n,maxY:r}),a=[],l=0,h=s;l<h.length;l++){var u=h[l];o.point_in_poly(e-this.sx[u],i-this.sy[u],this.svx,this.svy)&&a.push(u)}var c=o.create_empty_hit_test_result();return c.indices=a,c},e.prototype._hit_span=function(t){var e,i=t.sx,n=t.sy;if(\"v\"==t.direction){var r=this.renderer.yscale.invert(n),s=this.renderer.plot_view.frame.bbox.h_range,a=this.renderer.xscale.r_invert(s.start,s.end),l=a[0],h=a[1];e=this.index.indices({minX:l,minY:r,maxX:h,maxY:r})}else{var u=this.renderer.xscale.invert(i),c=this.renderer.plot_view.frame.bbox.v_range,_=this.renderer.yscale.r_invert(c.start,c.end),p=_[0],d=_[1];e=this.index.indices({minX:u,minY:p,maxX:u,maxY:d})}var f=o.create_empty_hit_test_result();return f.indices=e,f},e.prototype._hit_rect=function(t){var e=t.sx0,i=t.sx1,n=t.sy0,r=t.sy1,s=this.renderer.xscale.r_invert(e,i),a=s[0],l=s[1],h=this.renderer.yscale.r_invert(n,r),u=h[0],c=h[1],_=o.validate_bbox_coords([a,l],[u,c]),p=o.create_empty_hit_test_result();return p.indices=this.index.indices(_),p},e.prototype.draw_legend_for_index=function(t,e,i){l.generic_area_legend(this.visuals,t,e,i)},e}(r.GlyphView);i.HexTileView=h;var u=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"HexTile\",this.prototype.default_view=h,this.coords([[\"r\",\"q\"]]),this.mixins([\"line\",\"fill\"]),this.define({size:[s.Number,1],aspect_scale:[s.Number,1],scale:[s.NumberSpec,1],orientation:[s.HexTileOrientation,\"pointytop\"]}),this.override({line_color:null})},e}(r.Glyph);i.HexTile=u,u.initClass()},function(t,e,i){var n=t(388),r=t(130),o=t(174),s=t(18),a=t(24),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){var e=this;t.prototype.initialize.call(this),this.connect(this.model.color_mapper.change,function(){return e._update_image()}),this.connect(this.model.properties.global_alpha.change,function(){return e.renderer.request_render()})},e.prototype._update_image=function(){null!=this.image_data&&(this._set_data(),this.renderer.plot_view.request_render())},e.prototype._set_data=function(){this._set_width_heigh_data();for(var t=this.model.color_mapper.rgba_mapper,e=0,i=this._image.length;e<i;e++){var n=void 0;if(null!=this._image_shape&&this._image_shape[e].length>0){n=this._image[e];var r=this._image_shape[e];this._height[e]=r[0],this._width[e]=r[1]}else{var o=this._image[e];n=a.concat(o),this._height[e]=o.length,this._width[e]=o[0].length}var s=t.v_compute(n);this._set_image_data_from_buffer(e,s)}},e.prototype._render=function(t,e,i){var n=i.image_data,r=i.sx,o=i.sy,s=i.sw,a=i.sh,l=t.getImageSmoothingEnabled();t.setImageSmoothingEnabled(!1),t.globalAlpha=this.model.global_alpha;for(var h=0,u=e;h<u.length;h++){var c=u[h];if(null!=n[c]&&!isNaN(r[c]+o[c]+s[c]+a[c])){var _=o[c];t.translate(0,_),t.scale(1,-1),t.translate(0,-_),t.drawImage(n[c],0|r[c],0|o[c],s[c],a[c]),t.translate(0,_),t.scale(1,-1),t.translate(0,-_)}}t.setImageSmoothingEnabled(l)},e}(r.ImageBaseView);i.ImageView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Image\",this.prototype.default_view=l,this.define({color_mapper:[s.Instance,function(){return new o.LinearColorMapper({palette:[\"#000000\",\"#252525\",\"#525252\",\"#737373\",\"#969696\",\"#bdbdbd\",\"#d9d9d9\",\"#f0f0f0\",\"#ffffff\"]})}]})},e}(r.ImageBase);i.Image=h,h.initClass()},function(t,e,i){var n=t(388),r=t(150),o=t(18),s=t(9),a=t(39),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._render=function(t,e,i){},e.prototype._index_data=function(){for(var t=[],e=0,i=this._x.length;e<i;e++){var n=this._lrtb(e),r=n[0],o=n[1],s=n[2],l=n[3];!isNaN(r+o+s+l)&&isFinite(r+o+s+l)&&t.push({minX:r,minY:l,maxX:o,maxY:s,i:e})}return new a.SpatialIndex(t)},e.prototype._lrtb=function(t){var e=this.renderer.xscale.source_range,i=this._x[t],n=e.is_reversed?i-this._dw[t]:i+this._dw[t],r=this.renderer.yscale.source_range,o=this._y[t],s=r.is_reversed?o-this._dh[t]:o+this._dh[t],a=i<n?[i,n]:[n,i],l=a[0],h=a[1],u=o<s?[o,s]:[s,o],c=u[0],_=u[1];return[l,h,_,c]},e.prototype._set_width_heigh_data=function(){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))},e.prototype._get_or_create_canvas=function(t){var e=this.image_data[t];if(null!=e&&e.width==this._width[t]&&e.height==this._height[t])return e;var i=document.createElement(\"canvas\");return i.width=this._width[t],i.height=this._height[t],i},e.prototype._set_image_data_from_buffer=function(t,e){var i=this._get_or_create_canvas(t),n=i.getContext(\"2d\"),r=n.getImageData(0,0,this._width[t],this._height[t]);r.data.set(e),n.putImageData(r,0,0),this.image_data[t]=i},e.prototype._map_data=function(){switch(this.model.properties.dw.units){case\"data\":this.sw=this.sdist(this.renderer.xscale,this._x,this._dw,\"edge\",this.model.dilate);break;case\"screen\":this.sw=this._dw}switch(this.model.properties.dh.units){case\"data\":this.sh=this.sdist(this.renderer.yscale,this._y,this._dh,\"edge\",this.model.dilate);break;case\"screen\":this.sh=this._dh}},e.prototype._image_index=function(t,e,i){var n=this._lrtb(t),r=n[0],o=n[1],s=n[2],a=n[3],l=this._width[t],h=this._height[t],u=(o-r)/l,c=(s-a)/h,_=Math.floor((e-r)/u),p=Math.floor((i-a)/c);return{index:t,dim1:_,dim2:p,flat_index:p*l+_}},e.prototype._hit_point=function(t){var e=t.sx,i=t.sy,n=this.renderer.xscale.invert(e),r=this.renderer.yscale.invert(i),o=s.validate_bbox_coords([n,n],[r,r]),a=this.index.indices(o),l=s.create_empty_hit_test_result();l.image_indices=[];for(var h=0,u=a;h<u.length;h++){var c=u[h];e!=1/0&&i!=1/0&&l.image_indices.push(this._image_index(c,n,r))}return l},e}(r.XYGlyphView);i.ImageBaseView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ImageBase\",this.prototype.default_view=l,this.define({image:[o.NumberSpec],dw:[o.DistanceSpec],dh:[o.DistanceSpec],dilate:[o.Boolean,!1],global_alpha:[o.Number,1]})},e}(r.XYGlyph);i.ImageBase=h,h.initClass()},function(t,e,i){var n=t(388),r=t(130),o=t(24),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){var e=this;t.prototype.initialize.call(this),this.connect(this.model.properties.global_alpha.change,function(){return e.renderer.request_render()})},e.prototype._set_data=function(t){this._set_width_heigh_data();for(var e=0,i=this._image.length;e<i;e++)if(!(null!=t&&t.indexOf(e)<0)){var n=void 0;if(null!=this._image_shape&&this._image_shape[e].length>0){n=this._image[e].buffer;var r=this._image_shape[e];this._height[e]=r[0],this._width[e]=r[1]}else{var s=this._image[e],a=o.concat(s);n=new ArrayBuffer(4*a.length);for(var l=new Uint32Array(n),h=0,u=a.length;h<u;h++)l[h]=a[h];this._height[e]=s.length,this._width[e]=s[0].length}var c=new Uint8Array(n);this._set_image_data_from_buffer(e,c)}},e.prototype._render=function(t,e,i){var n=i.image_data,r=i.sx,o=i.sy,s=i.sw,a=i.sh,l=t.getImageSmoothingEnabled();t.setImageSmoothingEnabled(!1),t.globalAlpha=this.model.global_alpha;for(var h=0,u=e;h<u.length;h++){var c=u[h];if(!isNaN(r[c]+o[c]+s[c]+a[c])){var _=o[c];t.translate(0,_),t.scale(1,-1),t.translate(0,-_),t.drawImage(n[c],0|r[c],0|o[c],s[c],a[c]),t.translate(0,_),t.scale(1,-1),t.translate(0,-_)}}t.setImageSmoothingEnabled(l)},e}(r.ImageBaseView);i.ImageRGBAView=s;var a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ImageRGBA\",this.prototype.default_view=s},e}(r.ImageBase);i.ImageRGBA=a,a.initClass()},function(t,e,i){var n=t(388),r=t(150),o=t(17),s=t(18),a=t(25),l=t(39),h=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e._images_rendered=!1,e}return n.__extends(e,t),e.prototype.initialize=function(){var e=this;t.prototype.initialize.call(this),this.connect(this.model.properties.global_alpha.change,function(){return e.renderer.request_render()})},e.prototype._index_data=function(){return new l.SpatialIndex([])},e.prototype._set_data=function(){var t=this;null!=this.image&&this.image.length==this._url.length||(this.image=a.map(this._url,function(){return null}));var e=this.model,i=e.retry_attempts,n=e.retry_timeout;this.retries=a.map(this._url,function(){return i});for(var r=function(e,r){var a=s._url[e];if(null==a||\"\"==a)return\"continue\";var l=new Image;l.onerror=function(){t.retries[e]>0?(o.logger.trace(\"ImageURL failed to load \"+a+\" image, retrying in \"+n+\" ms\"),setTimeout(function(){return l.src=a},n)):o.logger.warn(\"ImageURL unable to load \"+a+\" image after \"+i+\" retries\"),t.retries[e]-=1},l.onload=function(){t.image[e]=l,t.renderer.request_render()},l.src=a},s=this,l=0,h=this._url.length;l<h;l++)r(l,h);for(var u=\"data\"==this.model.properties.w.units,c=\"data\"==this.model.properties.h.units,_=this._x.length,p=new Array(u?2*_:_),d=new Array(c?2*_:_),l=0;l<_;l++)p[l]=this._x[l],d[l]=this._y[l];if(u)for(var l=0;l<_;l++)p[_+l]=this._x[l]+this._w[l];if(c)for(var l=0;l<_;l++)d[_+l]=this._y[l]+this._h[l];var f=a.min(p),v=a.max(p),m=a.min(d),g=a.max(d);this._bounds_rect={minX:f,maxX:v,minY:m,maxY:g}},e.prototype.has_finished=function(){return t.prototype.has_finished.call(this)&&1==this._images_rendered},e.prototype._map_data=function(){var t=null!=this.model.w?this._w:a.map(this._x,function(){return NaN}),e=null!=this.model.h?this._h:a.map(this._x,function(){return NaN});switch(this.model.properties.w.units){case\"data\":this.sw=this.sdist(this.renderer.xscale,this._x,t,\"edge\",this.model.dilate);break;case\"screen\":this.sw=t}switch(this.model.properties.h.units){case\"data\":this.sh=this.sdist(this.renderer.yscale,this._y,e,\"edge\",this.model.dilate);break;case\"screen\":this.sh=e}},e.prototype._render=function(t,e,i){var n=i.image,r=i.sx,o=i.sy,s=i.sw,a=i.sh,l=i._angle,h=this.renderer.plot_view.frame;t.rect(h._left.value+1,h._top.value+1,h._width.value-2,h._height.value-2),t.clip();for(var u=!0,c=0,_=e;c<_.length;c++){var p=_[c];if(!isNaN(r[p]+o[p]+l[p])&&-1!=this.retries[p]){var d=n[p];null!=d?this._render_image(t,p,d,r,o,s,a,l):u=!1}}u&&!this._images_rendered&&(this._images_rendered=!0,this.notify_finished())},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\"center_right\":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\"center_left\":return[e,i-r/2];case\"center\":return[e-n/2,i-r/2]}},e.prototype._render_image=function(t,e,i,n,r,o,s,a){isNaN(o[e])&&(o[e]=i.width),isNaN(s[e])&&(s[e]=i.height);var l=this.model.anchor,h=this._final_sx_sy(l,n[e],r[e],o[e],s[e]),u=h[0],c=h[1];t.save(),t.globalAlpha=this.model.global_alpha,a[e]?(t.translate(u,c),t.rotate(a[e]),t.drawImage(i,0,0,o[e],s[e]),t.rotate(-a[e]),t.translate(-u,-c)):t.drawImage(i,u,c,o[e],s[e]),t.restore()},e.prototype.bounds=function(){return this._bounds_rect},e}(r.XYGlyphView);i.ImageURLView=h;var u=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ImageURL\",this.prototype.default_view=h,this.define({url:[s.StringSpec],anchor:[s.Anchor,\"top_left\"],global_alpha:[s.Number,1],angle:[s.AngleSpec,0],w:[s.DistanceSpec],h:[s.DistanceSpec],dilate:[s.Boolean,!1],retry_attempts:[s.Number,0],retry_timeout:[s.Number,0]})},e}(r.XYGlyph);i.ImageURL=u,u.initClass()},function(t,e,i){var n=t(117);i.AnnularWedge=n.AnnularWedge;var r=t(118);i.Annulus=r.Annulus;var o=t(119);i.Arc=o.Arc;var s=t(120);i.Bezier=s.Bezier;var a=t(123);i.Circle=a.Circle;var l=t(122);i.CenterRotatable=l.CenterRotatable;var h=t(124);i.Ellipse=h.Ellipse;var u=t(125);i.EllipseOval=u.EllipseOval;var c=t(126);i.Glyph=c.Glyph;var _=t(127);i.HBar=_.HBar;var p=t(128);i.HexTile=p.HexTile;var d=t(129);i.Image=d.Image;var f=t(131);i.ImageRGBA=f.ImageRGBA;var v=t(132);i.ImageURL=v.ImageURL;var m=t(134);i.Line=m.Line;var g=t(135);i.MultiLine=g.MultiLine;var y=t(136);i.MultiPolygons=y.MultiPolygons;var b=t(137);i.Oval=b.Oval;var x=t(138);i.Patch=x.Patch;var w=t(139);i.Patches=w.Patches;var k=t(140);i.Quad=k.Quad;var T=t(141);i.Quadratic=T.Quadratic;var C=t(142);i.Ray=C.Ray;var S=t(143);i.Rect=S.Rect;var A=t(144);i.Segment=A.Segment;var M=t(145);i.Step=M.Step;var E=t(146);i.Text=E.Text;var z=t(148);i.VBar=z.VBar;var O=t(149);i.Wedge=O.Wedge;var P=t(150);i.XYGlyph=P.XYGlyph},function(t,e,i){var n=t(388),r=t(150),o=t(147),s=t(9),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._render=function(t,e,i){var n=i.sx,r=i.sy,o=!1,s=null;this.visuals.line.set_value(t);for(var a=0,l=e;a<l.length;a++){var h=l[a];if(o){if(!isFinite(n[h]+r[h])){t.stroke(),t.beginPath(),o=!1,s=h;continue}null!=s&&h-s>1&&(t.stroke(),o=!1)}o?t.lineTo(n[h],r[h]):(t.beginPath(),t.moveTo(n[h],r[h]),o=!0),s=h}o&&t.stroke()},e.prototype._hit_point=function(t){for(var e=this,i=s.create_empty_hit_test_result(),n={x:t.sx,y:t.sy},r=9999,o=Math.max(2,this.visuals.line.line_width.value()/2),a=0,l=this.sx.length-1;a<l;a++){var h={x:this.sx[a],y:this.sy[a]},u={x:this.sx[a+1],y:this.sy[a+1]},c=s.dist_to_segment(n,h,u);c<o&&c<r&&(r=c,i.add_to_selected_glyphs(this.model),i.get_view=function(){return e},i.line_indices=[a])}return i},e.prototype._hit_span=function(t){var e,i,n=this,r=t.sx,o=t.sy,a=s.create_empty_hit_test_result();\"v\"==t.direction?(e=this.renderer.yscale.invert(o),i=this._y):(e=this.renderer.xscale.invert(r),i=this._x);for(var l=0,h=i.length-1;l<h;l++)(i[l]<=e&&e<=i[l+1]||i[l+1]<=e&&e<=i[l])&&(a.add_to_selected_glyphs(this.model),a.get_view=function(){return n},a.line_indices.push(l));return a},e.prototype.get_interpolation_hit=function(t,e){var i=[this._x[t],this._y[t],this._x[t+1],this._y[t+1]],n=i[0],r=i[1],s=i[2],a=i[3];return o.line_interpolation(this.renderer,e,n,r,s,a)},e.prototype.draw_legend_for_index=function(t,e,i){o.generic_line_legend(this.visuals,t,e,i)},e}(r.XYGlyphView);i.LineView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Line\",this.prototype.default_view=a,this.mixins([\"line\"])},e}(r.XYGlyph);i.Line=l,l.initClass()},function(t,e,i){var n=t(388),r=t(39),o=t(9),s=t(35),a=t(24),l=t(46),h=t(126),u=t(147),c=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._index_data=function(){for(var t=[],e=0,i=this._xs.length;e<i;e++)if(null!=this._xs[e]&&0!==this._xs[e].length){for(var n=this._xs[e],o=[],s=0,h=n.length;s<h;s++){var u=n[s];l.isStrictNaN(u)||o.push(u)}for(var c=this._ys[e],_=[],s=0,h=c.length;s<h;s++){var p=c[s];l.isStrictNaN(p)||_.push(p)}var d=[a.min(o),a.max(o)],f=d[0],v=d[1],m=[a.min(_),a.max(_)],g=m[0],y=m[1];t.push({minX:f,minY:g,maxX:v,maxY:y,i:e})}return new r.SpatialIndex(t)},e.prototype._render=function(t,e,i){for(var n=i.sxs,r=i.sys,o=0,s=e;o<s.length;o++){var a=s[o],l=[n[a],r[a]],h=l[0],u=l[1];this.visuals.line.set_vectorize(t,a);for(var c=0,_=h.length;c<_;c++)0!=c?isNaN(h[c])||isNaN(u[c])?(t.stroke(),t.beginPath()):t.lineTo(h[c],u[c]):(t.beginPath(),t.moveTo(h[c],u[c]));t.stroke()}},e.prototype._hit_point=function(t){for(var e=o.create_empty_hit_test_result(),i={x:t.sx,y:t.sy},n=9999,r={},a=0,l=this.sxs.length;a<l;a++){for(var h=Math.max(2,this.visuals.line.cache_select(\"line_width\",a)/2),u=null,c=0,_=this.sxs[a].length-1;c<_;c++){var p={x:this.sxs[a][c],y:this.sys[a][c]},d={x:this.sxs[a][c+1],y:this.sys[a][c+1]},f=o.dist_to_segment(i,p,d);f<h&&f<n&&(n=f,u=[c])}u&&(r[a]=u)}return e.indices=s.keys(r).map(function(t){return parseInt(t,10)}),e.multiline_indices=r,e},e.prototype._hit_span=function(t){var e,i,n=t.sx,r=t.sy,a=o.create_empty_hit_test_result();\"v\"===t.direction?(e=this.renderer.yscale.invert(r),i=this._ys):(e=this.renderer.xscale.invert(n),i=this._xs);for(var l={},h=0,u=i.length;h<u;h++){for(var c=[],_=0,p=i[h].length-1;_<p;_++)i[h][_]<=e&&e<=i[h][_+1]&&c.push(_);c.length>0&&(l[h]=c)}return a.indices=s.keys(l).map(function(t){return parseInt(t,10)}),a.multiline_indices=l,a},e.prototype.get_interpolation_hit=function(t,e,i){var n=[this._xs[t][e],this._ys[t][e],this._xs[t][e+1],this._ys[t][e+1]],r=n[0],o=n[1],s=n[2],a=n[3];return u.line_interpolation(this.renderer,i,r,o,s,a)},e.prototype.draw_legend_for_index=function(t,e,i){u.generic_line_legend(this.visuals,t,e,i)},e.prototype.scenterx=function(){throw new Error(\"not implemented\")},e.prototype.scentery=function(){throw new Error(\"not implemented\")},e}(h.GlyphView);i.MultiLineView=c;var _=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"MultiLine\",this.prototype.default_view=c,this.coords([[\"xs\",\"ys\"]]),this.mixins([\"line\"])},e}(h.Glyph);i.MultiLine=_,_.initClass()},function(t,e,i){var n=t(388),r=t(39),o=t(126),s=t(147),a=t(24),l=t(25),h=t(9),u=t(46),c=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._index_data=function(){for(var t=[],e=0,i=this._xs.length;e<i;e++)for(var n=0,o=this._xs[e].length;n<o;n++){var s=this._xs[e][n][0],l=this._ys[e][n][0];0!=s.length&&t.push({minX:a.min(s),minY:a.min(l),maxX:a.max(s),maxY:a.max(l),i:e})}return this.hole_index=this._index_hole_data(),new r.SpatialIndex(t)},e.prototype._index_hole_data=function(){for(var t=[],e=0,i=this._xs.length;e<i;e++)for(var n=0,o=this._xs[e].length;n<o;n++)if(this._xs[e][n].length>1)for(var s=1,l=this._xs[e][n].length;s<l;s++){var h=this._xs[e][n][s],u=this._ys[e][n][s];0!=h.length&&t.push({minX:a.min(h),minY:a.min(u),maxX:a.max(h),maxY:a.max(u),i:e})}return new r.SpatialIndex(t)},e.prototype._mask_data=function(){var t=this.renderer.plot_view.frame.x_ranges.default,e=[t.min,t.max],i=e[0],n=e[1],r=this.renderer.plot_view.frame.y_ranges.default,o=[r.min,r.max],s=o[0],a=o[1],l=h.validate_bbox_coords([i,n],[s,a]),u=this.index.indices(l);return u.sort(function(t,e){return t-e}).filter(function(t,e,i){return 0===e||t!==i[e-1]})},e.prototype._render=function(t,e,i){var n=i.sxs,r=i.sys;if(this.visuals.fill.doit||this.visuals.line.doit)for(var o=0,s=e;o<s.length;o++){var a=s[o];t.beginPath();for(var l=0,h=n[a].length;l<h;l++)for(var u=0,c=n[a][l].length;u<c;u++){for(var _=n[a][l][u],p=r[a][l][u],d=0,f=_.length;d<f;d++)0!=d?t.lineTo(_[d],p[d]):t.moveTo(_[d],p[d]);t.closePath()}this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,a),t.fill(\"evenodd\")),this.visuals.line.doit&&(this.visuals.line.set_vectorize(t,a),t.stroke())}},e.prototype._hit_point=function(t){for(var e=t.sx,i=t.sy,n=this.renderer.xscale.invert(e),r=this.renderer.yscale.invert(i),o=this.index.indices({minX:n,minY:r,maxX:n,maxY:r}),s=this.hole_index.indices({minX:n,minY:r,maxX:n,maxY:r}),a=[],l=0,u=o.length;l<u;l++)for(var c=o[l],_=this.sxs[c],p=this.sys[c],d=0,f=_.length;d<f;d++){var v=_[d].length;if(h.point_in_poly(e,i,_[d][0],p[d][0]))if(1==v)a.push(c);else if(-1==s.indexOf(c))a.push(c);else if(v>1){for(var m=!1,g=1;g<v;g++){var y=_[d][g],b=p[d][g];if(h.point_in_poly(e,i,y,b)){m=!0;break}}m||a.push(c)}}var x=h.create_empty_hit_test_result();return x.indices=a,x},e.prototype._get_snap_coord=function(t){return l.sum(t)/t.length},e.prototype.scenterx=function(t,e,i){if(1==this.sxs[t].length)return this._get_snap_coord(this.sxs[t][0][0]);for(var n=this.sxs[t],r=this.sys[t],o=0,s=n.length;o<s;o++)if(h.point_in_poly(e,i,n[o][0],r[o][0]))return this._get_snap_coord(n[o][0]);throw new Error(\"unreachable code\")},e.prototype.scentery=function(t,e,i){if(1==this.sys[t].length)return this._get_snap_coord(this.sys[t][0][0]);for(var n=this.sxs[t],r=this.sys[t],o=0,s=n.length;o<s;o++)if(h.point_in_poly(e,i,n[o][0],r[o][0]))return this._get_snap_coord(r[o][0]);throw new Error(\"unreachable code\")},e.prototype.map_data=function(){for(var t=0,e=this.model._coords;t<e.length;t++){var i=e[t],n=i[0],r=i[1],o=\"s\"+n,s=\"s\"+r;if(r=\"_\"+r,null!=this[n=\"_\"+n]&&(u.isArray(this[n][0])||u.isTypedArray(this[n][0]))){var a=this[n].length;this[o]=new Array(a),this[s]=new Array(a);for(var l=0;l<a;l++){var h=this[n][l].length;this[o][l]=new Array(h),this[s][l]=new Array(h);for(var c=0;c<h;c++){var _=this[n][l][c].length;this[o][l][c]=new Array(_),this[s][l][c]=new Array(_);for(var p=0;p<_;p++){var d=this.map_to_screen(this[n][l][c][p],this[r][l][c][p]),f=d[0],v=d[1];this[o][l][c][p]=f,this[s][l][c][p]=v}}}}}},e.prototype.draw_legend_for_index=function(t,e,i){s.generic_area_legend(this.visuals,t,e,i)},e}(o.GlyphView);i.MultiPolygonsView=c;var _=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"MultiPolygons\",this.prototype.default_view=c,this.coords([[\"xs\",\"ys\"]]),this.mixins([\"line\",\"fill\"])},e}(o.Glyph);i.MultiPolygons=_,_.initClass()},function(t,e,i){var n=t(388),r=t(125),o=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._map_data=function(){var t,e=this._x.length;this.sw=new Float64Array(e),t=\"data\"==this.model.properties.width.units?this.sdist(this.renderer.xscale,this._x,this._width,\"center\"):this._width;for(var i=0;i<e;i++)this.sw[i]=.75*t[i];\"data\"==this.model.properties.height.units?this.sh=this.sdist(this.renderer.yscale,this._y,this._height,\"center\"):this.sh=this._height},e}(r.EllipseOvalView);i.OvalView=o;var s=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Oval\",this.prototype.default_view=o},e}(r.EllipseOval);i.Oval=s,s.initClass()},function(t,e,i){var n=t(388),r=t(150),o=t(147),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._render=function(t,e,i){var n=i.sx,r=i.sy;if(this.visuals.fill.doit){this.visuals.fill.set_value(t);for(var o=0,s=e;o<s.length;o++){var a=s[o];0!=a?isNaN(n[a]+r[a])?(t.closePath(),t.fill(),t.beginPath()):t.lineTo(n[a],r[a]):(t.beginPath(),t.moveTo(n[a],r[a]))}t.closePath(),t.fill()}if(this.visuals.line.doit){this.visuals.line.set_value(t);for(var l=0,h=e;l<h.length;l++){var a=h[l];0!=a?isNaN(n[a]+r[a])?(t.closePath(),t.stroke(),t.beginPath()):t.lineTo(n[a],r[a]):(t.beginPath(),t.moveTo(n[a],r[a]))}return t.closePath(),t.stroke()}},e.prototype.draw_legend_for_index=function(t,e,i){o.generic_area_legend(this.visuals,t,e,i)},e}(r.XYGlyphView);i.PatchView=s;var a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Patch\",this.prototype.default_view=s,this.mixins([\"line\",\"fill\"])},e}(r.XYGlyph);i.Patch=a,a.initClass()},function(t,e,i){var n=t(388),r=t(39),o=t(126),s=t(147),a=t(24),l=t(25),h=t(46),u=t(9),c=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._build_discontinuous_object=function(t){for(var e=[],i=0,n=t.length;i<n;i++){e[i]=[];for(var r=a.copy(t[i]);r.length>0;){var o=a.find_last_index(r,function(t){return h.isStrictNaN(t)}),s=void 0;o>=0?s=r.splice(o):(s=r,r=[]);var l=s.filter(function(t){return!h.isStrictNaN(t)});e[i].push(l)}}return e},e.prototype._index_data=function(){for(var t=this._build_discontinuous_object(this._xs),e=this._build_discontinuous_object(this._ys),i=[],n=0,o=this._xs.length;n<o;n++)for(var s=0,l=t[n].length;s<l;s++){var h=t[n][s],u=e[n][s];0!=h.length&&i.push({minX:a.min(h),minY:a.min(u),maxX:a.max(h),maxY:a.max(u),i:n})}return new r.SpatialIndex(i)},e.prototype._mask_data=function(){var t=this.renderer.plot_view.frame.x_ranges.default,e=[t.min,t.max],i=e[0],n=e[1],r=this.renderer.plot_view.frame.y_ranges.default,o=[r.min,r.max],s=o[0],a=o[1],l=u.validate_bbox_coords([i,n],[s,a]),h=this.index.indices(l);return h.sort(function(t,e){return t-e})},e.prototype._render=function(t,e,i){var n=i.sxs,r=i.sys;this.sxss=this._build_discontinuous_object(n),this.syss=this._build_discontinuous_object(r);for(var o=0,s=e;o<s.length;o++){var a=s[o],l=[n[a],r[a]],h=l[0],u=l[1];if(this.visuals.fill.doit){this.visuals.fill.set_vectorize(t,a);for(var c=0,_=h.length;c<_;c++)0!=c?isNaN(h[c]+u[c])?(t.closePath(),t.fill(),t.beginPath()):t.lineTo(h[c],u[c]):(t.beginPath(),t.moveTo(h[c],u[c]));t.closePath(),t.fill()}if(this.visuals.line.doit){this.visuals.line.set_vectorize(t,a);for(var c=0,_=h.length;c<_;c++)0!=c?isNaN(h[c]+u[c])?(t.closePath(),t.stroke(),t.beginPath()):t.lineTo(h[c],u[c]):(t.beginPath(),t.moveTo(h[c],u[c]));t.closePath(),t.stroke()}}},e.prototype._hit_point=function(t){for(var e=t.sx,i=t.sy,n=this.renderer.xscale.invert(e),r=this.renderer.yscale.invert(i),o=this.index.indices({minX:n,minY:r,maxX:n,maxY:r}),s=[],a=0,l=o.length;a<l;a++)for(var h=o[a],c=this.sxss[h],_=this.syss[h],p=0,d=c.length;p<d;p++)u.point_in_poly(e,i,c[p],_[p])&&s.push(h);var f=u.create_empty_hit_test_result();return f.indices=s,f},e.prototype._get_snap_coord=function(t){return l.sum(t)/t.length},e.prototype.scenterx=function(t,e,i){if(1==this.sxss[t].length)return this._get_snap_coord(this.sxs[t]);for(var n=this.sxss[t],r=this.syss[t],o=0,s=n.length;o<s;o++)if(u.point_in_poly(e,i,n[o],r[o]))return this._get_snap_coord(n[o]);throw new Error(\"unreachable code\")},e.prototype.scentery=function(t,e,i){if(1==this.syss[t].length)return this._get_snap_coord(this.sys[t]);for(var n=this.sxss[t],r=this.syss[t],o=0,s=n.length;o<s;o++)if(u.point_in_poly(e,i,n[o],r[o]))return this._get_snap_coord(r[o]);throw new Error(\"unreachable code\")},e.prototype.draw_legend_for_index=function(t,e,i){s.generic_area_legend(this.visuals,t,e,i)},e}(o.GlyphView);i.PatchesView=c;var _=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Patches\",this.prototype.default_view=c,this.coords([[\"xs\",\"ys\"]]),this.mixins([\"line\",\"fill\"])},e}(o.Glyph);i.Patches=_,_.initClass()},function(t,e,i){var n=t(388),r=t(121),o=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.get_anchor_point=function(t,e,i){var n=Math.min(this.sleft[e],this.sright[e]),r=Math.max(this.sright[e],this.sleft[e]),o=Math.min(this.stop[e],this.sbottom[e]),s=Math.max(this.sbottom[e],this.stop[e]);switch(t){case\"top_left\":return{x:n,y:o};case\"top_center\":return{x:(n+r)/2,y:o};case\"top_right\":return{x:r,y:o};case\"center_right\":return{x:r,y:(o+s)/2};case\"bottom_right\":return{x:r,y:s};case\"bottom_center\":return{x:(n+r)/2,y:s};case\"bottom_left\":return{x:n,y:s};case\"center_left\":return{x:n,y:(o+s)/2};case\"center\":return{x:(n+r)/2,y:(o+s)/2};default:return null}},e.prototype.scenterx=function(t){return(this.sleft[t]+this.sright[t])/2},e.prototype.scentery=function(t){return(this.stop[t]+this.sbottom[t])/2},e.prototype._index_data=function(){return this._index_box(this._right.length)},e.prototype._lrtb=function(t){var e=this._left[t],i=this._right[t],n=this._top[t],r=this._bottom[t];return[e,i,n,r]},e}(r.BoxView);i.QuadView=o;var s=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Quad\",this.prototype.default_view=o,this.coords([[\"right\",\"bottom\"],[\"left\",\"top\"]])},e}(r.Box);i.Quad=s,s.initClass()},function(t,e,i){var n=t(388),r=t(39),o=t(126),s=t(147);function a(t,e,i){if(e==(t+i)/2)return[t,i];var n=(t-e)/(t-2*e+i),r=t*Math.pow(1-n,2)+2*e*(1-n)*n+i*Math.pow(n,2);return[Math.min(t,i,r),Math.max(t,i,r)]}var l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._index_data=function(){for(var t=[],e=0,i=this._x0.length;e<i;e++)if(!isNaN(this._x0[e]+this._x1[e]+this._y0[e]+this._y1[e]+this._cx[e]+this._cy[e])){var n=a(this._x0[e],this._cx[e],this._x1[e]),o=n[0],s=n[1],l=a(this._y0[e],this._cy[e],this._y1[e]),h=l[0],u=l[1];t.push({minX:o,minY:h,maxX:s,maxY:u,i:e})}return new r.SpatialIndex(t)},e.prototype._render=function(t,e,i){var n=i.sx0,r=i.sy0,o=i.sx1,s=i.sy1,a=i.scx,l=i.scy;if(this.visuals.line.doit)for(var h=0,u=e;h<u.length;h++){var c=u[h];isNaN(n[c]+r[c]+o[c]+s[c]+a[c]+l[c])||(t.beginPath(),t.moveTo(n[c],r[c]),t.quadraticCurveTo(a[c],l[c],o[c],s[c]),this.visuals.line.set_vectorize(t,c),t.stroke())}},e.prototype.draw_legend_for_index=function(t,e,i){s.generic_line_legend(this.visuals,t,e,i)},e.prototype.scenterx=function(){throw new Error(\"not implemented\")},e.prototype.scentery=function(){throw new Error(\"not implemented\")},e}(o.GlyphView);i.QuadraticView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Quadratic\",this.prototype.default_view=l,this.coords([[\"x0\",\"y0\"],[\"x1\",\"y1\"],[\"cx\",\"cy\"]]),this.mixins([\"line\"])},e}(o.Glyph);i.Quadratic=h,h.initClass()},function(t,e,i){var n=t(388),r=t(150),o=t(147),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._map_data=function(){\"data\"==this.model.properties.length.units?this.slength=this.sdist(this.renderer.xscale,this._x,this._length):this.slength=this._length},e.prototype._render=function(t,e,i){var n=i.sx,r=i.sy,o=i.slength,s=i._angle;if(this.visuals.line.doit){for(var a=this.renderer.plot_view.frame._width.value,l=this.renderer.plot_view.frame._height.value,h=2*(a+l),u=0,c=o.length;u<c;u++)0==o[u]&&(o[u]=h);for(var _=0,p=e;_<p.length;_++){var u=p[_];isNaN(n[u]+r[u]+s[u]+o[u])||(t.translate(n[u],r[u]),t.rotate(s[u]),t.beginPath(),t.moveTo(0,0),t.lineTo(o[u],0),this.visuals.line.set_vectorize(t,u),t.stroke(),t.rotate(-s[u]),t.translate(-n[u],-r[u]))}}},e.prototype.draw_legend_for_index=function(t,e,i){o.generic_line_legend(this.visuals,t,e,i)},e}(r.XYGlyphView);i.RayView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Ray\",this.prototype.default_view=a,this.mixins([\"line\"]),this.define({length:[s.DistanceSpec],angle:[s.AngleSpec]})},e}(r.XYGlyph);i.Ray=l,l.initClass()},function(t,e,i){var n=t(388),r=t(122),o=t(147),s=t(9),a=t(18),l=t(25),h=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._set_data=function(){this.max_w2=0,\"data\"==this.model.properties.width.units&&(this.max_w2=this.max_width/2),this.max_h2=0,\"data\"==this.model.properties.height.units&&(this.max_h2=this.max_height/2)},e.prototype._map_data=function(){var t,e;if(\"data\"==this.model.properties.width.units)t=this._map_dist_corner_for_data_side_length(this._x,this._width,this.renderer.xscale),this.sw=t[0],this.sx0=t[1];else{this.sw=this._width;var i=this.sx.length;this.sx0=new Float64Array(i);for(var n=0;n<i;n++)this.sx0[n]=this.sx[n]-this.sw[n]/2}if(\"data\"==this.model.properties.height.units)e=this._map_dist_corner_for_data_side_length(this._y,this._height,this.renderer.yscale),this.sh=e[0],this.sy1=e[1];else{this.sh=this._height;var r=this.sy.length;this.sy1=new Float64Array(r);for(var n=0;n<r;n++)this.sy1[n]=this.sy[n]-this.sh[n]/2}var o=this.sw.length;this.ssemi_diag=new Float64Array(o);for(var n=0;n<o;n++)this.ssemi_diag[n]=Math.sqrt(this.sw[n]/2*this.sw[n]/2+this.sh[n]/2*this.sh[n]/2)},e.prototype._render=function(t,e,i){var n=i.sx,r=i.sy,o=i.sx0,s=i.sy1,a=i.sw,l=i.sh,h=i._angle;if(this.visuals.fill.doit)for(var u=0,c=e;u<c.length;u++){var _=c[u];isNaN(n[_]+r[_]+o[_]+s[_]+a[_]+l[_]+h[_])||(this.visuals.fill.set_vectorize(t,_),h[_]?(t.translate(n[_],r[_]),t.rotate(h[_]),t.fillRect(-a[_]/2,-l[_]/2,a[_],l[_]),t.rotate(-h[_]),t.translate(-n[_],-r[_])):t.fillRect(o[_],s[_],a[_],l[_]))}if(this.visuals.line.doit){t.beginPath();for(var p=0,d=e;p<d.length;p++){var _=d[p];isNaN(n[_]+r[_]+o[_]+s[_]+a[_]+l[_]+h[_])||0!=a[_]&&0!=l[_]&&(h[_]?(t.translate(n[_],r[_]),t.rotate(h[_]),t.rect(-a[_]/2,-l[_]/2,a[_],l[_]),t.rotate(-h[_]),t.translate(-n[_],-r[_])):t.rect(o[_],s[_],a[_],l[_]),this.visuals.line.set_vectorize(t,_),t.stroke(),t.beginPath())}t.stroke()}},e.prototype._hit_rect=function(t){return this._hit_rect_against_index(t)},e.prototype._hit_point=function(t){for(var e=t.sx,i=t.sy,n=this.renderer.xscale.invert(e),r=this.renderer.yscale.invert(i),o=[],a=0,h=this.sx0.length;a<h;a++)o.push(this.sx0[a]+this.sw[a]/2);for(var u=[],a=0,h=this.sy1.length;a<h;a++)u.push(this.sy1[a]+this.sh[a]/2);for(var c=l.max(this._ddist(0,o,this.ssemi_diag)),_=l.max(this._ddist(1,u,this.ssemi_diag)),p=n-c,d=n+c,f=r-_,v=r+_,m=[],g=s.validate_bbox_coords([p,d],[f,v]),y=0,b=this.index.indices(g);y<b.length;y++){var a=b[y],x=void 0,w=void 0;if(this._angle[a]){var k=Math.sin(-this._angle[a]),T=Math.cos(-this._angle[a]),C=T*(e-this.sx[a])-k*(i-this.sy[a])+this.sx[a],S=k*(e-this.sx[a])+T*(i-this.sy[a])+this.sy[a];e=C,i=S,w=Math.abs(this.sx[a]-e)<=this.sw[a]/2,x=Math.abs(this.sy[a]-i)<=this.sh[a]/2}else w=e-this.sx0[a]<=this.sw[a]&&e-this.sx0[a]>=0,x=i-this.sy1[a]<=this.sh[a]&&i-this.sy1[a]>=0;x&&w&&m.push(a)}var A=s.create_empty_hit_test_result();return A.indices=m,A},e.prototype._map_dist_corner_for_data_side_length=function(t,e,i){for(var n=t.length,r=new Float64Array(n),o=new Float64Array(n),s=0;s<n;s++)r[s]=Number(t[s])-e[s]/2,o[s]=Number(t[s])+e[s]/2;for(var a=i.v_compute(r),l=i.v_compute(o),h=this.sdist(i,r,e,\"edge\",this.model.dilate),u=a,s=0,c=a.length;s<c;s++)if(a[s]!=l[s]){u=a[s]<l[s]?a:l;break}return[h,u]},e.prototype._ddist=function(t,e,i){for(var n=0==t?this.renderer.xscale:this.renderer.yscale,r=e,o=r.length,s=new Float64Array(o),a=0;a<o;a++)s[a]=r[a]+i[a];for(var l=n.v_invert(r),h=n.v_invert(s),u=l.length,c=new Float64Array(u),a=0;a<u;a++)c[a]=Math.abs(h[a]-l[a]);return c},e.prototype.draw_legend_for_index=function(t,e,i){o.generic_area_legend(this.visuals,t,e,i)},e.prototype._bounds=function(t){var e=t.minX,i=t.maxX,n=t.minY,r=t.maxY;return{minX:e-this.max_w2,maxX:i+this.max_w2,minY:n-this.max_h2,maxY:r+this.max_h2}},e}(r.CenterRotatableView);i.RectView=h;var u=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Rect\",this.prototype.default_view=h,this.define({dilate:[a.Boolean,!1]})},e}(r.CenterRotatable);i.Rect=u,u.initClass()},function(t,e,i){var n=t(388),r=t(9),o=t(39),s=t(126),a=t(147),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._index_data=function(){for(var t=[],e=0,i=this._x0.length;e<i;e++){var n=this._x0[e],r=this._x1[e],s=this._y0[e],a=this._y1[e];isNaN(n+r+s+a)||t.push({minX:Math.min(n,r),minY:Math.min(s,a),maxX:Math.max(n,r),maxY:Math.max(s,a),i:e})}return new o.SpatialIndex(t)},e.prototype._render=function(t,e,i){var n=i.sx0,r=i.sy0,o=i.sx1,s=i.sy1;if(this.visuals.line.doit)for(var a=0,l=e;a<l.length;a++){var h=l[a];isNaN(n[h]+r[h]+o[h]+s[h])||(t.beginPath(),t.moveTo(n[h],r[h]),t.lineTo(o[h],s[h]),this.visuals.line.set_vectorize(t,h),t.stroke())}},e.prototype._hit_point=function(t){for(var e=t.sx,i=t.sy,n={x:e,y:i},o=[],s=this.renderer.xscale.r_invert(e-2,e+2),a=s[0],l=s[1],h=this.renderer.yscale.r_invert(i-2,i+2),u=h[0],c=h[1],_=this.index.indices({minX:a,minY:u,maxX:l,maxY:c}),p=0,d=_;p<d.length;p++){var f=d[p],v=Math.pow(Math.max(2,this.visuals.line.cache_select(\"line_width\",f)/2),2),m={x:this.sx0[f],y:this.sy0[f]},g={x:this.sx1[f],y:this.sy1[f]},y=r.dist_to_segment_squared(n,m,g);y<v&&o.push(f)}var b=r.create_empty_hit_test_result();return b.indices=o,b},e.prototype._hit_span=function(t){var e,i,n,o,s,a=this.renderer.plot_view.frame.bbox.ranges,l=a[0],h=a[1],u=t.sx,c=t.sy;\"v\"==t.direction?(s=this.renderer.yscale.invert(c),e=[this._y0,this._y1],n=e[0],o=e[1]):(s=this.renderer.xscale.invert(u),i=[this._x0,this._x1],n=i[0],o=i[1]);for(var _=[],p=this.renderer.xscale.r_invert(l.start,l.end),d=p[0],f=p[1],v=this.renderer.yscale.r_invert(h.start,h.end),m=v[0],g=v[1],y=this.index.indices({minX:d,minY:m,maxX:f,maxY:g}),b=0,x=y;b<x.length;b++){var w=x[b];(n[w]<=s&&s<=o[w]||o[w]<=s&&s<=n[w])&&_.push(w)}var k=r.create_empty_hit_test_result();return k.indices=_,k},e.prototype.scenterx=function(t){return(this.sx0[t]+this.sx1[t])/2},e.prototype.scentery=function(t){return(this.sy0[t]+this.sy1[t])/2},e.prototype.draw_legend_for_index=function(t,e,i){a.generic_line_legend(this.visuals,t,e,i)},e}(s.GlyphView);i.SegmentView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Segment\",this.prototype.default_view=l,this.coords([[\"x0\",\"y0\"],[\"x1\",\"y1\"]]),this.mixins([\"line\"])},e}(s.Glyph);i.Segment=h,h.initClass()},function(t,e,i){var n=t(388),r=t(150),o=t(147),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._render=function(t,e,i){var n,r,o,s,a,l,h=i.sx,u=i.sy,c=!1,_=null;this.visuals.line.set_value(t);var p=e.length;if(!(p<2)){t.beginPath(),t.moveTo(h[0],u[0]);for(var d=0,f=e;d<f.length;d++){var v=f[d],m=void 0,g=void 0,y=void 0,b=void 0;switch(this.model.mode){case\"before\":n=[h[v-1],u[v]],m=n[0],y=n[1],r=[h[v],u[v]],g=r[0],b=r[1];break;case\"after\":o=[h[v],u[v-1]],m=o[0],y=o[1],s=[h[v],u[v]],g=s[0],b=s[1];break;case\"center\":var x=(h[v-1]+h[v])/2;a=[x,u[v-1]],m=a[0],y=a[1],l=[x,u[v]],g=l[0],b=l[1];break;default:throw new Error(\"unexpected\")}if(c){if(!isFinite(h[v]+u[v])){t.stroke(),t.beginPath(),c=!1,_=v;continue}null!=_&&v-_>1&&(t.stroke(),c=!1)}c?(t.lineTo(m,y),t.lineTo(g,b)):(t.beginPath(),t.moveTo(h[v],u[v]),c=!0),_=v}t.lineTo(h[p-1],u[p-1]),t.stroke()}},e.prototype.draw_legend_for_index=function(t,e,i){o.generic_line_legend(this.visuals,t,e,i)},e}(r.XYGlyphView);i.StepView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Step\",this.prototype.default_view=a,this.mixins([\"line\"]),this.define({mode:[s.StepMode,\"before\"]})},e}(r.XYGlyph);i.Step=l,l.initClass()},function(t,e,i){var n=t(388),r=t(150),o=t(9),s=t(18),a=t(43),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._rotate_point=function(t,e,i,n,r){var o=(t-i)*Math.cos(r)-(e-n)*Math.sin(r)+i,s=(t-i)*Math.sin(r)+(e-n)*Math.cos(r)+n;return[o,s]},e.prototype._text_bounds=function(t,e,i,n){var r=[t,t+i,t+i,t,t],o=[e,e,e-n,e-n,e];return[r,o]},e.prototype._render=function(t,e,i){var n=i.sx,r=i.sy,o=i._x_offset,s=i._y_offset,l=i._angle,h=i._text;this._sys=[],this._sxs=[];for(var u=0,c=e;u<c.length;u++){var _=c[u];if(!isNaN(n[_]+r[_]+o[_]+s[_]+l[_])&&null!=h[_]&&(this._sxs[_]=[],this._sys[_]=[],this.visuals.text.doit)){var p=\"\"+h[_];t.save(),t.translate(n[_]+o[_],r[_]+s[_]),t.rotate(l[_]),this.visuals.text.set_vectorize(t,_);var d=this.visuals.text.cache_select(\"font\",_),f=a.measure_font(d).height,v=this.visuals.text.text_line_height.value()*f;if(-1==p.indexOf(\"\\n\")){t.fillText(p,0,0);var m=n[_]+o[_],g=r[_]+s[_],y=t.measureText(p).width,b=this._text_bounds(m,g,y,v),x=b[0],w=b[1];this._sxs[_].push(x),this._sys[_].push(w)}else{var k=p.split(\"\\n\"),T=v*k.length,C=this.visuals.text.cache_select(\"text_baseline\",_),S=void 0;switch(C){case\"top\":S=0;break;case\"middle\":S=-T/2+v/2;break;case\"bottom\":S=-T+v;break;default:S=0,console.warn(\"'\"+C+\"' baseline not supported with multi line text\")}for(var A=0,M=k;A<M.length;A++){var E=M[A];t.fillText(E,0,S);var m=n[_]+o[_],g=S+r[_]+s[_],y=t.measureText(E).width,z=this._text_bounds(m,g,y,v),x=z[0],w=z[1];this._sxs[_].push(x),this._sys[_].push(w),S+=v}}t.restore()}}},e.prototype._hit_point=function(t){for(var e=t.sx,i=t.sy,n=[],r=0;r<this._sxs.length;r++)for(var s=this._sxs[r],a=this._sys[r],l=s.length,h=0,u=l;h<u;h++){var c=this._rotate_point(e,i,s[l-1][0],a[l-1][0],-this._angle[r]),_=c[0],p=c[1];o.point_in_poly(_,p,s[h],a[h])&&n.push(r)}var d=o.create_empty_hit_test_result();return d.indices=n,d},e.prototype._scenterxy=function(t){var e=this._sxs[t][0][0],i=this._sys[t][0][0],n=(this._sxs[t][0][2]+e)/2,r=(this._sys[t][0][2]+i)/2,o=this._rotate_point(n,r,e,i,this._angle[t]),s=o[0],a=o[1];return{x:s,y:a}},e.prototype.scenterx=function(t){return this._scenterxy(t).x},e.prototype.scentery=function(t){return this._scenterxy(t).y},e}(r.XYGlyphView);i.TextView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Text\",this.prototype.default_view=l,this.mixins([\"text\"]),this.define({text:[s.NullStringSpec,{field:\"text\"}],angle:[s.AngleSpec,0],x_offset:[s.NumberSpec,0],y_offset:[s.NumberSpec,0]})},e}(r.XYGlyph);i.Text=h,h.initClass()},function(t,e,i){var n=t(9);i.generic_line_legend=function(t,e,i,n){var r=i.x0,o=i.x1,s=i.y0,a=i.y1;e.save(),e.beginPath(),e.moveTo(r,(s+a)/2),e.lineTo(o,(s+a)/2),t.line.doit&&(t.line.set_vectorize(e,n),e.stroke()),e.restore()},i.generic_area_legend=function(t,e,i,n){var r=i.x0,o=i.x1,s=i.y0,a=i.y1,l=.1*Math.abs(o-r),h=.1*Math.abs(a-s),u=r+l,c=o-l,_=s+h,p=a-h;t.fill.doit&&(t.fill.set_vectorize(e,n),e.fillRect(u,_,c-u,p-_)),t.line.doit&&(e.beginPath(),e.rect(u,_,c-u,p-_),t.line.set_vectorize(e,n),e.stroke())},i.line_interpolation=function(t,e,i,r,o,s){var a,l,h,u,c,_,p,d,f,v,m=e.sx,g=e.sy;\"point\"==e.type?(a=t.yscale.r_invert(g-1,g+1),f=a[0],v=a[1],l=t.xscale.r_invert(m-1,m+1),p=l[0],d=l[1]):\"v\"==e.direction?(h=t.yscale.r_invert(g,g),f=h[0],v=h[1],u=[Math.min(i-1,o-1),Math.max(i+1,o+1)],p=u[0],d=u[1]):(c=t.xscale.r_invert(m,m),p=c[0],d=c[1],_=[Math.min(r-1,s-1),Math.max(r+1,s+1)],f=_[0],v=_[1]);var y=n.check_2_segments_intersect(p,f,d,v,i,r,o,s),b=y.x,x=y.y;return[b,x]}},function(t,e,i){var n=t(388),r=t(121),o=t(18),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.scenterx=function(t){return this.sx[t]},e.prototype.scentery=function(t){return(this.stop[t]+this.sbottom[t])/2},e.prototype._index_data=function(){return this._index_box(this._x.length)},e.prototype._lrtb=function(t){var e=this._x[t]-this._width[t]/2,i=this._x[t]+this._width[t]/2,n=Math.max(this._top[t],this._bottom[t]),r=Math.min(this._top[t],this._bottom[t]);return[e,i,n,r]},e.prototype._map_data=function(){this.sx=this.renderer.xscale.v_compute(this._x),this.sw=this.sdist(this.renderer.xscale,this._x,this._width,\"center\"),this.stop=this.renderer.yscale.v_compute(this._top),this.sbottom=this.renderer.yscale.v_compute(this._bottom);var t=this.sx.length;this.sleft=new Float64Array(t),this.sright=new Float64Array(t);for(var e=0;e<t;e++)this.sleft[e]=this.sx[e]-this.sw[e]/2,this.sright[e]=this.sx[e]+this.sw[e]/2;this._clamp_viewport()},e}(r.BoxView);i.VBarView=s;var a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"VBar\",this.prototype.default_view=s,this.coords([[\"x\",\"bottom\"]]),this.define({width:[o.DistanceSpec],top:[o.CoordinateSpec]}),this.override({bottom:0})},e}(r.Box);i.VBar=a,a.initClass()},function(t,e,i){var n=t(388),r=t(150),o=t(147),s=t(9),a=t(18),l=t(34),h=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._map_data=function(){\"data\"==this.model.properties.radius.units?this.sradius=this.sdist(this.renderer.xscale,this._x,this._radius):this.sradius=this._radius},e.prototype._render=function(t,e,i){for(var n=i.sx,r=i.sy,o=i.sradius,s=i._start_angle,a=i._end_angle,l=this.model.properties.direction.value(),h=0,u=e;h<u.length;h++){var c=u[h];isNaN(n[c]+r[c]+o[c]+s[c]+a[c])||(t.beginPath(),t.arc(n[c],r[c],o[c],s[c],a[c],l),t.lineTo(n[c],r[c]),t.closePath(),this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(t,c),t.fill()),this.visuals.line.doit&&(this.visuals.line.set_vectorize(t,c),t.stroke()))}},e.prototype._hit_point=function(t){var e,i,n,r,o,a,h,u,c,_,p,d,f,v=t.sx,m=t.sy,g=this.renderer.xscale.invert(v),y=this.renderer.yscale.invert(m),b=2*this.max_radius;\"data\"===this.model.properties.radius.units?(_=g-b,p=g+b,d=y-b,f=y+b):(a=v-b,h=v+b,e=this.renderer.xscale.r_invert(a,h),_=e[0],p=e[1],u=m-b,c=m+b,i=this.renderer.yscale.r_invert(u,c),d=i[0],f=i[1]);for(var x=[],w=s.validate_bbox_coords([_,p],[d,f]),k=0,T=this.index.indices(w);k<T.length;k++){var C=T[k],S=Math.pow(this.sradius[C],2);n=this.renderer.xscale.r_compute(g,this._x[C]),a=n[0],h=n[1],r=this.renderer.yscale.r_compute(y,this._y[C]),u=r[0],c=r[1],(o=Math.pow(a-h,2)+Math.pow(u-c,2))<=S&&x.push([C,o])}for(var A=this.model.properties.direction.value(),M=[],E=0,z=x;E<z.length;E++){var O=z[E],C=O[0],P=O[1],j=Math.atan2(m-this.sy[C],v-this.sx[C]);l.angle_between(-j,-this._start_angle[C],-this._end_angle[C],A)&&M.push([C,P])}return s.create_hit_test_result_from_hits(M)},e.prototype.draw_legend_for_index=function(t,e,i){o.generic_area_legend(this.visuals,t,e,i)},e.prototype._scenterxy=function(t){var e=this.sradius[t]/2,i=(this._start_angle[t]+this._end_angle[t])/2;return{x:this.sx[t]+e*Math.cos(i),y:this.sy[t]+e*Math.sin(i)}},e.prototype.scenterx=function(t){return this._scenterxy(t).x},e.prototype.scentery=function(t){return this._scenterxy(t).y},e}(r.XYGlyphView);i.WedgeView=h;var u=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Wedge\",this.prototype.default_view=h,this.mixins([\"line\",\"fill\"]),this.define({direction:[a.Direction,\"anticlock\"],radius:[a.DistanceSpec],start_angle:[a.AngleSpec],end_angle:[a.AngleSpec]})},e}(r.XYGlyph);i.Wedge=u,u.initClass()},function(t,e,i){var n=t(388),r=t(39),o=t(126),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._index_data=function(){for(var t=[],e=0,i=this._x.length;e<i;e++){var n=this._x[e],o=this._y[e];!isNaN(n+o)&&isFinite(n+o)&&t.push({minX:n,minY:o,maxX:n,maxY:o,i:e})}return new r.SpatialIndex(t)},e.prototype.scenterx=function(t){return this.sx[t]},e.prototype.scentery=function(t){return this.sy[t]},e}(o.GlyphView);i.XYGlyphView=s;var a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"XYGlyph\",this.coords([[\"x\",\"y\"]])},e}(o.Glyph);i.XYGlyph=a,a.initClass()},function(t,e,i){var n=t(388),r=t(62),o=t(25),s=t(24),a=t(9),l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"GraphHitTestPolicy\"},e.prototype._hit_test_nodes=function(t,e){if(!e.model.visible)return null;var i=e.node_view.glyph.hit_test(t);return null==i?null:e.node_view.model.view.convert_selection_from_subset(i)},e.prototype._hit_test_edges=function(t,e){if(!e.model.visible)return null;var i=e.edge_view.glyph.hit_test(t);return null==i?null:e.edge_view.model.view.convert_selection_from_subset(i)},e}(r.Model);i.GraphHitTestPolicy=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"NodesOnly\"},e.prototype.hit_test=function(t,e){return this._hit_test_nodes(t,e)},e.prototype.do_selection=function(t,e,i,n){if(null==t)return!1;var r=e.node_renderer.data_source.selected;return r.update(t,i,n),e.node_renderer.data_source._select.emit(),!r.is_empty()},e.prototype.do_inspection=function(t,e,i,n,r){if(null==t)return!1;var o=i.model.get_selection_manager().get_or_create_inspector(i.node_view.model);return o.update(t,n,r),i.node_view.model.data_source.setv({inspected:o},{silent:!0}),i.node_view.model.data_source.inspect.emit([i.node_view,{geometry:e}]),!o.is_empty()},e}(l);i.NodesOnly=h,h.initClass();var u=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"NodesAndLinkedEdges\"},e.prototype.hit_test=function(t,e){return this._hit_test_nodes(t,e)},e.prototype.get_linked_edges=function(t,e,i){var n=[];\"selection\"==i?n=t.selected.indices.map(function(e){return t.data.index[e]}):\"inspection\"==i&&(n=t.inspected.indices.map(function(e){return t.data.index[e]}));for(var r=[],o=0;o<e.data.start.length;o++)(s.contains(n,e.data.start[o])||s.contains(n,e.data.end[o]))&&r.push(o);for(var l=a.create_empty_hit_test_result(),h=0,u=r;h<u.length;h++){var o=u[h];l.multiline_indices[o]=[0]}return l.indices=r,l},e.prototype.do_selection=function(t,e,i,n){if(null==t)return!1;var r=e.node_renderer.data_source.selected;r.update(t,i,n);var o=e.edge_renderer.data_source.selected,s=this.get_linked_edges(e.node_renderer.data_source,e.edge_renderer.data_source,\"selection\");return o.update(s,i,n),e.node_renderer.data_source._select.emit(),!r.is_empty()},e.prototype.do_inspection=function(t,e,i,n,r){if(null==t)return!1;var o=i.node_view.model.data_source.selection_manager.get_or_create_inspector(i.node_view.model);o.update(t,n,r),i.node_view.model.data_source.setv({inspected:o},{silent:!0});var s=i.edge_view.model.data_source.selection_manager.get_or_create_inspector(i.edge_view.model),a=this.get_linked_edges(i.node_view.model.data_source,i.edge_view.model.data_source,\"inspection\");return s.update(a,n,r),i.edge_view.model.data_source.setv({inspected:s},{silent:!0}),i.node_view.model.data_source.inspect.emit([i.node_view,{geometry:e}]),!o.is_empty()},e}(l);i.NodesAndLinkedEdges=u,u.initClass();var c=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"EdgesAndLinkedNodes\"},e.prototype.hit_test=function(t,e){return this._hit_test_edges(t,e)},e.prototype.get_linked_nodes=function(t,e,i){var n=[];\"selection\"==i?n=e.selected.indices:\"inspection\"==i&&(n=e.inspected.indices);for(var r=[],l=0,h=n;l<h.length;l++){var u=h[l];r.push(e.data.start[u]),r.push(e.data.end[u])}var c=s.uniq(r).map(function(e){return o.indexOf(t.data.index,e)}),_=a.create_empty_hit_test_result();return _.indices=c,_},e.prototype.do_selection=function(t,e,i,n){if(null==t)return!1;var r=e.edge_renderer.data_source.selected;r.update(t,i,n);var o=e.node_renderer.data_source.selected,s=this.get_linked_nodes(e.node_renderer.data_source,e.edge_renderer.data_source,\"selection\");return o.update(s,i,n),e.edge_renderer.data_source._select.emit(),!r.is_empty()},e.prototype.do_inspection=function(t,e,i,n,r){if(null==t)return!1;var o=i.edge_view.model.data_source.selection_manager.get_or_create_inspector(i.edge_view.model);o.update(t,n,r),i.edge_view.model.data_source.setv({inspected:o},{silent:!0});var s=i.node_view.model.data_source.selection_manager.get_or_create_inspector(i.node_view.model),a=this.get_linked_nodes(i.node_view.model.data_source,i.edge_view.model.data_source,\"inspection\");return s.update(a,n,r),i.node_view.model.data_source.setv({inspected:s},{silent:!0}),i.edge_view.model.data_source.inspect.emit([i.edge_view,{geometry:e}]),!o.is_empty()},e}(l);i.EdgesAndLinkedNodes=c,c.initClass()},function(t,e,i){var n=t(388);n.__exportStar(t(151),i),n.__exportStar(t(153),i),n.__exportStar(t(154),i)},function(t,e,i){var n=t(388),r=t(62),o=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"LayoutProvider\"},e}(r.Model);i.LayoutProvider=o,o.initClass()},function(t,e,i){var n=t(388),r=t(153),o=t(18),s=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"StaticLayoutProvider\",this.define({graph_layout:[o.Any,{}]})},e.prototype.get_node_coordinates=function(t){for(var e=[],i=[],n=t.data.index,r=0,o=n.length;r<o;r++){var s=this.graph_layout[n[r]],a=null!=s?s:[NaN,NaN],l=a[0],h=a[1];e.push(l),i.push(h)}return[e,i]},e.prototype.get_edge_coordinates=function(t){for(var e,i,n=[],r=[],o=t.data.start,s=t.data.end,a=null!=t.data.xs&&null!=t.data.ys,l=0,h=o.length;l<h;l++){var u=null!=this.graph_layout[o[l]]&&null!=this.graph_layout[s[l]];if(a&&u)n.push(t.data.xs[l]),r.push(t.data.ys[l]);else{var c=void 0,_=void 0;u?(e=[this.graph_layout[o[l]],this.graph_layout[s[l]]],_=e[0],c=e[1]):(_=(i=[[NaN,NaN],[NaN,NaN]])[0],c=i[1]),n.push([_[0],c[0]]),r.push([_[1],c[1]])}}return[n,r]},e}(r.LayoutProvider);i.StaticLayoutProvider=s,s.initClass()},function(t,e,i){var n=t(388),r=t(195),o=t(18),s=t(46),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),Object.defineProperty(e.prototype,\"_x_range_name\",{get:function(){return this.model.x_range_name},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"_y_range_name\",{get:function(){return this.model.y_range_name},enumerable:!0,configurable:!0}),e.prototype.render=function(){if(this.model.visible){var 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.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.change,function(){return e.request_render()})},e.prototype._draw_regions=function(t){if(this.visuals.band_fill.doit){var e=this.grid_coords(\"major\",!1),i=e[0],n=e[1];this.visuals.band_fill.set_value(t);for(var r=0;r<i.length-1;r++)if(r%2==1){var o=this.plot_view.map_to_screen(i[r],n[r],this._x_range_name,this._y_range_name),s=o[0],a=o[1],l=this.plot_view.map_to_screen(i[r+1],n[r+1],this._x_range_name,this._y_range_name),h=l[0],u=l[1];t.fillRect(s[0],a[0],h[1]-s[0],u[1]-a[0])}}},e.prototype._draw_grids=function(t){if(this.visuals.grid_line.doit){var e=this.grid_coords(\"major\"),i=e[0],n=e[1];this._draw_grid_helper(t,this.visuals.grid_line,i,n)}},e.prototype._draw_minor_grids=function(t){if(this.visuals.minor_grid_line.doit){var e=this.grid_coords(\"minor\"),i=e[0],n=e[1];this._draw_grid_helper(t,this.visuals.minor_grid_line,i,n)}},e.prototype._draw_grid_helper=function(t,e,i,n){e.set_value(t);for(var r=0;r<i.length;r++){var o=this.plot_view.map_to_screen(i[r],n[r],this._x_range_name,this._y_range_name),s=o[0],a=o[1];t.beginPath(),t.moveTo(Math.round(s[0]),Math.round(a[0]));for(var l=1;l<s.length;l++)t.lineTo(Math.round(s[l]),Math.round(a[l]));t.stroke()}},e.prototype.ranges=function(){var t=this.model.dimension,e=(t+1)%2,i=this.plot_view.frame,n=[i.x_ranges[this.model.x_range_name],i.y_ranges[this.model.y_range_name]];return[n[t],n[e]]},e.prototype.computed_bounds=function(){var t,e,i,n=this.ranges()[0],r=this.model.bounds,o=[n.min,n.max];if(s.isArray(r))e=Math.min(r[0],r[1]),i=Math.max(r[0],r[1]),e<o[0]&&(e=o[0]),i>o[1]&&(i=o[1]);else{e=o[0],i=o[1];for(var a=0,l=this.plot_view.axis_views;a<l.length;a++){var h=l[a];h.dimension==this.model.dimension&&h.model.x_range_name==this.model.x_range_name&&h.model.y_range_name==this.model.y_range_name&&(t=h.computed_bounds,e=t[0],i=t[1])}}return[e,i]},e.prototype.grid_coords=function(t,e){var i;void 0===e&&(e=!0);var n=this.model.dimension,r=(n+1)%2,o=this.ranges(),s=o[0],a=o[1],l=this.computed_bounds(),h=l[0],u=l[1];i=[Math.min(h,u),Math.max(h,u)],h=i[0],u=i[1];var c=this.model.ticker.get_ticks(h,u,s,a.min,{})[t],_=s.min,p=s.max,d=a.min,f=a.max,v=[[],[]];e||(c[0]!=_&&c.splice(0,0,_),c[c.length-1]!=p&&c.push(p));for(var m=0;m<c.length;m++)if(c[m]!=_&&c[m]!=p||!e){for(var g=[],y=[],b=0;b<2;b++){var x=d+(f-d)/1*b;g.push(c[m]),y.push(x)}v[n].push(g),v[r].push(y)}return v},e}(r.GuideRendererView);i.GridView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Grid\",this.prototype.default_view=a,this.mixins([\"line:grid_\",\"line:minor_grid_\",\"fill:band_\"]),this.define({bounds:[o.Any,\"auto\"],dimension:[o.Any,0],ticker:[o.Instance],x_range_name:[o.String,\"default\"],y_range_name:[o.String,\"default\"]}),this.override({level:\"underlay\",band_fill_color:null,band_fill_alpha:0,grid_line_color:\"#e5e5e5\",minor_grid_line_color:null})},e}(r.GuideRenderer);i.Grid=l,l.initClass()},function(t,e,i){var n=t(155);i.Grid=n.Grid},function(t,e,i){var n=t(388);n.__exportStar(t(69),i),n.__exportStar(t(86),i),n.__exportStar(t(92),i),n.__exportStar(t(96),i),n.__exportStar(t(99),i),n.__exportStar(t(105),i),n.__exportStar(t(111),i),n.__exportStar(t(133),i),n.__exportStar(t(152),i),n.__exportStar(t(156),i),n.__exportStar(t(162),i),n.__exportStar(t(173),i),n.__exportStar(t(284),i),n.__exportStar(t(178),i),n.__exportStar(t(183),i),n.__exportStar(t(189),i),n.__exportStar(t(196),i),n.__exportStar(t(199),i),n.__exportStar(t(203),i),n.__exportStar(t(212),i),n.__exportStar(t(224),i),n.__exportStar(t(234),i),n.__exportStar(t(270),i)},function(t,e,i){var n=t(388),r=t(163),o=t(18),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.properties.children.change,function(){return e.rebuild()})},Object.defineProperty(e.prototype,\"child_models\",{get:function(){return this.model.children},enumerable:!0,configurable:!0}),e}(r.LayoutDOMView);i.BoxView=s;var a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Box\",this.define({children:[o.Array,[]],spacing:[o.Number,0]})},e}(r.LayoutDOM);i.Box=a,a.initClass()},function(t,e,i){var n=t(388),r=t(158),o=t(11),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._update_layout=function(){var t=this.child_views.map(function(t){return t.layout});this.layout=new o.Column(t),this.layout.rows=this.model.rows,this.layout.spacing=[this.model.spacing,0],this.layout.set_sizing(this.box_sizing())},e}(r.BoxView);i.ColumnView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Column\",this.prototype.default_view=a,this.define({rows:[s.Any,\"auto\"]})},e}(r.Box);i.Column=l,l.initClass()},function(t,e,i){var n=t(388),r=t(163),o=t(11),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.properties.children.change,function(){return e.rebuild()})},Object.defineProperty(e.prototype,\"child_models\",{get:function(){return this.model.children.map(function(t){var e=t[0];return e})},enumerable:!0,configurable:!0}),e.prototype._update_layout=function(){this.layout=new o.Grid,this.layout.rows=this.model.rows,this.layout.cols=this.model.cols,this.layout.spacing=this.model.spacing;for(var t=0,e=this.model.children;t<e.length;t++){var i=e[t],n=i[0],r=i[1],s=i[2],a=i[3],l=i[4],h=this._child_views[n.id];this.layout.items.push({layout:h.layout,row:r,col:s,row_span:a,col_span:l})}this.layout.set_sizing(this.box_sizing())},e}(r.LayoutDOMView);i.GridBoxView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"GridBox\",this.prototype.default_view=a,this.define({children:[s.Array,[]],rows:[s.Any,\"auto\"],cols:[s.Any,\"auto\"],spacing:[s.Any,0]})},e}(r.LayoutDOM);i.GridBox=l,l.initClass()},function(t,e,i){var n=t(388),r=t(163),o=t(13),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),Object.defineProperty(e.prototype,\"child_models\",{get:function(){return[]},enumerable:!0,configurable:!0}),e.prototype._update_layout=function(){this.layout=new o.ContentBox(this.el),this.layout.set_sizing(this.box_sizing())},e}(r.LayoutDOMView);i.HTMLBoxView=s;var a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"HTMLBox\"},e}(r.LayoutDOM);i.HTMLBox=a,a.initClass()},function(t,e,i){var n=t(158);i.Box=n.Box;var r=t(159);i.Column=r.Column;var o=t(160);i.GridBox=o.GridBox;var s=t(161);i.HTMLBox=s.HTMLBox;var a=t(163);i.LayoutDOM=a.LayoutDOM;var l=t(164);i.Row=l.Row;var h=t(165);i.Spacer=h.Spacer;var u=t(166);i.Panel=u.Panel,i.Tabs=u.Tabs;var c=t(167);i.WidgetBox=c.WidgetBox},function(t,e,i){var n=t(388),r=t(62),o=t(5),s=t(17),a=t(46),l=t(18),h=t(4),u=t(6),c=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e._idle_notified=!1,e._offset_parent=null,e._viewport={},e}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.el.style.position=this.is_root?\"relative\":\"absolute\",this._child_views={},this.build_child_views()},e.prototype.remove=function(){for(var e=0,i=this.child_views;e<i.length;e++){var n=i[e];n.remove()}this._child_views={},t.prototype.remove.call(this)},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.is_root&&(this._on_resize=function(){return e.resize_layout()},window.addEventListener(\"resize\",this._on_resize),this._parent_observer=setInterval(function(){var t=e.el.offsetParent;e._offset_parent!=t&&(e._offset_parent=t,null!=t&&(e.compute_viewport(),e.invalidate_layout()))},250));var i=this.model.properties;this.on_change([i.width,i.height,i.min_width,i.min_height,i.max_width,i.max_height,i.margin,i.width_policy,i.height_policy,i.sizing_mode,i.aspect_ratio,i.visible,i.background,i.css_classes],function(){return e.invalidate_layout()})},e.prototype.disconnect_signals=function(){null!=this._parent_observer&&clearTimeout(this._parent_observer),null!=this._on_resize&&window.removeEventListener(\"resize\",this._on_resize),t.prototype.disconnect_signals.call(this)},e.prototype.css_classes=function(){return t.prototype.css_classes.call(this).concat(this.model.css_classes)},Object.defineProperty(e.prototype,\"child_views\",{get:function(){var t=this;return this.child_models.map(function(e){return t._child_views[e.id]})},enumerable:!0,configurable:!0}),e.prototype.build_child_views=function(){h.build_views(this._child_views,this.child_models,{parent:this})},e.prototype.render=function(){var e;t.prototype.render.call(this),o.empty(this.el);var i=this.model.background;this.el.style.backgroundColor=null!=i?i:\"\",(e=o.classes(this.el).clear()).add.apply(e,this.css_classes());for(var n=0,r=this.child_views;n<r.length;n++){var s=r[n];this.el.appendChild(s.el),s.render()}},e.prototype.update_layout=function(){for(var t=0,e=this.child_views;t<e.length;t++){var i=e[t];i.update_layout()}this._update_layout()},e.prototype.update_position=function(){this.el.style.display=this.model.visible?\"block\":\"none\";var t=this.is_root?this.layout.sizing.margin:void 0;o.position(this.el,this.layout.bbox,t);for(var e=0,i=this.child_views;e<i.length;e++){var n=i[e];n.update_position()}},e.prototype.after_layout=function(){for(var t=0,e=this.child_views;t<e.length;t++){var i=e[t];i.after_layout()}this._has_finished=!0},e.prototype.compute_viewport=function(){this._viewport=this._viewport_size()},e.prototype.renderTo=function(t){t.appendChild(this.el),this._offset_parent=this.el.offsetParent,this.compute_viewport(),this.build()},e.prototype.build=function(){return this.assert_root(),this.render(),this.update_layout(),this.compute_layout(),this},e.prototype.rebuild=function(){this.build_child_views(),this.render(),this.invalidate_layout()},e.prototype.compute_layout=function(){var t=Date.now();this.layout.compute(this._viewport),this.update_position(),this.after_layout(),s.logger.debug(\"layout computed in \"+(Date.now()-t)+\" ms\"),this.notify_finished()},e.prototype.resize_layout=function(){this.root.compute_viewport(),this.root.compute_layout()},e.prototype.invalidate_layout=function(){this.root.update_layout(),this.root.compute_layout()},e.prototype.has_finished=function(){if(!t.prototype.has_finished.call(this))return!1;for(var e=0,i=this.child_views;e<i.length;e++){var n=i[e];if(!n.has_finished())return!1}return!0},e.prototype.notify_finished=function(){this.is_root?!this._idle_notified&&this.has_finished()&&null!=this.model.document&&(this._idle_notified=!0,this.model.document.notify_idle(this.model)):this.root.notify_finished()},e.prototype._width_policy=function(){return null!=this.model.width?\"fixed\":\"fit\"},e.prototype._height_policy=function(){return null!=this.model.height?\"fixed\":\"fit\"},e.prototype.box_sizing=function(){var t=this.model,e=t.width_policy,i=t.height_policy,n=t.aspect_ratio;\"auto\"==e&&(e=this._width_policy()),\"auto\"==i&&(i=this._height_policy());var r=this.model.sizing_mode;if(null!=r)if(\"fixed\"==r)e=i=\"fixed\";else if(\"stretch_both\"==r)e=i=\"max\";else if(\"stretch_width\"==r)e=\"max\";else if(\"stretch_height\"==r)i=\"max\";else switch(null==n&&(n=\"auto\"),r){case\"scale_width\":e=\"max\",i=\"min\";break;case\"scale_height\":e=\"min\",i=\"max\";break;case\"scale_both\":e=\"max\",i=\"max\";break;default:throw new Error(\"unreachable\")}var o={width_policy:e,height_policy:i},s=this.model,l=s.min_width,h=s.min_height;null!=l&&(o.min_width=l),null!=h&&(o.min_height=h);var u=this.model,c=u.width,_=u.height;null!=c&&(o.width=c),null!=_&&(o.height=_);var p=this.model,d=p.max_width,f=p.max_height;null!=d&&(o.max_width=d),null!=f&&(o.max_height=f),\"auto\"==n&&null!=c&&null!=_?o.aspect=c/_:a.isNumber(n)&&(o.aspect=n);var v=this.model.margin;if(null!=v)if(a.isNumber(v))o.margin={top:v,right:v,bottom:v,left:v};else if(2==v.length){var m=v[0],g=v[1];o.margin={top:m,right:g,bottom:m,left:g}}else{var y=v[0],b=v[1],x=v[2],w=v[3];o.margin={top:y,right:b,bottom:x,left:w}}o.visible=this.model.visible;var k=this.model.align;return a.isArray(k)?(o.halign=k[0],o.valign=k[1]):o.halign=o.valign=k,o},e.prototype._viewport_size=function(){var t=this;return o.undisplayed(this.el,function(){for(var e=t.el;e=e.parentElement;)if(!e.classList.contains(\"bk-root\")){if(e==document.body){var i=o.extents(document.body).margin,n=i.left,r=i.right,s=i.top,a=i.bottom,l=Math.ceil(document.documentElement.clientWidth-n-r),h=Math.ceil(document.documentElement.clientHeight-s-a);return{width:l,height:h}}var u=o.extents(e).padding,c=u.left,_=u.right,p=u.top,d=u.bottom,f=e.getBoundingClientRect(),v=f.width,m=f.height,g=Math.ceil(v-c-_),y=Math.ceil(m-p-d);if(g>0||y>0)return{width:g>0?g:void 0,height:y>0?y:void 0}}return{}})},e.prototype.serializable_state=function(){return n.__assign({},t.prototype.serializable_state.call(this),{bbox:this.layout.bbox.rect,children:this.child_views.map(function(t){return t.serializable_state()})})},e}(u.DOMView);i.LayoutDOMView=c;var _=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"LayoutDOM\",this.define({width:[l.Number,null],height:[l.Number,null],min_width:[l.Number,null],min_height:[l.Number,null],max_width:[l.Number,null],max_height:[l.Number,null],margin:[l.Any,[0,0,0,0]],width_policy:[l.Any,\"auto\"],height_policy:[l.Any,\"auto\"],aspect_ratio:[l.Any,null],sizing_mode:[l.SizingMode,null],visible:[l.Boolean,!0],disabled:[l.Boolean,!1],align:[l.Any,\"start\"],background:[l.Color,null],css_classes:[l.Array,[]]})},e}(r.Model);i.LayoutDOM=_,_.initClass()},function(t,e,i){var n=t(388),r=t(158),o=t(11),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._update_layout=function(){var t=this.child_views.map(function(t){return t.layout});this.layout=new o.Row(t),this.layout.cols=this.model.cols,this.layout.spacing=[0,this.model.spacing],this.layout.set_sizing(this.box_sizing())},e}(r.BoxView);i.RowView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Row\",this.prototype.default_view=a,this.define({cols:[s.Any,\"auto\"]})},e}(r.Box);i.Row=l,l.initClass()},function(t,e,i){var n=t(388),r=t(163),o=t(13),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),Object.defineProperty(e.prototype,\"child_models\",{get:function(){return[]},enumerable:!0,configurable:!0}),e.prototype._update_layout=function(){this.layout=new o.LayoutItem,this.layout.set_sizing(this.box_sizing())},e}(r.LayoutDOMView);i.SpacerView=s;var a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Spacer\",this.prototype.default_view=s},e}(r.LayoutDOM);i.Spacer=a,a.initClass()},function(t,e,i){var n=t(388),r=t(13),o=t(5),s=t(24),a=t(18),l=t(163),h=t(62),u=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.properties.tabs.change,function(){return e.rebuild()}),this.connect(this.model.properties.active.change,function(){return e.on_active_change()})},Object.defineProperty(e.prototype,\"child_models\",{get:function(){return this.model.tabs.map(function(t){return t.child})},enumerable:!0,configurable:!0}),e.prototype._update_layout=function(){var t=this.model.tabs_location,e=\"above\"==t||\"below\"==t,i=this.scroll_el,a=this.headers_el;this.header=new(function(t){function r(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(r,t),r.prototype._measure=function(n){var r=o.size(i),l=o.children(a).slice(0,3).map(function(t){return o.size(t)}),h=t.prototype._measure.call(this,n),u=h.width,c=h.height;if(e){var _=r.width+s.sum(l.map(function(t){return t.width}));return{width:n.width!=1/0?n.width:_,height:c}}var p=r.height+s.sum(l.map(function(t){return t.height}));return{width:u,height:n.height!=1/0?n.height:p}},r}(r.ContentBox))(this.header_el),e?this.header.set_sizing({width_policy:\"fit\",height_policy:\"fixed\"}):this.header.set_sizing({width_policy:\"fixed\",height_policy:\"fit\"});var l=1,h=1;switch(t){case\"above\":l-=1;break;case\"below\":l+=1;break;case\"left\":h-=1;break;case\"right\":h+=1}var u={layout:this.header,row:l,col:h},c=this.child_views.map(function(t){return{layout:t.layout,row:1,col:1}});this.layout=new r.Grid([u].concat(c)),this.layout.set_sizing(this.box_sizing())},e.prototype.update_position=function(){t.prototype.update_position.call(this),this.header_el.style.position=\"absolute\",o.position(this.header_el,this.header.bbox);var e=this.model.tabs_location,i=\"above\"==e||\"below\"==e,n=o.size(this.scroll_el),r=o.scroll_size(this.headers_el);if(i){var s=this.header.bbox.width;r.width>s?(this.wrapper_el.style.maxWidth=s-n.width+\"px\",o.display(this.scroll_el)):(this.wrapper_el.style.maxWidth=\"\",o.undisplay(this.scroll_el))}else{var a=this.header.bbox.height;r.height>a?(this.wrapper_el.style.maxHeight=a-n.height+\"px\",o.display(this.scroll_el)):(this.wrapper_el.style.maxHeight=\"\",o.undisplay(this.scroll_el))}for(var l=this.child_views,h=0,u=l;h<u.length;h++){var c=u[h];o.hide(c.el)}var _=l[this.model.active];null!=_&&o.show(_.el)},e.prototype.render=function(){var e=this;t.prototype.render.call(this);var i=this.model.active,n=this.model.tabs_location,r=\"above\"==n||\"below\"==n,a=\"bk-\"+n,l=this.model.tabs.map(function(t,n){var r=o.div({class:[\"bk-tab\",n==i?\"bk-active\":null]},t.title);if(r.addEventListener(\"click\",function(t){t.target==t.currentTarget&&e.change_active(n)}),t.closable){var a=o.div({class:\"bk-close\"});a.addEventListener(\"click\",function(t){if(t.target==t.currentTarget){e.model.tabs=s.remove_at(e.model.tabs,n);var i=e.model.tabs.length;e.model.active>i-1&&(e.model.active=i-1)}}),r.appendChild(a)}return r});this.headers_el=o.div({class:[\"bk-headers\"]},l),this.wrapper_el=o.div({class:\"bk-headers-wrapper\"},this.headers_el);var h=o.div({class:[\"bk-btn\",\"bk-btn-default\"],disabled:\"\"},o.div({class:[\"bk-caret\",\"bk-left\"]})),u=o.div({class:[\"bk-btn\",\"bk-btn-default\"]},o.div({class:[\"bk-caret\",\"bk-right\"]})),c=0,_=function(t){return function(){var i=e.model.tabs.length;0==(c=\"left\"==t?Math.max(c-1,0):Math.min(c+1,i-1))?h.setAttribute(\"disabled\",\"\"):h.removeAttribute(\"disabled\"),c==i-1?u.setAttribute(\"disabled\",\"\"):u.removeAttribute(\"disabled\");var n=o.children(e.headers_el).slice(0,c).map(function(t){return t.getBoundingClientRect()});if(r){var a=-s.sum(n.map(function(t){return t.width}));e.headers_el.style.left=a+\"px\"}else{var l=-s.sum(n.map(function(t){return t.height}));e.headers_el.style.top=l+\"px\"}}};h.addEventListener(\"click\",_(\"left\")),u.addEventListener(\"click\",_(\"right\")),this.scroll_el=o.div({class:\"bk-btn-group\"},h,u),this.header_el=o.div({class:[\"bk-tabs-header\",a]},this.scroll_el,this.wrapper_el),this.el.appendChild(this.header_el)},e.prototype.change_active=function(t){t!=this.model.active&&(this.model.active=t,null!=this.model.callback&&this.model.callback.execute(this.model))},e.prototype.on_active_change=function(){for(var t=this.model.active,e=o.children(this.headers_el),i=0,n=e;i<n.length;i++){var r=n[i];r.classList.remove(\"bk-active\")}e[t].classList.add(\"bk-active\");for(var s=this.child_views,a=0,l=s;a<l.length;a++){var h=l[a];o.hide(h.el)}o.show(s[t].el)},e}(l.LayoutDOMView);i.TabsView=u;var c=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Tabs\",this.prototype.default_view=u,this.define({tabs:[a.Array,[]],tabs_location:[a.Location,\"above\"],active:[a.Number,0],callback:[a.Any]})},e}(l.LayoutDOM);i.Tabs=c,c.initClass();var _=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Panel\",this.define({title:[a.String,\"\"],child:[a.Instance],closable:[a.Boolean,!1]})},e}(h.Model);i.Panel=_,_.initClass()},function(t,e,i){var n=t(388),r=t(159),o=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e}(r.ColumnView);i.WidgetBoxView=o;var s=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"WidgetBox\",this.prototype.default_view=o},e}(r.Column);i.WidgetBox=s,s.initClass()},function(t,e,i){var n=t(388),r=t(169),o=t(171),s=t(18),a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"CategoricalColorMapper\",this.define({factors:[s.Array],start:[s.Number,0],end:[s.Number]})},e.prototype._v_compute=function(t,e,i,n){var o=n.nan_color;r.cat_v_compute(t,this.factors,i,e,this.start,this.end,o)},e}(o.ColorMapper);i.CategoricalColorMapper=a,a.initClass()},function(t,e,i){var n=t(25),r=t(46);function o(t,e){if(t.length!=e.length)return!1;for(var i=0,n=t.length;i<n;i++)if(t[i]!==e[i])return!1;return!0}i._cat_equals=o,i.cat_v_compute=function(t,e,i,s,a,l,h){for(var u=function(u,c){var _=t[u],p=void 0;r.isString(_)?p=n.index_of(e,_):(null!=a?_=null!=l?_.slice(a,l):_.slice(a):null!=l&&(_=_.slice(0,l)),p=1==_.length?n.index_of(e,_[0]):n.find_index(e,function(t){return o(t,_)}));var d=void 0;d=p<0||p>=i.length?h:i[p],s[u]=d},c=0,_=t.length;c<_;c++)u(c,_)}},function(t,e,i){var n=t(388),r=t(169),o=t(176),s=t(18),a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"CategoricalMarkerMapper\",this.define({factors:[s.Array],markers:[s.Array],start:[s.Number,0],end:[s.Number],default_value:[s.MarkerType,\"circle\"]})},e.prototype.v_compute=function(t){var e=new Array(t.length);return r.cat_v_compute(t,this.factors,this.markers,e,this.start,this.end,this.default_value),e},e}(o.Mapper);i.CategoricalMarkerMapper=a,a.initClass()},function(t,e,i){var n=t(388),r=t(176),o=t(18),s=t(46),a=t(30),l=t(31);function h(t){return s.isNumber(t)?t:(\"#\"!=t[0]&&(t=a.color2hex(t)),9!=t.length&&(t+=\"ff\"),parseInt(t.slice(1),16))}function u(t){for(var e=new Uint32Array(t.length),i=0,n=t.length;i<n;i++)e[i]=h(t[i]);return e}function c(t){if(l.is_little_endian)for(var e=new DataView(t.buffer),i=0,n=t.length;i<n;i++)e.setUint32(4*i,t[i]);return new Uint8Array(t.buffer)}i._convert_color=h,i._convert_palette=u,i._uint32_to_rgba=c;var _=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ColorMapper\",this.define({palette:[o.Any],nan_color:[o.Color,\"gray\"]})},e.prototype.v_compute=function(t){var e=new Array(t.length);return this._v_compute(t,e,this.palette,this._colors(function(t){return t})),e},Object.defineProperty(e.prototype,\"rgba_mapper\",{get:function(){var t=this,e=u(this.palette),i=this._colors(h);return{v_compute:function(n){var r=new Uint32Array(n.length);return t._v_compute(n,r,e,i),c(r)}}},enumerable:!0,configurable:!0}),e.prototype._colors=function(t){return{nan_color:t(this.nan_color)}},e}(r.Mapper);i.ColorMapper=_,_.initClass()},function(t,e,i){var n=t(388),r=t(171),o=t(18),s=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ContinuousColorMapper\",this.define({high:[o.Number],low:[o.Number],high_color:[o.Color],low_color:[o.Color]})},e.prototype._colors=function(e){return n.__assign({},t.prototype._colors.call(this,e),{low_color:null!=this.low_color?e(this.low_color):void 0,high_color:null!=this.high_color?e(this.high_color):void 0})},e}(r.ColorMapper);i.ContinuousColorMapper=s,s.initClass()},function(t,e,i){var n=t(168);i.CategoricalColorMapper=n.CategoricalColorMapper;var r=t(170);i.CategoricalMarkerMapper=r.CategoricalMarkerMapper;var o=t(172);i.ContinuousColorMapper=o.ContinuousColorMapper;var s=t(171);i.ColorMapper=s.ColorMapper;var a=t(174);i.LinearColorMapper=a.LinearColorMapper;var l=t(175);i.LogColorMapper=l.LogColorMapper},function(t,e,i){var n=t(388),r=t(172),o=t(25),s=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"LinearColorMapper\"},e.prototype._v_compute=function(t,e,i,n){for(var r=n.nan_color,s=n.low_color,a=n.high_color,l=null!=this.low?this.low:o.min(t),h=null!=this.high?this.high:o.max(t),u=i.length-1,c=1/(h-l),_=1/i.length,p=0,d=t.length;p<d;p++){var f=t[p];if(isNaN(f))e[p]=r;else if(f!=h){var v=(f-l)*c,m=Math.floor(v/_);e[p]=m<0?null!=s?s:i[0]:m>u?null!=a?a:i[u]:i[m]}else e[p]=i[u]}},e}(r.ContinuousColorMapper);i.LinearColorMapper=s,s.initClass()},function(t,e,i){var n=t(388),r=t(172),o=t(25),s=null!=Math.log1p?Math.log1p:function(t){return Math.log(1+t)},a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"LogColorMapper\"},e.prototype._v_compute=function(t,e,i,n){for(var r=n.nan_color,a=n.low_color,l=n.high_color,h=i.length,u=null!=this.low?this.low:o.min(t),c=null!=this.high?this.high:o.max(t),_=h/(s(c)-s(u)),p=i.length-1,d=0,f=t.length;d<f;d++){var v=t[d];if(isNaN(v))e[d]=r;else if(v>c)e[d]=null!=l?l:i[p];else if(v!=c)if(v<u)e[d]=null!=a?a:i[0];else{var m=s(v)-s(u),g=Math.floor(m*_);g>p&&(g=p),e[d]=i[g]}else e[d]=i[p]}},e}(r.ContinuousColorMapper);i.LogColorMapper=a,a.initClass()},function(t,e,i){var n=t(388),r=t(289),o=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Mapper\"},e.prototype.compute=function(t){throw new Error(\"mapping single values is not supported\")},e}(r.Transform);i.Mapper=o,o.initClass()},function(t,e,i){var n=t(388),r=t(179),o=Math.sqrt(3);function s(t,e){t.moveTo(-e,e),t.lineTo(e,-e),t.moveTo(-e,-e),t.lineTo(e,e)}function a(t,e){t.moveTo(0,e),t.lineTo(0,-e),t.moveTo(-e,0),t.lineTo(e,0)}function l(t,e){t.moveTo(0,e),t.lineTo(e/1.5,0),t.lineTo(0,-e),t.lineTo(-e/1.5,0),t.closePath()}function h(t,e){var i=e*o,n=i/3;t.moveTo(-e,n),t.lineTo(e,n),t.lineTo(0,n-i),t.closePath()}function u(t,e,i,n,r){var o=.65*i;a(t,i),s(t,o),n.doit&&(n.set_vectorize(t,e),t.stroke())}function c(t,e,i,n,r){t.arc(0,0,i,0,2*Math.PI,!1),r.doit&&(r.set_vectorize(t,e),t.fill()),n.doit&&(n.set_vectorize(t,e),a(t,i),t.stroke())}function _(t,e,i,n,r){t.arc(0,0,i,0,2*Math.PI,!1),r.doit&&(r.set_vectorize(t,e),t.fill()),n.doit&&(n.set_vectorize(t,e),s(t,i),t.stroke())}function p(t,e,i,n,r){a(t,i),n.doit&&(n.set_vectorize(t,e),t.stroke())}function d(t,e,i,n,r){l(t,i),r.doit&&(r.set_vectorize(t,e),t.fill()),n.doit&&(n.set_vectorize(t,e),t.stroke())}function f(t,e,i,n,r){l(t,i),r.doit&&(r.set_vectorize(t,e),t.fill()),n.doit&&(n.set_vectorize(t,e),a(t,i),t.stroke())}function v(t,e,i,n,r){!function(t,e){var i=e/2,n=o*i;t.moveTo(e,0),t.lineTo(i,-n),t.lineTo(-i,-n),t.lineTo(-e,0),t.lineTo(-i,n),t.lineTo(i,n),t.closePath()}(t,i),r.doit&&(r.set_vectorize(t,e),t.fill()),n.doit&&(n.set_vectorize(t,e),t.stroke())}function m(t,e,i,n,r){t.rotate(Math.PI),h(t,i),t.rotate(-Math.PI),r.doit&&(r.set_vectorize(t,e),t.fill()),n.doit&&(n.set_vectorize(t,e),t.stroke())}function g(t,e,i,n,r){var o=2*i;t.rect(-i,-i,o,o),r.doit&&(r.set_vectorize(t,e),t.fill()),n.doit&&(n.set_vectorize(t,e),t.stroke())}function y(t,e,i,n,r){var o=2*i;t.rect(-i,-i,o,o),r.doit&&(r.set_vectorize(t,e),t.fill()),n.doit&&(n.set_vectorize(t,e),a(t,i),t.stroke())}function b(t,e,i,n,r){var o=2*i;t.rect(-i,-i,o,o),r.doit&&(r.set_vectorize(t,e),t.fill()),n.doit&&(n.set_vectorize(t,e),s(t,i),t.stroke())}function x(t,e,i,n,r){h(t,i),r.doit&&(r.set_vectorize(t,e),t.fill()),n.doit&&(n.set_vectorize(t,e),t.stroke())}function w(t,e,i,n,r){!function(t,e){t.moveTo(-e,0),t.lineTo(e,0)}(t,i),n.doit&&(n.set_vectorize(t,e),t.stroke())}function k(t,e,i,n,r){s(t,i),n.doit&&(n.set_vectorize(t,e),t.stroke())}function T(t,e){var i=function(t){function i(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(i,t),i.initClass=function(){this.prototype._render_one=e},i}(r.MarkerView);i.initClass();var o=function(e){function r(){return null!==e&&e.apply(this,arguments)||this}return n.__extends(r,e),r.initClass=function(){this.prototype.default_view=i,this.prototype.type=t},r}(r.Marker);return o.initClass(),o}i.Asterisk=T(\"Asterisk\",u),i.CircleCross=T(\"CircleCross\",c),i.CircleX=T(\"CircleX\",_),i.Cross=T(\"Cross\",p),i.Dash=T(\"Dash\",w),i.Diamond=T(\"Diamond\",d),i.DiamondCross=T(\"DiamondCross\",f),i.Hex=T(\"Hex\",v),i.InvertedTriangle=T(\"InvertedTriangle\",m),i.Square=T(\"Square\",g),i.SquareCross=T(\"SquareCross\",y),i.SquareX=T(\"SquareX\",b),i.Triangle=T(\"Triangle\",x),i.X=T(\"X\",k),i.marker_funcs={asterisk:u,circle:function(t,e,i,n,r){t.arc(0,0,i,0,2*Math.PI,!1),r.doit&&(r.set_vectorize(t,e),t.fill()),n.doit&&(n.set_vectorize(t,e),t.stroke())},circle_cross:c,circle_x:_,cross:p,diamond:d,diamond_cross:f,hex:v,inverted_triangle:m,square:g,square_cross:y,square_x:b,triangle:x,dash:w,x:k}},function(t,e,i){var n=t(388);n.__exportStar(t(177),i);var r=t(179);i.Marker=r.Marker;var o=t(180);i.Scatter=o.Scatter},function(t,e,i){var n=t(388),r=t(150),o=t(9),s=t(18),a=t(24),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._render=function(t,e,i){for(var n=i.sx,r=i.sy,o=i._size,s=i._angle,a=0,l=e;a<l.length;a++){var h=l[a];if(!isNaN(n[h]+r[h]+o[h]+s[h])){var u=o[h]/2;t.beginPath(),t.translate(n[h],r[h]),s[h]&&t.rotate(s[h]),this._render_one(t,h,u,this.visuals.line,this.visuals.fill),s[h]&&t.rotate(-s[h]),t.translate(-n[h],-r[h])}}},e.prototype._mask_data=function(){var t=this.renderer.plot_view.frame.bbox.h_range,e=t.start-this.max_size,i=t.end+this.max_size,n=this.renderer.xscale.r_invert(e,i),r=n[0],s=n[1],a=this.renderer.plot_view.frame.bbox.v_range,l=a.start-this.max_size,h=a.end+this.max_size,u=this.renderer.yscale.r_invert(l,h),c=u[0],_=u[1],p=o.validate_bbox_coords([r,s],[c,_]);return this.index.indices(p)},e.prototype._hit_point=function(t){for(var e=t.sx,i=t.sy,n=e-this.max_size,r=e+this.max_size,s=this.renderer.xscale.r_invert(n,r),a=s[0],l=s[1],h=i-this.max_size,u=i+this.max_size,c=this.renderer.yscale.r_invert(h,u),_=c[0],p=c[1],d=o.validate_bbox_coords([a,l],[_,p]),f=this.index.indices(d),v=[],m=0,g=f;m<g.length;m++){var y=g[m],b=this._size[y]/2,x=Math.abs(this.sx[y]-e)+Math.abs(this.sy[y]-i);Math.abs(this.sx[y]-e)<=b&&Math.abs(this.sy[y]-i)<=b&&v.push([y,x])}return o.create_hit_test_result_from_hits(v)},e.prototype._hit_span=function(t){var e,i,n,r,s,a,l=t.sx,h=t.sy,u=this.bounds(),c=u.minX,_=u.minY,p=u.maxX,d=u.maxY,f=o.create_empty_hit_test_result();if(\"h\"==t.direction){s=_,a=d;var v=this.max_size/2,m=l-v,g=l+v;e=this.renderer.xscale.r_invert(m,g),n=e[0],r=e[1]}else{n=c,r=p;var v=this.max_size/2,y=h-v,b=h+v;i=this.renderer.yscale.r_invert(y,b),s=i[0],a=i[1]}var x=o.validate_bbox_coords([n,r],[s,a]),w=this.index.indices(x);return f.indices=w,f},e.prototype._hit_rect=function(t){var e=t.sx0,i=t.sx1,n=t.sy0,r=t.sy1,s=this.renderer.xscale.r_invert(e,i),a=s[0],l=s[1],h=this.renderer.yscale.r_invert(n,r),u=h[0],c=h[1],_=o.validate_bbox_coords([a,l],[u,c]),p=o.create_empty_hit_test_result();return p.indices=this.index.indices(_),p},e.prototype._hit_poly=function(t){for(var e=t.sx,i=t.sy,n=a.range(0,this.sx.length),r=[],s=0,l=n.length;s<l;s++){var h=n[s];o.point_in_poly(this.sx[s],this.sy[s],e,i)&&r.push(h)}var u=o.create_empty_hit_test_result();return u.indices=r,u},e.prototype.draw_legend_for_index=function(t,e,i){var n=e.x0,r=e.x1,o=e.y0,s=e.y1,a=i+1,l=new Array(a);l[i]=(n+r)/2;var h=new Array(a);h[i]=(o+s)/2;var u=new Array(a);u[i]=.4*Math.min(Math.abs(r-n),Math.abs(s-o));var c=new Array(a);c[i]=0,this._render(t,[i],{sx:l,sy:h,_size:u,_angle:c})},e}(r.XYGlyphView);i.MarkerView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.mixins([\"line\",\"fill\"]),this.define({size:[s.DistanceSpec,{units:\"screen\",value:4}],angle:[s.AngleSpec,0]})},e}(r.XYGlyph);i.Marker=h,h.initClass()},function(t,e,i){var n=t(388),r=t(179),o=t(177),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._render=function(t,e,i){for(var n=i.sx,r=i.sy,s=i._size,a=i._angle,l=i._marker,h=0,u=e;h<u.length;h++){var c=u[h];if(!isNaN(n[c]+r[c]+s[c]+a[c])&&null!=l[c]){var _=s[c]/2;t.beginPath(),t.translate(n[c],r[c]),a[c]&&t.rotate(a[c]),o.marker_funcs[l[c]](t,c,_,this.visuals.line,this.visuals.fill),a[c]&&t.rotate(-a[c]),t.translate(-n[c],-r[c])}}},e.prototype.draw_legend_for_index=function(t,e,i){var n=e.x0,r=e.x1,o=e.y0,s=e.y1,a=i+1,l=new Array(a);l[i]=(n+r)/2;var h=new Array(a);h[i]=(o+s)/2;var u=new Array(a);u[i]=.4*Math.min(Math.abs(r-n),Math.abs(s-o));var c=new Array(a);c[i]=0;var _=new Array(a);_[i]=this._marker[i],this._render(t,[i],{sx:l,sy:h,_size:u,_angle:c,_marker:_})},e}(r.MarkerView);i.ScatterView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Scatter\",this.prototype.default_view=a,this.define({marker:[s.MarkerSpec,{value:\"circle\"}]})},e}(r.Marker);i.Scatter=l,l.initClass()},function(t,e,i){var n=t(388),r=t(17),o=t(184),s=t(18),a=t(62),l=t(191),h=t(182);i.GMapPlotView=h.GMapPlotView;var u=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"MapOptions\",this.define({lat:[s.Number],lng:[s.Number],zoom:[s.Number,12]})},e}(a.Model);i.MapOptions=u,u.initClass();var c=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"GMapOptions\",this.define({map_type:[s.String,\"roadmap\"],scale_control:[s.Boolean,!1],styles:[s.String],tilt:[s.Int,45]})},e}(u);i.GMapOptions=c,c.initClass();var _=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"GMapPlot\",this.prototype.default_view=h.GMapPlotView,this.define({map_options:[s.Instance],api_key:[s.String]}),this.override({x_range:function(){return new l.Range1d},y_range:function(){return new l.Range1d}})},e.prototype.initialize=function(){t.prototype.initialize.call(this),this.use_map=!0,this.api_key||r.logger.error(\"api_key is required. See https://developers.google.com/maps/documentation/javascript/get-api-key for more information on how to obtain your own.\")},e}(o.Plot);i.GMapPlot=_,_.initClass()},function(t,e,i){var n=t(388),r=t(22),o=t(36),s=t(185),a=new r.Signal0({},\"gmaps_ready\"),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){var e=this;this.pause(),t.prototype.initialize.call(this),this._tiles_loaded=!1,this.zoom_count=0;var i=this.model.map_options,n=i.zoom,r=i.lat,o=i.lng;this.initial_zoom=n,this.initial_lat=r,this.initial_lng=o,this.canvas_view.map_el.style.position=\"absolute\",\"undefined\"!=typeof google&&null!=google.maps||(void 0===window._bokeh_gmaps_callback&&function(t){window._bokeh_gmaps_callback=function(){return a.emit()};var e=document.createElement(\"script\");e.type=\"text/javascript\",e.src=\"https://maps.googleapis.com/maps/api/js?key=\"+t+\"&callback=_bokeh_gmaps_callback\",document.body.appendChild(e)}(this.model.api_key),a.connect(function(){return e.request_render()})),this.unpause()},e.prototype.update_range=function(e){if(null==e)this.map.setCenter({lat:this.initial_lat,lng:this.initial_lng}),this.map.setOptions({zoom:this.initial_zoom}),t.prototype.update_range.call(this,null);else if(null!=e.sdx||null!=e.sdy)this.map.panBy(e.sdx||0,e.sdy||0),t.prototype.update_range.call(this,e);else if(null!=e.factor){var i=void 0;if(10!==this.zoom_count)return void(this.zoom_count+=1);this.zoom_count=0,this.pause(),t.prototype.update_range.call(this,e),i=e.factor<0?-1:1;var n=this.map.getZoom(),r=n+i;if(r>=2){this.map.setZoom(r);var o=this._get_projected_bounds(),s=o[0],a=o[1];a-s<0&&this.map.setZoom(n)}this.unpause()}this._set_bokeh_ranges()},e.prototype._build_map=function(){var t=this,e=google.maps;this.map_types={satellite:e.MapTypeId.SATELLITE,terrain:e.MapTypeId.TERRAIN,roadmap:e.MapTypeId.ROADMAP,hybrid:e.MapTypeId.HYBRID};var i=this.model.map_options,n={center:new e.LatLng(i.lat,i.lng),zoom:i.zoom,disableDefaultUI:!0,mapTypeId:this.map_types[i.map_type],scaleControl:i.scale_control,tilt:i.tilt};null!=i.styles&&(n.styles=JSON.parse(i.styles)),this.map=new e.Map(this.canvas_view.map_el,n),e.event.addListener(this.map,\"idle\",function(){return t._set_bokeh_ranges()}),e.event.addListener(this.map,\"bounds_changed\",function(){return t._set_bokeh_ranges()}),e.event.addListenerOnce(this.map,\"tilesloaded\",function(){return t._render_finished()}),this.connect(this.model.properties.map_options.change,function(){return t._update_options()}),this.connect(this.model.map_options.properties.styles.change,function(){return t._update_styles()}),this.connect(this.model.map_options.properties.lat.change,function(){return t._update_center(\"lat\")}),this.connect(this.model.map_options.properties.lng.change,function(){return t._update_center(\"lng\")}),this.connect(this.model.map_options.properties.zoom.change,function(){return t._update_zoom()}),this.connect(this.model.map_options.properties.map_type.change,function(){return t._update_map_type()}),this.connect(this.model.map_options.properties.scale_control.change,function(){return t._update_scale_control()}),this.connect(this.model.map_options.properties.tilt.change,function(){return t._update_tilt()})},e.prototype._render_finished=function(){this._tiles_loaded=!0,this.notify_finished()},e.prototype.has_finished=function(){return t.prototype.has_finished.call(this)&&!0===this._tiles_loaded},e.prototype._get_latlon_bounds=function(){var t=this.map.getBounds(),e=t.getNorthEast(),i=t.getSouthWest(),n=i.lng(),r=e.lng(),o=i.lat(),s=e.lat();return[n,r,o,s]},e.prototype._get_projected_bounds=function(){var t=this._get_latlon_bounds(),e=t[0],i=t[1],n=t[2],r=t[3],s=o.wgs84_mercator.forward([e,n]),a=s[0],l=s[1],h=o.wgs84_mercator.forward([i,r]),u=h[0],c=h[1];return[a,u,l,c]},e.prototype._set_bokeh_ranges=function(){var t=this._get_projected_bounds(),e=t[0],i=t[1],n=t[2],r=t[3];this.frame.x_range.setv({start:e,end:i}),this.frame.y_range.setv({start:n,end:r})},e.prototype._update_center=function(t){var e=this.map.getCenter().toJSON();e[t]=this.model.map_options[t],this.map.setCenter(e),this._set_bokeh_ranges()},e.prototype._update_map_type=function(){this.map.setOptions({mapTypeId:this.map_types[this.model.map_options.map_type]})},e.prototype._update_scale_control=function(){this.map.setOptions({scaleControl:this.model.map_options.scale_control})},e.prototype._update_tilt=function(){this.map.setOptions({tilt:this.model.map_options.tilt})},e.prototype._update_options=function(){this._update_styles(),this._update_center(\"lat\"),this._update_center(\"lng\"),this._update_zoom(),this._update_map_type()},e.prototype._update_styles=function(){this.map.setOptions({styles:JSON.parse(this.model.map_options.styles)})},e.prototype._update_zoom=function(){this.map.setOptions({zoom:this.model.map_options.zoom}),this._set_bokeh_ranges()},e.prototype._map_hook=function(t,e){var i=e[0],n=e[1],r=e[2],o=e[3];this.canvas_view.map_el.style.top=n+\"px\",this.canvas_view.map_el.style.left=i+\"px\",this.canvas_view.map_el.style.width=r+\"px\",this.canvas_view.map_el.style.height=o+\"px\",null==this.map&&\"undefined\"!=typeof google&&null!=google.maps&&this._build_map()},e.prototype._paint_empty=function(t,e){var i=this.layout._width.value,n=this.layout._height.value,r=e[0],o=e[1],s=e[2],a=e[3];t.clearRect(0,0,i,n),t.beginPath(),t.moveTo(0,0),t.lineTo(0,n),t.lineTo(i,n),t.lineTo(i,0),t.lineTo(0,0),t.moveTo(r,o),t.lineTo(r+s,o),t.lineTo(r+s,o+a),t.lineTo(r,o+a),t.lineTo(r,o),t.closePath(),null!=this.model.border_fill_color&&(t.fillStyle=this.model.border_fill_color,t.fill())},e}(s.PlotView);i.GMapPlotView=l},function(t,e,i){var n=t(181);i.MapOptions=n.MapOptions;var r=t(181);i.GMapOptions=r.GMapOptions;var o=t(181);i.GMapPlot=o.GMapPlot;var s=t(184);i.Plot=s.Plot},function(t,e,i){var n=t(388),r=t(18),o=t(22),s=t(24),a=t(35),l=t(46),h=t(163),u=t(78),c=t(200),_=t(278),p=t(208),d=t(193),f=t(187),v=t(185);i.PlotView=v.PlotView;var m=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Plot\",this.prototype.default_view=v.PlotView,this.mixins([\"line:outline_\",\"fill:background_\",\"fill:border_\"]),this.define({toolbar:[r.Instance,function(){return new _.Toolbar}],toolbar_location:[r.Location,\"right\"],toolbar_sticky:[r.Boolean,!0],plot_width:[r.Number,600],plot_height:[r.Number,600],frame_width:[r.Number,null],frame_height:[r.Number,null],title:[r.Any,function(){return new u.Title({text:\"\"})}],title_location:[r.Location,\"above\"],above:[r.Array,[]],below:[r.Array,[]],left:[r.Array,[]],right:[r.Array,[]],center:[r.Array,[]],renderers:[r.Array,[]],x_range:[r.Instance,function(){return new f.DataRange1d}],extra_x_ranges:[r.Any,{}],y_range:[r.Instance,function(){return new f.DataRange1d}],extra_y_ranges:[r.Any,{}],x_scale:[r.Instance,function(){return new c.LinearScale}],y_scale:[r.Instance,function(){return new c.LinearScale}],lod_factor:[r.Number,10],lod_interval:[r.Number,300],lod_threshold:[r.Number,2e3],lod_timeout:[r.Number,500],hidpi:[r.Boolean,!0],output_backend:[r.OutputBackend,\"canvas\"],min_border:[r.Number,5],min_border_top:[r.Number,null],min_border_left:[r.Number,null],min_border_bottom:[r.Number,null],min_border_right:[r.Number,null],inner_width:[r.Number],inner_height:[r.Number],outer_width:[r.Number],outer_height:[r.Number],match_aspect:[r.Boolean,!1],aspect_scale:[r.Number,1]}),this.override({outline_line_color:\"#e5e5e5\",border_fill_color:\"#ffffff\",background_fill_color:\"#ffffff\"})},Object.defineProperty(e.prototype,\"width\",{get:function(){var t=this.getv(\"width\");return null!=t?t:this.plot_width},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"height\",{get:function(){var t=this.getv(\"height\");return null!=t?t:this.plot_height},enumerable:!0,configurable:!0}),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.reset=new o.Signal0(this,\"reset\");for(var e=0,i=a.values(this.extra_x_ranges).concat(this.x_range);e<i.length;e++){var n=i[e],r=n.plots;l.isArray(r)&&(r=r.concat(this),n.setv({plots:r},{silent:!0}))}for(var s=0,h=a.values(this.extra_y_ranges).concat(this.y_range);s<h.length;s++){var u=h[s],r=u.plots;l.isArray(r)&&(r=r.concat(this),u.setv({plots:r},{silent:!0}))}},e.prototype.add_layout=function(t,e){void 0===e&&(e=\"center\");var i=this.getv(e);i.push(t)},e.prototype.remove_layout=function(t){var e=function(e){s.remove_by(e,function(e){return e==t})};e(this.left),e(this.right),e(this.above),e(this.below),e(this.center)},e.prototype.add_renderers=function(){for(var t=[],e=0;e<arguments.length;e++)t[e]=arguments[e];this.renderers=this.renderers.concat(t)},e.prototype.add_glyph=function(t,e,i){void 0===e&&(e=new p.ColumnDataSource),void 0===i&&(i={});var r=n.__assign({},i,{data_source:e,glyph:t}),o=new d.GlyphRenderer(r);return this.add_renderers(o),o},e.prototype.add_tools=function(){for(var t=[],e=0;e<arguments.length;e++)t[e]=arguments[e];this.toolbar.tools=this.toolbar.tools.concat(t)},Object.defineProperty(e.prototype,\"panels\",{get:function(){return this.side_panels.concat(this.center)},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"side_panels\",{get:function(){var t=this.above,e=this.below,i=this.left,n=this.right;return s.concat([t,e,i,n])},enumerable:!0,configurable:!0}),e}(h.LayoutDOM);i.Plot=m,m.initClass()},function(t,e,i){var n=t(388),r=t(95),o=t(94),s=t(187),a=t(193),l=t(163),h=t(78),u=t(82),c=t(79),_=t(3),p=t(22),d=t(4),f=t(51),v=t(17),m=t(44),g=t(46),y=t(24),b=t(35),x=t(13),w=t(10),k=t(15),T=t(11),C=t(27),S=null,A=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.min_border={left:0,top:0,right:0,bottom:0},e}return n.__extends(e,t),e.prototype._measure=function(t){var e=this;t=new x.Sizeable(t).bounded_to(this.sizing.size);var i,n,r,o=this.left_panel.measure({width:0,height:t.height}),s=Math.max(o.width,this.min_border.left),a=this.right_panel.measure({width:0,height:t.height}),l=Math.max(a.width,this.min_border.right),h=this.top_panel.measure({width:t.width,height:0}),u=Math.max(h.height,this.min_border.top),c=this.bottom_panel.measure({width:t.width,height:0}),_=Math.max(c.height,this.min_border.bottom),p=new x.Sizeable(t).shrink_by({left:s,right:l,top:u,bottom:_}),d=this.center_panel.measure(p),f=s+d.width+l,v=u+d.height+_,m=(i=e.center_panel.sizing,n=i.width_policy,r=i.height_policy,\"fixed\"!=n&&\"fixed\"!=r);return{width:f,height:v,inner:{left:s,right:l,top:u,bottom:_},align:m}},e.prototype._set_geometry=function(e,i){t.prototype._set_geometry.call(this,e,i),this.center_panel.set_geometry(i);var n=this.left_panel.measure({width:0,height:e.height}),r=this.right_panel.measure({width:0,height:e.height}),o=this.top_panel.measure({width:e.width,height:0}),s=this.bottom_panel.measure({width:e.width,height:0}),a=i.left,l=i.top,h=i.right,u=i.bottom;this.top_panel.set_geometry(new C.BBox({left:a,right:h,bottom:l,height:o.height})),this.bottom_panel.set_geometry(new C.BBox({left:a,right:h,top:u,height:s.height})),this.left_panel.set_geometry(new C.BBox({top:l,bottom:u,right:a,width:n.width})),this.right_panel.set_geometry(new C.BBox({top:l,bottom:u,left:h,width:r.width}))},e}(x.Layoutable);i.PlotLayout=A;var M=function(e){function i(){var t=null!==e&&e.apply(this,arguments)||this;return t._outer_bbox=new C.BBox,t._inner_bbox=new C.BBox,t._needs_paint=!0,t._needs_layout=!1,t}return n.__extends(i,e),Object.defineProperty(i.prototype,\"canvas_overlays\",{get:function(){return this.canvas_view.overlays_el},enumerable:!0,configurable:!0}),Object.defineProperty(i.prototype,\"canvas_events\",{get:function(){return this.canvas_view.events_el},enumerable:!0,configurable:!0}),Object.defineProperty(i.prototype,\"is_paused\",{get:function(){return null!=this._is_paused&&0!==this._is_paused},enumerable:!0,configurable:!0}),Object.defineProperty(i.prototype,\"child_models\",{get:function(){return[]},enumerable:!0,configurable:!0}),i.prototype.pause=function(){null==this._is_paused?this._is_paused=1:this._is_paused+=1},i.prototype.unpause=function(t){if(void 0===t&&(t=!1),null==this._is_paused)throw new Error(\"wasn't paused\");this._is_paused-=1,0!=this._is_paused||t||this.request_paint()},i.prototype.request_render=function(){this.request_paint()},i.prototype.request_paint=function(){this.is_paused||this.throttled_paint()},i.prototype.request_layout=function(){this._needs_layout=!0,this.request_paint()},i.prototype.reset=function(){this.clear_state(),this.reset_range(),this.reset_selection(),this.model.trigger_event(new _.Reset)},i.prototype.remove=function(){this.ui_event_bus.destroy(),d.remove_views(this.renderer_views),d.remove_views(this.tool_views),this.canvas_view.remove(),e.prototype.remove.call(this)},i.prototype.render=function(){e.prototype.render.call(this),this.el.appendChild(this.canvas_view.el),this.canvas_view.render()},i.prototype.initialize=function(){var i=this;this.pause(),e.prototype.initialize.call(this),this.force_paint=new p.Signal0(this,\"force_paint\"),this.state_changed=new p.Signal0(this,\"state_changed\"),this.lod_started=!1,this.visuals=new f.Visuals(this.model),this._initial_state_info={selection:{},dimensions:{width:0,height:0}},this.visibility_callbacks=[],this.state={history:[],index:-1},this.canvas=new o.Canvas({map:this.model.use_map||!1,use_hidpi:this.model.hidpi,output_backend:this.model.output_backend}),this.frame=new r.CartesianFrame(this.model.x_scale,this.model.y_scale,this.model.x_range,this.model.y_range,this.model.extra_x_ranges,this.model.extra_y_ranges),this.canvas_view=new this.canvas.default_view({model:this.canvas,parent:this}),\"webgl\"==this.model.output_backend&&this.init_webgl(),this.throttled_paint=m.throttle(function(){return i.force_paint.emit()},15);var n=t(23).UIEvents;this.ui_event_bus=new n(this,this.model.toolbar,this.canvas_view.events_el);var s=this.model,a=s.title_location,l=s.title;null!=a&&null!=l&&(this._title=l instanceof h.Title?l:new h.Title({text:l}));var u=this.model,_=u.toolbar_location,d=u.toolbar;null!=_&&null!=d&&(this._toolbar=new c.ToolbarPanel({toolbar:d}),d.toolbar_location=_),this.renderer_views={},this.tool_views={},this.build_renderer_views(),this.build_tool_views(),this.update_dataranges(),this.unpause(!0),v.logger.debug(\"PlotView initialized\")},i.prototype._width_policy=function(){return null==this.model.frame_width?e.prototype._width_policy.call(this):\"min\"},i.prototype._height_policy=function(){return null==this.model.frame_height?e.prototype._height_policy.call(this):\"min\"},i.prototype._update_layout=function(){var t=this;this.layout=new A,this.layout.set_sizing(this.box_sizing());var e=this.model,i=e.frame_width,r=e.frame_height;this.layout.center_panel=this.frame,this.layout.center_panel.set_sizing(n.__assign({},null!=i?{width_policy:\"fixed\",width:i}:{width_policy:\"fit\"},null!=r?{height_policy:\"fixed\",height:r}:{height_policy:\"fit\"}));var o=y.copy(this.model.above),s=y.copy(this.model.below),a=y.copy(this.model.left),l=y.copy(this.model.right),u=function(t){switch(t){case\"above\":return o;case\"below\":return s;case\"left\":return a;case\"right\":return l}},_=this.model,p=_.title_location,d=_.title;null!=p&&null!=d&&u(p).push(this._title);var f=this.model,v=f.toolbar_location,m=f.toolbar;if(null!=v&&null!=m){var b=u(v),x=!0;if(this.model.toolbar_sticky)for(var C=0;C<b.length;C++){var S=b[C];if(S instanceof h.Title){b[C]=\"above\"==v||\"below\"==v?[S,this._toolbar]:[this._toolbar,S],x=!1;break}}x&&b.push(this._toolbar)}var M=function(e,i){var n=t.renderer_views[i.id];return n.layout=new k.SidePanel(e,n)},E=function(t,e){for(var i=\"above\"==t||\"below\"==t,r=[],o=0,s=e;o<s.length;o++){var a=s[o];if(g.isArray(a)){var l=a.map(function(e){var r,o=M(t,e);if(e instanceof c.ToolbarPanel){var s=i?\"width_policy\":\"height_policy\";o.set_sizing(n.__assign({},o.sizing,((r={})[s]=\"min\",r)))}return o}),h=void 0;i?(h=new T.Row(l)).set_sizing({width_policy:\"max\",height_policy:\"min\"}):(h=new T.Column(l)).set_sizing({width_policy:\"min\",height_policy:\"max\"}),h.absolute=!0,r.push(h)}else r.push(M(t,a))}return r},z=null!=this.model.min_border?this.model.min_border:0;this.layout.min_border={left:null!=this.model.min_border_left?this.model.min_border_left:z,top:null!=this.model.min_border_top?this.model.min_border_top:z,right:null!=this.model.min_border_right?this.model.min_border_right:z,bottom:null!=this.model.min_border_bottom?this.model.min_border_bottom:z};var O=new w.VStack,P=new w.VStack,j=new w.HStack,N=new w.HStack;O.children=y.reversed(E(\"above\",o)),P.children=E(\"below\",s),j.children=y.reversed(E(\"left\",a)),N.children=E(\"right\",l),O.set_sizing({width_policy:\"fit\",height_policy:\"min\"}),P.set_sizing({width_policy:\"fit\",height_policy:\"min\"}),j.set_sizing({width_policy:\"min\",height_policy:\"fit\"}),N.set_sizing({width_policy:\"min\",height_policy:\"fit\"}),this.layout.top_panel=O,this.layout.bottom_panel=P,this.layout.left_panel=j,this.layout.right_panel=N},Object.defineProperty(i.prototype,\"axis_views\",{get:function(){var t=[];for(var e in this.renderer_views){var i=this.renderer_views[e];i instanceof u.AxisView&&t.push(i)}return t},enumerable:!0,configurable:!0}),i.prototype.set_cursor=function(t){void 0===t&&(t=\"default\"),this.canvas_view.el.style.cursor=t},i.prototype.set_toolbar_visibility=function(t){for(var e=0,i=this.visibility_callbacks;e<i.length;e++){var n=i[e];n(t)}},i.prototype.init_webgl=function(){if(null==S){var t=document.createElement(\"canvas\"),e={premultipliedAlpha:!0},i=t.getContext(\"webgl\",e)||t.getContext(\"experimental-webgl\",e);null!=i&&(S={canvas:t,ctx:i})}null!=S?this.gl=S:v.logger.warn(\"WebGL is not supported, falling back to 2D canvas.\")},i.prototype.prepare_webgl=function(t,e){if(null!=this.gl){var i=this.canvas_view.get_canvas_element();this.gl.canvas.width=i.width,this.gl.canvas.height=i.height;var n=this.gl.ctx;n.viewport(0,0,this.gl.canvas.width,this.gl.canvas.height),n.clearColor(0,0,0,0),n.clear(n.COLOR_BUFFER_BIT||n.DEPTH_BUFFER_BIT),n.enable(n.SCISSOR_TEST);var r=e[0],o=e[1],s=e[2],a=e[3],l=this.canvas_view.bbox,h=l.xview,u=l.yview,c=h.compute(r),_=u.compute(o+a);n.scissor(t*c,t*_,t*s,t*a),n.enable(n.BLEND),n.blendFuncSeparate(n.SRC_ALPHA,n.ONE_MINUS_SRC_ALPHA,n.ONE_MINUS_DST_ALPHA,n.ONE)}},i.prototype.blit_webgl=function(t){var e=this.canvas_view.ctx;null!=this.gl&&(v.logger.debug(\"drawing with WebGL\"),e.restore(),e.drawImage(this.gl.canvas,0,0),e.save(),e.scale(t,t),e.translate(.5,.5))},i.prototype.update_dataranges=function(){for(var t={},e={},i=!1,n=0,r=b.values(this.frame.x_ranges).concat(b.values(this.frame.y_ranges));n<r.length;n++){var o=r[n];o instanceof s.DataRange1d&&\"log\"==o.scale_hint&&(i=!0)}for(var l in this.renderer_views){var h=this.renderer_views[l];if(h instanceof a.GlyphRendererView){var u=h.glyph.bounds();if(null!=u&&(t[l]=u),i){var c=h.glyph.log_bounds();null!=c&&(e[l]=c)}}}var _,p=!1,d=!1,f=this.frame.bbox,m=f.width,g=f.height;!1!==this.model.match_aspect&&0!=m&&0!=g&&(_=1/this.model.aspect_scale*(m/g));for(var y=0,x=b.values(this.frame.x_ranges);y<x.length;y++){var w=x[y];if(w instanceof s.DataRange1d){var k=\"log\"==w.scale_hint?e:t;w.update(k,0,this.model.id,_),w.follow&&(p=!0)}null!=w.bounds&&(d=!0)}for(var T=0,C=b.values(this.frame.y_ranges);T<C.length;T++){var S=C[T];if(S instanceof s.DataRange1d){var k=\"log\"==S.scale_hint?e:t;S.update(k,1,this.model.id,_),S.follow&&(p=!0)}null!=S.bounds&&(d=!0)}if(p&&d){v.logger.warn(\"Follow enabled so bounds are unset.\");for(var A=0,M=b.values(this.frame.x_ranges);A<M.length;A++){var w=M[A];w.bounds=null}for(var E=0,z=b.values(this.frame.y_ranges);E<z.length;E++){var S=z[E];S.bounds=null}}this.range_update_timestamp=Date.now()},i.prototype.map_to_screen=function(t,e,i,n){return void 0===i&&(i=\"default\"),void 0===n&&(n=\"default\"),this.frame.map_to_screen(t,e,i,n)},i.prototype.push_state=function(t,e){var i=this.state,r=i.history,o=i.index,s=null!=r[o]?r[o].info:{},a=n.__assign({},this._initial_state_info,s,e);this.state.history=this.state.history.slice(0,this.state.index+1),this.state.history.push({type:t,info:a}),this.state.index=this.state.history.length-1,this.state_changed.emit()},i.prototype.clear_state=function(){this.state={history:[],index:-1},this.state_changed.emit()},i.prototype.can_undo=function(){return this.state.index>=0},i.prototype.can_redo=function(){return this.state.index<this.state.history.length-1},i.prototype.undo=function(){this.can_undo()&&(this.state.index-=1,this._do_state_change(this.state.index),this.state_changed.emit())},i.prototype.redo=function(){this.can_redo()&&(this.state.index+=1,this._do_state_change(this.state.index),this.state_changed.emit())},i.prototype._do_state_change=function(t){var e=null!=this.state.history[t]?this.state.history[t].info:this._initial_state_info;null!=e.range&&this.update_range(e.range),null!=e.selection&&this.update_selection(e.selection)},i.prototype.get_selection=function(){for(var t={},e=0,i=this.model.renderers;e<i.length;e++){var n=i[e];if(n instanceof a.GlyphRenderer){var r=n.data_source.selected;t[n.id]=r}}return t},i.prototype.update_selection=function(t){for(var e=0,i=this.model.renderers;e<i.length;e++){var n=i[e];if(n instanceof a.GlyphRenderer){var r=n.data_source;null!=t?null!=t[n.id]&&r.selected.update(t[n.id],!0,!1):r.selection_manager.clear()}}},i.prototype.reset_selection=function(){this.update_selection(null)},i.prototype._update_ranges_together=function(t){for(var e=1,i=0,n=t;i<n.length;i++){var r=n[i],o=r[0],s=r[1];e=Math.min(e,this._get_weight_to_constrain_interval(o,s))}if(e<1)for(var a=0,l=t;a<l.length;a++){var h=l[a],o=h[0],s=h[1];s.start=e*s.start+(1-e)*o.start,s.end=e*s.end+(1-e)*o.end}},i.prototype._update_ranges_individually=function(t,e,i,n){for(var r=!1,o=0,s=t;o<s.length;o++){var a=s[o],l=a[0],h=a[1];if(!i){var u=this._get_weight_to_constrain_interval(l,h);u<1&&(h.start=u*h.start+(1-u)*l.start,h.end=u*h.end+(1-u)*l.end)}if(null!=l.bounds&&\"auto\"!=l.bounds){var c=l.bounds,_=c[0],p=c[1],d=Math.abs(h.end-h.start);l.is_reversed?(null!=_&&_>=h.end&&(r=!0,h.end=_,(e||i)&&(h.start=_+d)),null!=p&&p<=h.start&&(r=!0,h.start=p,(e||i)&&(h.end=p-d))):(null!=_&&_>=h.start&&(r=!0,h.start=_,(e||i)&&(h.end=_+d)),null!=p&&p<=h.end&&(r=!0,h.end=p,(e||i)&&(h.start=p-d)))}}if(!(i&&r&&n))for(var f=0,v=t;f<v.length;f++){var m=v[f],l=m[0],h=m[1];l.have_updated_interactively=!0,l.start==h.start&&l.end==h.end||l.setv(h)}},i.prototype._get_weight_to_constrain_interval=function(t,e){var i=t.min_interval,n=t.max_interval;if(null!=t.bounds&&\"auto\"!=t.bounds){var r=t.bounds,o=r[0],s=r[1];if(null!=o&&null!=s){var a=Math.abs(s-o);n=null!=n?Math.min(n,a):a}}var l=1;if(null!=i||null!=n){var h=Math.abs(t.end-t.start),u=Math.abs(e.end-e.start);i>0&&u<i&&(l=(h-i)/(h-u)),n>0&&u>n&&(l=(n-h)/(u-h)),l=Math.max(0,Math.min(1,l))}return l},i.prototype.update_range=function(t,e,i,n){void 0===e&&(e=!1),void 0===i&&(i=!1),void 0===n&&(n=!0),this.pause();var r=this.frame,o=r.x_ranges,s=r.y_ranges;if(null==t){for(var a in o){var l=o[a];l.reset()}for(var h in s){var l=s[h];l.reset()}this.update_dataranges()}else{var u=[];for(var c in o){var l=o[c];u.push([l,t.xrs[c]])}for(var _ in s){var l=s[_];u.push([l,t.yrs[_]])}i&&this._update_ranges_together(u),this._update_ranges_individually(u,e,i,n)}this.unpause()},i.prototype.reset_range=function(){this.update_range(null)},i.prototype._invalidate_layout=function(){var t=this;(function(){for(var e=0,i=t.model.side_panels;e<i.length;e++){var n=i[e],r=t.renderer_views[n.id];if(r.layout.has_size_changed())return!0}return!1})()&&this.root.compute_layout()},i.prototype.build_renderer_views=function(){var t,e,i,n,r,o,s;this.computed_renderers=[],(t=this.computed_renderers).push.apply(t,this.model.above),(e=this.computed_renderers).push.apply(e,this.model.below),(i=this.computed_renderers).push.apply(i,this.model.left),(n=this.computed_renderers).push.apply(n,this.model.right),(r=this.computed_renderers).push.apply(r,this.model.center),(o=this.computed_renderers).push.apply(o,this.model.renderers),null!=this._title&&this.computed_renderers.push(this._title),null!=this._toolbar&&this.computed_renderers.push(this._toolbar);for(var a=0,l=this.model.toolbar.tools;a<l.length;a++){var h=l[a];null!=h.overlay&&this.computed_renderers.push(h.overlay),(s=this.computed_renderers).push.apply(s,h.synthetic_renderers)}d.build_views(this.renderer_views,this.computed_renderers,{parent:this})},i.prototype.get_renderer_views=function(){var t=this;return this.computed_renderers.map(function(e){return t.renderer_views[e.id]})},i.prototype.build_tool_views=function(){var t=this,e=this.model.toolbar.tools,i=d.build_views(this.tool_views,e,{parent:this});i.map(function(e){return t.ui_event_bus.register_tool(e)})},i.prototype.connect_signals=function(){var t=this;e.prototype.connect_signals.call(this),this.connect(this.force_paint,function(){return t.repaint()});var i=this.frame,n=i.x_ranges,r=i.y_ranges;for(var o in n){var s=n[o];this.connect(s.change,function(){t._needs_layout=!0,t.request_paint()})}for(var a in r){var s=r[a];this.connect(s.change,function(){t._needs_layout=!0,t.request_paint()})}this.connect(this.model.properties.renderers.change,function(){return t.build_renderer_views()}),this.connect(this.model.toolbar.properties.tools.change,function(){t.build_renderer_views(),t.build_tool_views()}),this.connect(this.model.change,function(){return t.request_paint()}),this.connect(this.model.reset,function(){return t.reset()})},i.prototype.set_initial_range=function(){var t=!0,e=this.frame,i=e.x_ranges,n=e.y_ranges,r={},o={};for(var s in i){var a=i[s],l=a.start,h=a.end;if(null==l||null==h||g.isStrictNaN(l+h)){t=!1;break}r[s]={start:l,end:h}}if(t)for(var u in n){var c=n[u],l=c.start,h=c.end;if(null==l||null==h||g.isStrictNaN(l+h)){t=!1;break}o[u]={start:l,end:h}}t?(this._initial_state_info.range={xrs:r,yrs:o},v.logger.debug(\"initial ranges set\")):v.logger.warn(\"could not set initial ranges\")},i.prototype.has_finished=function(){if(!e.prototype.has_finished.call(this))return!1;for(var t in this.renderer_views){var i=this.renderer_views[t];if(!i.has_finished())return!1}return!0},i.prototype.after_layout=function(){if(e.prototype.after_layout.call(this),this._needs_layout=!1,this.model.setv({inner_width:Math.round(this.frame._width.value),inner_height:Math.round(this.frame._height.value),outer_width:Math.round(this.layout._width.value),outer_height:Math.round(this.layout._height.value)},{no_change:!0}),!1!==this.model.match_aspect&&(this.pause(),this.update_dataranges(),this.unpause(!0)),!this._outer_bbox.equals(this.layout.bbox)){var t=this.layout.bbox,i=t.width,n=t.height;this.canvas_view.prepare_canvas(i,n),this._outer_bbox=this.layout.bbox,this._needs_paint=!0}this._inner_bbox.equals(this.frame.inner_bbox)||(this._inner_bbox=this.layout.inner_bbox,this._needs_paint=!0),this._needs_paint&&(this._needs_paint=!1,this.paint())},i.prototype.repaint=function(){this._needs_layout&&this._invalidate_layout(),this.paint()},i.prototype.paint=function(){var t=this;if(!this.is_paused){v.logger.trace(\"PlotView.paint() for \"+this.model.id);var e=this.model.document;if(null!=e){var i=e.interactive_duration();i>=0&&i<this.model.lod_interval?setTimeout(function(){e.interactive_duration()>t.model.lod_timeout&&e.interactive_stop(t.model),t.request_paint()},this.model.lod_timeout):e.interactive_stop(this.model)}for(var n in this.renderer_views){var r=this.renderer_views[n];if(null==this.range_update_timestamp||r instanceof a.GlyphRendererView&&r.set_data_timestamp>this.range_update_timestamp){this.update_dataranges();break}}var o=this.canvas_view.ctx,s=this.canvas.pixel_ratio;o.save(),o.scale(s,s),o.translate(.5,.5);var l=[this.frame._left.value,this.frame._top.value,this.frame._width.value,this.frame._height.value];if(this._map_hook(o,l),this._paint_empty(o,l),this.prepare_webgl(s,l),o.save(),this.visuals.outline_line.doit){this.visuals.outline_line.set_value(o);var h=l[0],u=l[1],c=l[2],_=l[3];h+c==this.layout._width.value&&(c-=1),u+_==this.layout._height.value&&(_-=1),o.strokeRect(h,u,c,_)}o.restore(),this._paint_levels(o,[\"image\",\"underlay\",\"glyph\"],l,!0),this.blit_webgl(s),this._paint_levels(o,[\"annotation\"],l,!1),this._paint_levels(o,[\"overlay\"],l,!1),null==this._initial_state_info.range&&this.set_initial_range(),o.restore()}},i.prototype._paint_levels=function(t,e,i,n){t.save(),n&&(t.beginPath(),t.rect.apply(t,i),t.clip());for(var r=0,o=e;r<o.length;r++)for(var s=o[r],a=0,l=this.computed_renderers;a<l.length;a++){var h=l[a];if(h.level==s){var u=this.renderer_views[h.id];!n&&u.needs_clip&&(t.save(),t.beginPath(),t.rect.apply(t,i),t.clip()),u.render(),!n&&u.needs_clip&&t.restore()}}t.restore()},i.prototype._map_hook=function(t,e){},i.prototype._paint_empty=function(t,e){var i=[0,0,this.layout._width.value,this.layout._height.value],n=i[0],r=i[1],o=i[2],s=i[3],a=e[0],l=e[1],h=e[2],u=e[3];t.clearRect(n,r,o,s),this.visuals.border_fill.doit&&(this.visuals.border_fill.set_value(t),t.fillRect(n,r,o,s),t.clearRect(a,l,h,u)),this.visuals.background_fill.doit&&(this.visuals.background_fill.set_value(t),t.fillRect(a,l,h,u))},i.prototype.save=function(t){switch(this.model.output_backend){case\"canvas\":case\"webgl\":var e=this.canvas_view.get_canvas_element();if(null!=e.msToBlob){var i=e.msToBlob();window.navigator.msSaveBlob(i,t)}else{var n=document.createElement(\"a\");n.href=e.toDataURL(\"image/png\"),n.download=t+\".png\",n.target=\"_blank\",n.dispatchEvent(new MouseEvent(\"click\"))}break;case\"svg\":var r=this.canvas_view._ctx,o=r.getSerializedSvg(!0),s=new Blob([o],{type:\"text/plain\"}),a=document.createElement(\"a\");a.download=t+\".svg\",a.innerHTML=\"Download svg\",a.href=window.URL.createObjectURL(s),a.onclick=function(t){return document.body.removeChild(t.target)},a.style.display=\"none\",document.body.appendChild(a),a.click()}},i.prototype.serializable_state=function(){var t=e.prototype.serializable_state.call(this),i=t.children,r=n.__rest(t,[\"children\"]),o=this.get_renderer_views().map(function(t){return t.serializable_state()}).filter(function(t){return\"bbox\"in t});return n.__assign({},r,{children:i.concat(o)})},i}(l.LayoutDOMView);i.PlotView=M},function(t,e,i){var n=t(388),r=t(190),o=t(18),s=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"DataRange\",this.define({names:[o.Array,[]],renderers:[o.Array,[]]})},e}(r.Range);i.DataRange=s,s.initClass()},function(t,e,i){var n=t(388),r=t(186),o=t(193),s=t(17),a=t(18),l=t(27),h=t(24),u=function(t){function e(e){var i=t.call(this,e)||this;return i._plot_bounds={},i.have_updated_interactively=!1,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"DataRange1d\",this.define({start:[a.Number],end:[a.Number],range_padding:[a.Number,.1],range_padding_units:[a.PaddingUnits,\"percent\"],flipped:[a.Boolean,!1],follow:[a.StartEnd],follow_interval:[a.Number],default_span:[a.Number,2]}),this.internal({scale_hint:[a.String,\"auto\"]})},e.prototype.initialize=function(){t.prototype.initialize.call(this),this._initial_start=this.start,this._initial_end=this.end,this._initial_range_padding=this.range_padding,this._initial_range_padding_units=this.range_padding_units,this._initial_follow=this.follow,this._initial_follow_interval=this.follow_interval,this._initial_default_span=this.default_span},Object.defineProperty(e.prototype,\"min\",{get:function(){return Math.min(this.start,this.end)},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"max\",{get:function(){return Math.max(this.start,this.end)},enumerable:!0,configurable:!0}),e.prototype.computed_renderers=function(){var t=this.names,e=this.renderers;if(0==e.length)for(var i=0,n=this.plots;i<n.length;i++){var r=n[i],a=r.renderers.filter(function(t){return t instanceof o.GlyphRenderer});e=e.concat(a)}t.length>0&&(e=e.filter(function(e){return h.includes(t,e.name)})),s.logger.debug(\"computed \"+e.length+\" renderers for DataRange1d \"+this.id);for(var l=0,u=e;l<u.length;l++){var c=u[l];s.logger.trace(\" - \"+c.type+\" \"+c.id)}return e},e.prototype._compute_plot_bounds=function(t,e){for(var i=l.empty(),n=0,r=t;n<r.length;n++){var o=r[n];null!=e[o.id]&&(i=l.union(i,e[o.id]))}return i},e.prototype.adjust_bounds_for_aspect=function(t,e){var i=l.empty(),n=t.maxX-t.minX;n<=0&&(n=1);var r=t.maxY-t.minY;r<=0&&(r=1);var o=.5*(t.maxX+t.minX),s=.5*(t.maxY+t.minY);return n<e*r?n=e*r:r=n/e,i.maxX=o+.5*n,i.minX=o-.5*n,i.maxY=s+.5*r,i.minY=s-.5*r,i},e.prototype._compute_min_max=function(t,e){var i,n,r,o,s=l.empty();for(var a in t){var h=t[a];s=l.union(s,h)}return 0==e?(i=[s.minX,s.maxX],r=i[0],o=i[1]):(n=[s.minY,s.maxY],r=n[0],o=n[1]),[r,o]},e.prototype._compute_range=function(t,e){var i,n,r,o=this.range_padding;if(\"log\"==this.scale_hint){(isNaN(t)||!isFinite(t)||t<=0)&&(t=isNaN(e)||!isFinite(e)||e<=0?.1:e/100,s.logger.warn(\"could not determine minimum data value for log axis, DataRange1d using value \"+t)),(isNaN(e)||!isFinite(e)||e<=0)&&(e=isNaN(t)||!isFinite(t)||t<=0?10:100*t,s.logger.warn(\"could not determine maximum data value for log axis, DataRange1d using value \"+e));var a=void 0,l=void 0;if(e==t)l=this.default_span+.001,a=Math.log(t)/Math.log(10);else{var h=void 0,u=void 0;\"percent\"==this.range_padding_units?(h=Math.log(t)/Math.log(10),u=Math.log(e)/Math.log(10),l=(u-h)*(1+o)):(h=Math.log(t-o)/Math.log(10),u=Math.log(e+o)/Math.log(10),l=u-h),a=(h+u)/2}n=Math.pow(10,a-l/2),r=Math.pow(10,a+l/2)}else{var l=void 0;l=e==t?this.default_span:\"percent\"==this.range_padding_units?(e-t)*(1+o):e-t+2*o;var a=(e+t)/2;n=a-l/2,r=a+l/2}var c=1;this.flipped&&(n=(i=[r,n])[0],r=i[1],c=-1);var _=this.follow_interval;return null!=_&&Math.abs(n-r)>_&&(\"start\"==this.follow?r=n+c*_:\"end\"==this.follow&&(n=r-c*_)),[n,r]},e.prototype.update=function(t,e,i,n){if(!this.have_updated_interactively){var r=this.computed_renderers(),o=this._compute_plot_bounds(r,t);null!=n&&(o=this.adjust_bounds_for_aspect(o,n)),this._plot_bounds[i]=o;var s=this._compute_min_max(this._plot_bounds,e),a=s[0],l=s[1],h=this._compute_range(a,l),u=h[0],c=h[1];null!=this._initial_start&&(\"log\"==this.scale_hint?this._initial_start>0&&(u=this._initial_start):u=this._initial_start),null!=this._initial_end&&(\"log\"==this.scale_hint?this._initial_end>0&&(c=this._initial_end):c=this._initial_end);var _=[this.start,this.end],p=_[0],d=_[1];if(u!=p||c!=d){var f={};u!=p&&(f.start=u),c!=d&&(f.end=c),this.setv(f)}\"auto\"==this.bounds&&this.setv({bounds:[u,c]},{silent:!0}),this.change.emit()}},e.prototype.reset=function(){this.have_updated_interactively=!1,this.setv({range_padding:this._initial_range_padding,range_padding_units:this._initial_range_padding_units,follow:this._initial_follow,follow_interval:this._initial_follow_interval,default_span:this._initial_default_span},{silent:!0}),this.change.emit()},e}(r.DataRange);i.DataRange1d=u,u.initClass()},function(t,e,i){var n=t(388),r=t(190),o=t(18),s=t(25),a=t(24),l=t(46);function h(t,e,i){void 0===i&&(i=0);for(var n={},r=0;r<t.length;r++){var o=t[r];if(o in n)throw new Error(\"duplicate factor or subfactor: \"+o);n[o]={value:.5+r*(1+e)+i}}return[n,(t.length-1)*e]}function u(t,e,i,n){void 0===n&&(n=0);for(var r={},o={},s=[],l=0,u=t;l<u.length;l++){var c=u[l],_=c[0],p=c[1];_ in o||(o[_]=[],s.push(_)),o[_].push(p)}for(var d=n,f=0,v=function(t){var n=o[t].length,s=h(o[t],i,d),l=s[0],u=s[1];f+=u;var c=a.sum(o[t].map(function(t){return l[t].value}));r[t]={value:c/n,mapping:l},d+=n+e+u},m=0,g=s;m<g.length;m++){var _=g[m];v(_)}return[r,s,(s.length-1)*e+f]}function c(t,e,i,n,r){void 0===r&&(r=0);for(var o={},s={},l=[],h=0,c=t;h<c.length;h++){var _=c[h],p=_[0],d=_[1],f=_[2];p in s||(s[p]=[],l.push(p)),s[p].push([d,f])}for(var v=[],m=r,g=0,y=function(t){for(var r=s[t].length,l=u(s[t],i,n,m),h=l[0],c=l[1],_=l[2],p=0,d=c;p<d.length;p++){var f=d[p];v.push([t,f])}g+=_;var y=a.sum(s[t].map(function(t){var e=t[0];return h[e].value}));o[t]={value:y/r,mapping:h},m+=r+e+_},b=0,x=l;b<x.length;b++){var p=x[b];y(p)}return[o,l,v,(l.length-1)*e+g]}i.map_one_level=h,i.map_two_levels=u,i.map_three_levels=c;var _=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"FactorRange\",this.define({factors:[o.Array,[]],factor_padding:[o.Number,0],subgroup_padding:[o.Number,.8],group_padding:[o.Number,1.4],range_padding:[o.Number,0],range_padding_units:[o.PaddingUnits,\"percent\"],start:[o.Number],end:[o.Number]}),this.internal({levels:[o.Number],mids:[o.Array],tops:[o.Array],tops_groups:[o.Array]})},Object.defineProperty(e.prototype,\"min\",{get:function(){return this.start},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"max\",{get:function(){return this.end},enumerable:!0,configurable:!0}),e.prototype.initialize=function(){t.prototype.initialize.call(this),this._init(!0)},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.properties.factors.change,function(){return e.reset()}),this.connect(this.properties.factor_padding.change,function(){return e.reset()}),this.connect(this.properties.group_padding.change,function(){return e.reset()}),this.connect(this.properties.subgroup_padding.change,function(){return e.reset()}),this.connect(this.properties.range_padding.change,function(){return e.reset()}),this.connect(this.properties.range_padding_units.change,function(){return e.reset()})},e.prototype.reset=function(){this._init(!1),this.change.emit()},e.prototype._lookup=function(t){if(1==t.length){var e=this._mapping;return e.hasOwnProperty(t[0])?e[t[0]].value:NaN}if(2==t.length){var e=this._mapping;return e.hasOwnProperty(t[0])&&e[t[0]].mapping.hasOwnProperty(t[1])?e[t[0]].mapping[t[1]].value:NaN}if(3==t.length){var e=this._mapping;return e.hasOwnProperty(t[0])&&e[t[0]].mapping.hasOwnProperty(t[1])&&e[t[0]].mapping[t[1]].mapping.hasOwnProperty(t[2])?e[t[0]].mapping[t[1]].mapping[t[2]].value:NaN}throw new Error(\"unreachable code\")},e.prototype.synthetic=function(t){if(l.isNumber(t))return t;if(l.isString(t))return this._lookup([t]);var e=0,i=t[t.length-1];return l.isNumber(i)&&(e=i,t=t.slice(0,-1)),this._lookup(t)+e},e.prototype.v_synthetic=function(t){var e=this;return s.map(t,function(t){return e.synthetic(t)})},e.prototype._init=function(t){var e,i,n,r,o;if(a.every(this.factors,l.isString))r=1,e=h(this.factors,this.factor_padding),this._mapping=e[0],o=e[1];else if(a.every(this.factors,function(t){return l.isArray(t)&&2==t.length&&l.isString(t[0])&&l.isString(t[1])}))r=2,i=u(this.factors,this.group_padding,this.factor_padding),this._mapping=i[0],this.tops=i[1],o=i[2];else{if(!a.every(this.factors,function(t){return l.isArray(t)&&3==t.length&&l.isString(t[0])&&l.isString(t[1])&&l.isString(t[2])}))throw new Error(\"???\");r=3,n=c(this.factors,this.group_padding,this.subgroup_padding,this.factor_padding),this._mapping=n[0],this.tops=n[1],this.mids=n[2],o=n[3]}var s=0,_=this.factors.length+o;if(\"percent\"==this.range_padding_units){var p=(_-s)*this.range_padding/2;s-=p,_+=p}else s-=this.range_padding,_+=this.range_padding;this.setv({start:s,end:_,levels:r},{silent:t}),\"auto\"==this.bounds&&this.setv({bounds:[s,_]},{silent:!0})},e}(r.Range);i.FactorRange=_,_.initClass()},function(t,e,i){var n=t(186);i.DataRange=n.DataRange;var r=t(187);i.DataRange1d=r.DataRange1d;var o=t(188);i.FactorRange=o.FactorRange;var s=t(190);i.Range=s.Range;var a=t(191);i.Range1d=a.Range1d},function(t,e,i){var n=t(388),r=t(62),o=t(18),s=t(46),a=function(t){function e(e){var i=t.call(this,e)||this;return i.have_updated_interactively=!1,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Range\",this.define({callback:[o.Any],bounds:[o.Any],min_interval:[o.Any],max_interval:[o.Any]}),this.internal({plots:[o.Array,[]]})},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.change,function(){return e._emit_callback()})},e.prototype._emit_callback=function(){null!=this.callback&&(s.isFunction(this.callback)?this.callback(this):this.callback.execute(this,{}))},Object.defineProperty(e.prototype,\"is_reversed\",{get:function(){return this.start>this.end},enumerable:!0,configurable:!0}),e}(r.Model);i.Range=a,a.initClass()},function(t,e,i){var n=t(388),r=t(190),o=t(18),s=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Range1d\",this.define({start:[o.Number,0],end:[o.Number,1],reset_start:[o.Number],reset_end:[o.Number]})},e.prototype._set_auto_bounds=function(){if(\"auto\"==this.bounds){var t=Math.min(this.reset_start,this.reset_end),e=Math.max(this.reset_start,this.reset_end);this.setv({bounds:[t,e]},{silent:!0})}},e.prototype.initialize=function(){t.prototype.initialize.call(this),null==this.reset_start&&(this.reset_start=this.start),null==this.reset_end&&(this.reset_end=this.end),this._set_auto_bounds()},Object.defineProperty(e.prototype,\"min\",{get:function(){return Math.min(this.start,this.end)},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"max\",{get:function(){return Math.max(this.start,this.end)},enumerable:!0,configurable:!0}),e.prototype.reset=function(){this._set_auto_bounds(),this.start!=this.reset_start||this.end!=this.reset_end?this.setv({start:this.reset_start,end:this.reset_end}):this.change.emit()},e}(r.Range);i.Range1d=s,s.initClass()},function(t,e,i){var n=t(388),r=t(197),o=t(18),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e}(r.RendererView);i.DataRendererView=s;var a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"DataRenderer\",this.define({x_range_name:[o.String,\"default\"],y_range_name:[o.String,\"default\"]}),this.override({level:\"glyph\"})},e}(r.Renderer);i.DataRenderer=a,a.initClass()},function(t,e,i){var n=t(388),r=t(192),o=t(134),s=t(207),a=t(17),l=t(18),h=t(25),u=t(24),c=t(35),_=t(188),p={fill:{},line:{}},d={fill:{fill_alpha:.3,fill_color:\"grey\"},line:{line_alpha:.3,line_color:\"grey\"}},f={fill:{fill_alpha:.2},line:{}},v=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this);var e=this.model.glyph,i=u.includes(e.mixins,\"fill\"),n=u.includes(e.mixins,\"line\"),r=c.clone(e.attributes);function o(t){var o=c.clone(r);return i&&c.extend(o,t.fill),n&&c.extend(o,t.line),new e.constructor(o)}delete r.id,this.glyph=this.build_glyph_view(e);var s=this.model.selection_glyph;null==s?s=o({fill:{},line:{}}):\"auto\"===s&&(s=o(p)),this.selection_glyph=this.build_glyph_view(s);var a=this.model.nonselection_glyph;null==a?a=o({fill:{},line:{}}):\"auto\"===a&&(a=o(f)),this.nonselection_glyph=this.build_glyph_view(a);var l=this.model.hover_glyph;null!=l&&(this.hover_glyph=this.build_glyph_view(l));var h=this.model.muted_glyph;null!=h&&(this.muted_glyph=this.build_glyph_view(h));var _=o(d);this.decimated_glyph=this.build_glyph_view(_),this.xscale=this.plot_view.frame.xscales[this.model.x_range_name],this.yscale=this.plot_view.frame.yscales[this.model.y_range_name],this.set_data(!1)},e.prototype.build_glyph_view=function(t){return new t.default_view({model:t,parent:this})},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.change,function(){return e.request_render()}),this.connect(this.model.glyph.change,function(){return e.set_data()}),this.connect(this.model.data_source.change,function(){return e.set_data()}),this.connect(this.model.data_source.streaming,function(){return e.set_data()}),this.connect(this.model.data_source.patching,function(t){return e.set_data(!0,t)}),this.connect(this.model.data_source.selected.change,function(){return e.request_render()}),this.connect(this.model.data_source._select,function(){return e.request_render()}),null!=this.hover_glyph&&this.connect(this.model.data_source.inspect,function(){return e.request_render()}),this.connect(this.model.properties.view.change,function(){return e.set_data()}),this.connect(this.model.view.change,function(){return e.set_data()});var i=this.plot_view.frame,n=i.x_ranges,r=i.y_ranges;for(var o in n){var s=n[o];s instanceof _.FactorRange&&this.connect(s.change,function(){return e.set_data()})}for(var a in r){var s=r[a];s instanceof _.FactorRange&&this.connect(s.change,function(){return e.set_data()})}this.connect(this.model.glyph.transformchange,function(){return e.set_data()})},e.prototype.have_selection_glyphs=function(){return null!=this.selection_glyph&&null!=this.nonselection_glyph},e.prototype.set_data=function(t,e){void 0===t&&(t=!0),void 0===e&&(e=null);var i=Date.now(),n=this.model.data_source;this.all_indices=this.model.view.indices,this.glyph.model.setv({x_range_name:this.model.x_range_name,y_range_name:this.model.y_range_name},{silent:!0}),this.glyph.set_data(n,this.all_indices,e),this.glyph.set_visuals(n),this.decimated_glyph.set_visuals(n),this.have_selection_glyphs()&&(this.selection_glyph.set_visuals(n),this.nonselection_glyph.set_visuals(n)),null!=this.hover_glyph&&this.hover_glyph.set_visuals(n),null!=this.muted_glyph&&this.muted_glyph.set_visuals(n);var r=this.plot_model.lod_factor;this.decimated=[];for(var o=0,s=Math.floor(this.all_indices.length/r);o<s;o++)this.decimated.push(o*r);var l=Date.now()-i;a.logger.debug(this.glyph.model.type+\" GlyphRenderer (\"+this.model.id+\"): set_data finished in \"+l+\"ms\"),this.set_data_timestamp=Date.now(),t&&this.request_render()},e.prototype.render=function(){var t=this;if(this.model.visible){var e=Date.now(),i=this.glyph.glglyph;this.glyph.map_data();var n=Date.now()-e,r=Date.now(),s=this.glyph.mask_data(this.all_indices);s.length===this.all_indices.length&&(s=u.range(0,this.all_indices.length));var l=Date.now()-r,h=this.plot_view.canvas_view.ctx;h.save();var c,_=this.model.data_source.selected;c=!_||_.is_empty()?[]:this.glyph instanceof o.LineView&&_.selected_glyph===this.glyph.model?this.model.view.convert_indices_from_subset(s):_.indices;var p,d=this.model.data_source.inspected;p=d&&0!==d.length?d[\"0d\"].glyph?this.model.view.convert_indices_from_subset(s):d[\"1d\"].indices.length>0?d[\"1d\"].indices:function(){for(var t=[],e=0,i=Object.keys(d[\"2d\"].indices);e<i.length;e++){var n=i[e];t.push(parseInt(n))}return t}():[];var f,v,m,g=function(){for(var e=[],i=0,n=s;i<n.length;i++){var r=n[i];u.includes(p,t.all_indices[r])&&e.push(r)}return e}(),y=this.plot_model.lod_threshold;null!=this.model.document&&this.model.document.interactive_duration()>0&&!i&&null!=y&&this.all_indices.length>y?(s=this.decimated,f=this.decimated_glyph,v=this.decimated_glyph,m=this.selection_glyph):(f=this.model.muted&&null!=this.muted_glyph?this.muted_glyph:this.glyph,v=this.nonselection_glyph,m=this.selection_glyph),null!=this.hover_glyph&&g.length&&(s=u.difference(s,g));var b,x=null;if(c.length&&this.have_selection_glyphs()){for(var w=Date.now(),k={},T=0,C=c;T<C.length;T++){var S=C[T];k[S]=!0}var A=new Array,M=new Array;if(this.glyph instanceof o.LineView)for(var E=0,z=this.all_indices;E<z.length;E++){var S=z[E];null!=k[S]?A.push(S):M.push(S)}else for(var O=0,P=s;O<P.length;O++){var S=P[O];null!=k[this.all_indices[S]]?A.push(S):M.push(S)}x=Date.now()-w,b=Date.now(),v.render(h,M,this.glyph),m.render(h,A,this.glyph),null!=this.hover_glyph&&(this.glyph instanceof o.LineView?this.hover_glyph.render(h,this.model.view.convert_indices_from_subset(g),this.glyph):this.hover_glyph.render(h,g,this.glyph))}else b=Date.now(),this.glyph instanceof o.LineView?this.hover_glyph&&g.length?this.hover_glyph.render(h,this.model.view.convert_indices_from_subset(g),this.glyph):f.render(h,this.all_indices,this.glyph):(f.render(h,s,this.glyph),this.hover_glyph&&g.length&&this.hover_glyph.render(h,g,this.glyph));var j=Date.now()-b;this.last_dtrender=j;var N=Date.now()-e;return a.logger.debug(this.glyph.model.type+\" GlyphRenderer (\"+this.model.id+\"): render finished in \"+N+\"ms\"),a.logger.trace(\" - map_data finished in       : \"+n+\"ms\"),a.logger.trace(\" - mask_data finished in      : \"+l+\"ms\"),null!=x&&a.logger.trace(\" - selection mask finished in : \"+x+\"ms\"),a.logger.trace(\" - glyph renders finished in  : \"+j+\"ms\"),h.restore()}},e.prototype.draw_legend=function(t,e,i,n,r,o,s,a){null==a&&(a=this.model.get_reference_point(o,s)),this.glyph.draw_legend_for_index(t,{x0:e,x1:i,y0:n,y1:r},a)},e.prototype.hit_test=function(t){if(!this.model.visible)return null;var e=this.glyph.hit_test(t);return null==e?null:this.model.view.convert_selection_from_subset(e)},e}(r.DataRendererView);i.GlyphRendererView=v;var m=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"GlyphRenderer\",this.prototype.default_view=v,this.define({data_source:[l.Instance],view:[l.Instance,function(){return new s.CDSView}],glyph:[l.Instance],hover_glyph:[l.Instance],nonselection_glyph:[l.Any,\"auto\"],selection_glyph:[l.Any,\"auto\"],muted_glyph:[l.Instance],muted:[l.Boolean,!1]})},e.prototype.initialize=function(){t.prototype.initialize.call(this),null==this.view.source&&(this.view.source=this.data_source,this.view.compute_indices())},e.prototype.get_reference_point=function(t,e){var i=0;if(null!=t){var n=this.data_source.get_column(t);if(null!=n){var r=h.indexOf(n,e);-1!=r&&(i=r)}}return i},e.prototype.get_selection_manager=function(){return this.data_source.selection_manager},e}(r.DataRenderer);i.GlyphRenderer=m,m.initClass()},function(t,e,i){var n=t(388),r=t(192),o=t(151),s=t(18),a=t(4),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){var e;t.prototype.initialize.call(this),this.xscale=this.plot_view.frame.xscales.default,this.yscale=this.plot_view.frame.yscales.default,this._renderer_views={},e=a.build_views(this._renderer_views,[this.model.node_renderer,this.model.edge_renderer],{parent:this.parent}),this.node_view=e[0],this.edge_view=e[1],this.set_data()},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.layout_provider.change,function(){return e.set_data()}),this.connect(this.model.node_renderer.data_source._select,function(){return e.set_data()}),this.connect(this.model.node_renderer.data_source.inspect,function(){return e.set_data()}),this.connect(this.model.node_renderer.data_source.change,function(){return e.set_data()}),this.connect(this.model.edge_renderer.data_source._select,function(){return e.set_data()}),this.connect(this.model.edge_renderer.data_source.inspect,function(){return e.set_data()}),this.connect(this.model.edge_renderer.data_source.change,function(){return e.set_data()});var i=this.plot_view.frame,n=i.x_ranges,r=i.y_ranges;for(var o in n){var s=n[o];this.connect(s.change,function(){return e.set_data()})}for(var a in r){var s=r[a];this.connect(s.change,function(){return e.set_data()})}},e.prototype.set_data=function(t){var e,i;void 0===t&&(t=!0),this.node_view.glyph.model.setv({x_range_name:this.model.x_range_name,y_range_name:this.model.y_range_name},{silent:!0}),this.edge_view.glyph.model.setv({x_range_name:this.model.x_range_name,y_range_name:this.model.y_range_name},{silent:!0});var n=this.node_view.glyph;e=this.model.layout_provider.get_node_coordinates(this.model.node_renderer.data_source),n._x=e[0],n._y=e[1];var r=this.edge_view.glyph;i=this.model.layout_provider.get_edge_coordinates(this.model.edge_renderer.data_source),r._xs=i[0],r._ys=i[1],n.index_data(),r.index_data(),t&&this.request_render()},e.prototype.render=function(){this.edge_view.render(),this.node_view.render()},e}(r.DataRendererView);i.GraphRendererView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"GraphRenderer\",this.prototype.default_view=l,this.define({layout_provider:[s.Instance],node_renderer:[s.Instance],edge_renderer:[s.Instance],selection_policy:[s.Instance,function(){return new o.NodesOnly}],inspection_policy:[s.Instance,function(){return new o.NodesOnly}]})},e.prototype.get_selection_manager=function(){return this.node_renderer.data_source.selection_manager},e}(r.DataRenderer);i.GraphRenderer=h,h.initClass()},function(t,e,i){var n=t(388),r=t(197),o=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e}(r.RendererView);i.GuideRendererView=o;var s=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"GuideRenderer\",this.override({level:\"overlay\"})},e}(r.Renderer);i.GuideRenderer=s,s.initClass()},function(t,e,i){var n=t(193);i.GlyphRenderer=n.GlyphRenderer;var r=t(194);i.GraphRenderer=r.GraphRenderer;var o=t(195);i.GuideRenderer=o.GuideRenderer;var s=t(197);i.Renderer=s.Renderer},function(t,e,i){var n=t(388),r=t(6),o=t(51),s=t(18),a=t(62),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.visuals=new o.Visuals(this.model),this._has_finished=!0},Object.defineProperty(e.prototype,\"plot_view\",{get:function(){return this.parent},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"plot_model\",{get:function(){return this.parent.model},enumerable:!0,configurable:!0}),e.prototype.request_render=function(){this.plot_view.request_render()},e.prototype.map_to_screen=function(t,e){return this.plot_view.map_to_screen(t,e,this.model.x_range_name,this.model.y_range_name)},Object.defineProperty(e.prototype,\"needs_clip\",{get:function(){return!1},enumerable:!0,configurable:!0}),e.prototype.notify_finished=function(){this.plot_view.notify_finished()},e}(r.DOMView);i.RendererView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Renderer\",this.define({level:[s.RenderLevel],visible:[s.Boolean,!0]})},e}(a.Model);i.Renderer=h,h.initClass()},function(t,e,i){var n=t(388),r=t(200),o=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"CategoricalScale\"},e.prototype.compute=function(e){return t.prototype.compute.call(this,this.source_range.synthetic(e))},e.prototype.v_compute=function(e){return t.prototype.v_compute.call(this,this.source_range.v_synthetic(e))},e}(r.LinearScale);i.CategoricalScale=o,o.initClass()},function(t,e,i){var n=t(198);i.CategoricalScale=n.CategoricalScale;var r=t(200);i.LinearScale=r.LinearScale;var o=t(201);i.LogScale=o.LogScale;var s=t(202);i.Scale=s.Scale},function(t,e,i){var n=t(388),r=t(202),o=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"LinearScale\"},e.prototype.compute=function(t){var e=this._compute_state(),i=e[0],n=e[1];return i*t+n},e.prototype.v_compute=function(t){for(var e=this._compute_state(),i=e[0],n=e[1],r=new Float64Array(t.length),o=0;o<t.length;o++)r[o]=i*t[o]+n;return r},e.prototype.invert=function(t){var e=this._compute_state(),i=e[0],n=e[1];return(t-n)/i},e.prototype.v_invert=function(t){for(var e=this._compute_state(),i=e[0],n=e[1],r=new Float64Array(t.length),o=0;o<t.length;o++)r[o]=(t[o]-n)/i;return r},e.prototype._compute_state=function(){var t=this.source_range.start,e=this.source_range.end,i=this.target_range.start,n=this.target_range.end,r=(n-i)/(e-t),o=-r*t+i;return[r,o]},e}(r.Scale);i.LinearScale=o,o.initClass()},function(t,e,i){var n=t(388),r=t(202),o=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"LogScale\"},e.prototype.compute=function(t){var e,i=this._compute_state(),n=i[0],r=i[1],o=i[2],s=i[3];if(0==o)e=0;else{var a=(Math.log(t)-s)/o;e=isFinite(a)?a*n+r:NaN}return e},e.prototype.v_compute=function(t){var e=this._compute_state(),i=e[0],n=e[1],r=e[2],o=e[3],s=new Float64Array(t.length);if(0==r)for(var a=0;a<t.length;a++)s[a]=0;else for(var a=0;a<t.length;a++){var l=(Math.log(t[a])-o)/r,h=void 0;h=isFinite(l)?l*i+n:NaN,s[a]=h}return s},e.prototype.invert=function(t){var e=this._compute_state(),i=e[0],n=e[1],r=e[2],o=e[3],s=(t-n)/i;return Math.exp(r*s+o)},e.prototype.v_invert=function(t){for(var e=this._compute_state(),i=e[0],n=e[1],r=e[2],o=e[3],s=new Float64Array(t.length),a=0;a<t.length;a++){var l=(t[a]-n)/i;s[a]=Math.exp(r*l+o)}return s},e.prototype._get_safe_factor=function(t,e){var i,n=t<0?0:t,r=e<0?0:e;if(n==r)if(0==n)n=(i=[1,10])[0],r=i[1];else{var o=Math.log(n)/Math.log(10);n=Math.pow(10,Math.floor(o)),r=Math.ceil(o)!=Math.floor(o)?Math.pow(10,Math.ceil(o)):Math.pow(10,Math.ceil(o)+1)}return[n,r]},e.prototype._compute_state=function(){var t,e,i=this.source_range.start,n=this.source_range.end,r=this.target_range.start,o=this.target_range.end,s=o-r,a=this._get_safe_factor(i,n),l=a[0],h=a[1];0==l?(t=Math.log(h),e=0):(t=Math.log(h)-Math.log(l),e=Math.log(l));var u=s,c=r;return[u,c,t,e]},e}(r.Scale);i.LogScale=o,o.initClass()},function(t,e,i){var n=t(388),r=t(284),o=t(18),s=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Scale\",this.internal({source_range:[o.Any],target_range:[o.Any]})},e.prototype.r_compute=function(t,e){return this.target_range.is_reversed?[this.compute(e),this.compute(t)]:[this.compute(t),this.compute(e)]},e.prototype.r_invert=function(t,e){return this.target_range.is_reversed?[this.invert(e),this.invert(t)]:[this.invert(t),this.invert(e)]},e}(r.Transform);i.Scale=s,s.initClass()},function(t,e,i){var n=t(388);n.__exportStar(t(204),i);var r=t(205);i.Selection=r.Selection},function(t,e,i){var n=t(388),r=t(62),o=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.do_selection=function(t,e,i,n){return null!==t&&(e.selected.update(t,i,n),e._select.emit(),!e.selected.is_empty())},e}(r.Model);i.SelectionPolicy=o,o.prototype.type=\"SelectionPolicy\";var s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.hit_test=function(t,e){for(var i=[],n=0,r=e;n<r.length;n++){var o=r[n],s=o.hit_test(t);null!==s&&i.push(s)}if(i.length>0){for(var a=i[0],l=0,h=i;l<h.length;l++){var u=h[l];a.update_through_intersection(u)}return a}return null},e}(o);i.IntersectRenderers=s,s.prototype.type=\"IntersectRenderers\";var a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.hit_test=function(t,e){for(var i=[],n=0,r=e;n<r.length;n++){var o=r[n],s=o.hit_test(t);null!==s&&i.push(s)}if(i.length>0){for(var a=i[0],l=0,h=i;l<h.length;l++){var u=h[l];a.update_through_union(u)}return a}return null},e}(o);i.UnionRenderers=a,a.prototype.type=\"UnionRenderers\"},function(t,e,i){var n=t(388),r=t(62),o=t(18),s=t(24),a=t(35),l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Selection\",this.define({indices:[o.Array,[]],line_indices:[o.Array,[]],multiline_indices:[o.Any,{}]}),this.internal({final:[o.Boolean],selected_glyphs:[o.Array,[]],get_view:[o.Any],image_indices:[o.Array,[]]})},e.prototype.initialize=function(){var e=this;t.prototype.initialize.call(this),this[\"0d\"]={glyph:null,indices:[],flag:!1,get_view:function(){return null}},this[\"2d\"]={indices:{}},this[\"1d\"]={indices:this.indices},this.get_view=function(){return null},this.connect(this.properties.indices.change,function(){return e[\"1d\"].indices=e.indices}),this.connect(this.properties.line_indices.change,function(){e[\"0d\"].indices=e.line_indices,0==e.line_indices.length?e[\"0d\"].flag=!1:e[\"0d\"].flag=!0}),this.connect(this.properties.selected_glyphs.change,function(){return e[\"0d\"].glyph=e.selected_glyph}),this.connect(this.properties.get_view.change,function(){return e[\"0d\"].get_view=e.get_view}),this.connect(this.properties.multiline_indices.change,function(){return e[\"2d\"].indices=e.multiline_indices})},Object.defineProperty(e.prototype,\"selected_glyph\",{get:function(){return this.selected_glyphs.length>0?this.selected_glyphs[0]:null},enumerable:!0,configurable:!0}),e.prototype.add_to_selected_glyphs=function(t){this.selected_glyphs.push(t)},e.prototype.update=function(t,e,i){this.final=e,i?this.update_through_union(t):(this.indices=t.indices,this.line_indices=t.line_indices,this.selected_glyphs=t.selected_glyphs,this.get_view=t.get_view,this.multiline_indices=t.multiline_indices,this.image_indices=t.image_indices)},e.prototype.clear=function(){this.final=!0,this.indices=[],this.line_indices=[],this.multiline_indices={},this.get_view=function(){return null},this.selected_glyphs=[]},e.prototype.is_empty=function(){return 0==this.indices.length&&0==this.line_indices.length&&0==this.image_indices.length},e.prototype.update_through_union=function(t){this.indices=s.union(t.indices,this.indices),this.selected_glyphs=s.union(t.selected_glyphs,this.selected_glyphs),this.line_indices=s.union(t.line_indices,this.line_indices),this.get_view()||(this.get_view=t.get_view),this.multiline_indices=a.merge(t.multiline_indices,this.multiline_indices)},e.prototype.update_through_intersection=function(t){this.indices=s.intersection(t.indices,this.indices),this.selected_glyphs=s.union(t.selected_glyphs,this.selected_glyphs),this.line_indices=s.union(t.line_indices,this.line_indices),this.get_view()||(this.get_view=t.get_view),this.multiline_indices=a.merge(t.multiline_indices,this.multiline_indices)},e}(r.Model);i.Selection=l,l.initClass()},function(t,e,i){var n=t(388),r=t(213),o=t(17),s=t(18),a=function(t){function e(e){var i=t.call(this,e)||this;return i.initialized=!1,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"AjaxDataSource\",this.define({content_type:[s.String,\"application/json\"],http_headers:[s.Any,{}],method:[s.HTTPMethod,\"POST\"],if_modified:[s.Boolean,!1]})},e.prototype.destroy=function(){null!=this.interval&&clearInterval(this.interval),t.prototype.destroy.call(this)},e.prototype.setup=function(){var t=this;!this.initialized&&(this.initialized=!0,this.get_data(this.mode),this.polling_interval)&&(this.interval=setInterval(function(){return t.get_data(t.mode,t.max_size,t.if_modified)},this.polling_interval))},e.prototype.get_data=function(t,e,i){var n=this;void 0===e&&(e=0),void 0===i&&(i=!1);var r=this.prepare_request();r.addEventListener(\"load\",function(){return n.do_load(r,t,e)}),r.addEventListener(\"error\",function(){return n.do_error(r)}),r.send()},e.prototype.prepare_request=function(){var t=new XMLHttpRequest;t.open(this.method,this.data_url,!0),t.withCredentials=!1,t.setRequestHeader(\"Content-Type\",this.content_type);var e=this.http_headers;for(var i in e){var n=e[i];t.setRequestHeader(i,n)}return t},e.prototype.do_load=function(t,e,i){if(200===t.status){var n=JSON.parse(t.responseText);this.load_data(n,e,i)}},e.prototype.do_error=function(t){o.logger.error(\"Failed to fetch JSON from \"+this.data_url+\" with code \"+t.status)},e}(r.RemoteDataSource);i.AjaxDataSource=a,a.initClass()},function(t,e,i){var n=t(388),r=t(62),o=t(18),s=t(205),a=t(24),l=t(209),h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"CDSView\",this.define({filters:[o.Array,[]],source:[o.Instance]}),this.internal({indices:[o.Array,[]],indices_map:[o.Any,{}]})},e.prototype.initialize=function(){t.prototype.initialize.call(this),this.compute_indices()},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.properties.filters.change,function(){e.compute_indices(),e.change.emit()});var i=function(){var t=function(){return e.compute_indices()};null!=e.source&&(e.connect(e.source.change,t),e.source instanceof l.ColumnarDataSource&&(e.connect(e.source.streaming,t),e.connect(e.source.patching,t)))},n=null!=this.source;n?i():this.connect(this.properties.source.change,function(){n||(i(),n=!0)})},e.prototype.compute_indices=function(){var t=this,e=this.filters.map(function(e){return e.compute_indices(t.source)}).filter(function(t){return null!=t});e.length>0?this.indices=a.intersection.apply(this,e):this.source instanceof l.ColumnarDataSource&&(this.indices=this.source.get_indices()),this.indices_map_to_subset()},e.prototype.indices_map_to_subset=function(){this.indices_map={};for(var t=0;t<this.indices.length;t++)this.indices_map[this.indices[t]]=t},e.prototype.convert_selection_from_subset=function(t){var e=this,i=new s.Selection;i.update_through_union(t);var n=t.indices.map(function(t){return e.indices[t]});return i.indices=n,i.image_indices=t.image_indices,i},e.prototype.convert_selection_to_subset=function(t){var e=this,i=new s.Selection;i.update_through_union(t);var n=t.indices.map(function(t){return e.indices_map[t]});return i.indices=n,i.image_indices=t.image_indices,i},e.prototype.convert_indices_from_subset=function(t){var e=this;return t.map(function(t){return e.indices[t]})},e}(r.Model);i.CDSView=h,h.initClass()},function(t,e,i){var n=t(388),r=t(209),o=t(8),s=t(18),a=t(32),l=t(38),h=t(46),u=t(45),c=t(35),_=t(53);function p(t,e,i){if(h.isArray(t)){var n=t.concat(e);return null!=i&&n.length>i?n.slice(-i):n}if(h.isTypedArray(t)){var r=t.length+e.length;if(null!=i&&r>i){var o=r-i,s=t.length,n=void 0;t.length<i?(n=new t.constructor(i)).set(t,0):n=t;for(var a=o,l=s;a<l;a++)n[a-o]=n[a];for(var a=0,l=e.length;a<l;a++)n[a+(s-o)]=e[a];return n}var c=new t.constructor(e);return u.concat(t,c)}throw new Error(\"unsupported array types\")}function d(t,e){var i,n,r;return h.isNumber(t)?(i=t,r=t+1,n=1):(i=null!=t.start?t.start:0,r=null!=t.stop?t.stop:e,n=null!=t.step?t.step:1),[i,r,n]}function f(t,e,i){for(var n=new a.Set,r=!1,o=0,s=e;o<s.length;o++){var l=s[o],u=l[0],c=l[1],_=void 0,p=void 0,f=void 0,v=void 0;if(h.isArray(u)){var m=u[0];n.add(m),p=i[m],_=t[m],v=c,2===u.length?(p=[1,p[0]],f=[u[0],0,u[1]]):f=u}else h.isNumber(u)?(v=[c],n.add(u)):(v=c,r=!0),f=[0,0,u],p=[1,t.length],_=t;for(var g=0,y=d(f[1],p[0]),b=y[0],x=y[1],w=y[2],k=d(f[2],p[1]),T=k[0],C=k[1],S=k[2],m=b;m<x;m+=w)for(var A=T;A<C;A+=S)r&&n.add(A),_[m*p[1]+A]=v[g],g++}return n}i.stream_to_column=p,i.slice=d,i.patch_to_column=f;var v=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ColumnDataSource\",this.define({data:[s.Any,{}]})},e.prototype.initialize=function(){var e;t.prototype.initialize.call(this),e=l.decode_column_data(this.data),this.data=e[0],this._shapes=e[1]},e.prototype.attributes_as_json=function(t,i){void 0===t&&(t=!0),void 0===i&&(i=e._value_to_json);for(var n={},r=this.serializable_attributes(),o=0,s=c.keys(r);o<s.length;o++){var a=s[o],h=r[a];\"data\"===a&&(h=l.encode_column_data(h,this._shapes)),t?n[a]=h:a in this._set_after_defaults&&(n[a]=h)}return i(\"attributes\",n,this)},e._value_to_json=function(t,e,i){return h.isPlainObject(e)&&\"data\"===t?l.encode_column_data(e,i._shapes):o.HasProps._value_to_json(t,e,i)},e.prototype.stream=function(t,e,i){var n=this.data;for(var r in t)n[r]=p(n[r],t[r],e);if(this.setv({data:n},{silent:!0}),this.streaming.emit(),null!=this.document){var o=new _.ColumnsStreamedEvent(this.document,this.ref(),t,e);this.document._notify_change(this,\"data\",null,null,{setter_id:i,hint:o})}},e.prototype.patch=function(t,e){var i=this.data,n=new a.Set;for(var r in t){var o=t[r];n=n.union(f(i[r],o,this._shapes[r]))}if(this.setv({data:i},{silent:!0}),this.patching.emit(n.values),null!=this.document){var s=new _.ColumnsPatchedEvent(this.document,this.ref(),t);this.document._notify_change(this,\"data\",null,null,{setter_id:e,hint:s})}},e}(r.ColumnarDataSource);i.ColumnDataSource=v,v.initClass()},function(t,e,i){var n=t(388),r=t(210),o=t(22),s=t(17),a=t(20),l=t(18),h=t(46),u=t(24),c=t(35),_=t(205),p=t(204),d=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.prototype.get_array=function(t){var e=this.data[t];return null==e?this.data[t]=e=[]:h.isArray(e)||(this.data[t]=e=Array.from(e)),e},e.initClass=function(){this.prototype.type=\"ColumnarDataSource\",this.define({selection_policy:[l.Instance,function(){return new p.UnionRenderers}]}),this.internal({selection_manager:[l.Instance,function(t){return new a.SelectionManager({source:t})}],inspected:[l.Instance,function(){return new _.Selection}],_shapes:[l.Any,{}]})},e.prototype.initialize=function(){t.prototype.initialize.call(this),this._select=new o.Signal0(this,\"select\"),this.inspect=new o.Signal(this,\"inspect\"),this.streaming=new o.Signal0(this,\"streaming\"),this.patching=new o.Signal(this,\"patching\")},e.prototype.get_column=function(t){var e=this.data[t];return null!=e?e:null},e.prototype.columns=function(){return c.keys(this.data)},e.prototype.get_length=function(t){void 0===t&&(t=!0);var e=u.uniq(c.values(this.data).map(function(t){return t.length}));switch(e.length){case 0:return null;case 1:return e[0];default:var i=\"data source has columns of inconsistent lengths\";if(t)return s.logger.warn(i),e.sort()[0];throw new Error(i)}},e.prototype.get_indices=function(){var t=this.get_length();return u.range(0,null!=t?t:1)},e.prototype.clear=function(){for(var t={},e=0,i=this.columns();e<i.length;e++){var n=i[e];t[n]=new this.data[n].constructor}this.data=t},e}(r.DataSource);i.ColumnarDataSource=d,d.initClass()},function(t,e,i){var n=t(388),r=t(62),o=t(205),s=t(18),a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"DataSource\",this.define({selected:[s.Instance,function(){return new o.Selection}],callback:[s.Any]})},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.selected.change,function(){null!=e.callback&&e.callback.execute(e)})},e}(r.Model);i.DataSource=a,a.initClass()},function(t,e,i){var n=t(388),r=t(209),o=t(17),s=t(18),a=t(24),l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"GeoJSONDataSource\",this.define({geojson:[s.Any]}),this.internal({data:[s.Any,{}]})},e.prototype.initialize=function(){t.prototype.initialize.call(this),this._update_data()},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.properties.geojson.change,function(){return e._update_data()})},e.prototype._update_data=function(){this.data=this.geojson_to_column_data()},e.prototype._get_new_list_array=function(t){return a.range(0,t).map(function(t){return[]})},e.prototype._get_new_nan_array=function(t){return a.range(0,t).map(function(t){return NaN})},e.prototype._add_properties=function(t,e,i,n){var r=t.properties||{};for(var o in r)e.hasOwnProperty(o)||(e[o]=this._get_new_nan_array(n)),e[o][i]=r[o]},e.prototype._add_geometry=function(t,e,i){function n(t){return null!=t?t:NaN}function r(t,e){return t.concat([[NaN,NaN,NaN]]).concat(e)}switch(t.type){case\"Point\":var s=t.coordinates,a=s[0],l=s[1],h=s[2];e.x[i]=a,e.y[i]=l,e.z[i]=n(h);break;case\"LineString\":for(var u=t.coordinates,c=0;c<u.length;c++){var _=u[c],a=_[0],l=_[1],h=_[2];e.xs[i][c]=a,e.ys[i][c]=l,e.zs[i][c]=n(h)}break;case\"Polygon\":t.coordinates.length>1&&o.logger.warn(\"Bokeh does not 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GeometryCollection\");if(0===e.geometries.length)throw new Error(\"geojson.geometries must have one or more items\");t=e.geometries;break;case\"FeatureCollection\":if(null==e.features)throw new Error(\"No features found in FeaturesCollection\");if(0==e.features.length)throw new Error(\"geojson.features must have one or more items\");t=e.features;break;default:throw new Error(\"Bokeh only supports type GeometryCollection and FeatureCollection at top level\")}for(var i=0,n=0,r=t;n<r.length;n++){var o=r[n],s=\"Feature\"===o.type?o.geometry:o;\"GeometryCollection\"==s.type?i+=s.geometries.length:i+=1}for(var a={x:this._get_new_nan_array(i),y:this._get_new_nan_array(i),z:this._get_new_nan_array(i),xs:this._get_new_list_array(i),ys:this._get_new_list_array(i),zs:this._get_new_list_array(i)},l=0,h=0,u=t;h<u.length;h++){var o=u[h],s=\"Feature\"==o.type?o.geometry:o;if(\"GeometryCollection\"==s.type)for(var c=0,_=s.geometries;c<_.length;c++){var p=_[c];this._add_geometry(p,a,l),\"Feature\"===o.type&&this._add_properties(o,a,l,i),l+=1}else this._add_geometry(s,a,l),\"Feature\"===o.type&&this._add_properties(o,a,l,i),l+=1}return a},e}(r.ColumnarDataSource);i.GeoJSONDataSource=l,l.initClass()},function(t,e,i){var n=t(214);i.ServerSentDataSource=n.ServerSentDataSource;var r=t(206);i.AjaxDataSource=r.AjaxDataSource;var o=t(208);i.ColumnDataSource=o.ColumnDataSource;var s=t(209);i.ColumnarDataSource=s.ColumnarDataSource;var a=t(207);i.CDSView=a.CDSView;var l=t(210);i.DataSource=l.DataSource;var h=t(211);i.GeoJSONDataSource=h.GeoJSONDataSource;var u=t(213);i.RemoteDataSource=u.RemoteDataSource},function(t,e,i){var n=t(388),r=t(215),o=t(18),s=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.prototype.get_column=function(t){var e=this.data[t];return 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n=t(46),r=function(){function t(){this.images=[]}return t.prototype.pop=function(){var t=this.images.pop();return null!=t?t:new Image},t.prototype.push=function(t){var e;this.images.length>50||(n.isArray(t)?(e=this.images).push.apply(e,t):this.images.push(t))},t}();i.ImagePool=r},function(t,e,i){var n=t(232);i.BBoxTileSource=n.BBoxTileSource;var r=t(235);i.MercatorTileSource=r.MercatorTileSource;var o=t(236);i.QUADKEYTileSource=o.QUADKEYTileSource;var s=t(237);i.TileRenderer=s.TileRenderer;var a=t(238);i.TileSource=a.TileSource;var l=t(240);i.TMSTileSource=l.TMSTileSource;var h=t(241);i.WMTSTileSource=h.WMTSTileSource},function(t,e,i){var n=t(388),r=t(238),o=t(18),s=t(24),a=t(239),l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"MercatorTileSource\",this.define({snap_to_zoom:[o.Boolean,!1],wrap_around:[o.Boolean,!0]}),this.override({x_origin_offset:20037508.34,y_origin_offset:20037508.34,initial_resolution:156543.03392804097})},e.prototype.initialize=function(){var e=this;t.prototype.initialize.call(this),this._resolutions=s.range(this.min_zoom,this.max_zoom+1).map(function(t){return e.get_resolution(t)})},e.prototype._computed_initial_resolution=function(){return null!=this.initial_resolution?this.initial_resolution:2*Math.PI*6378137/this.tile_size},e.prototype.is_valid_tile=function(t,e,i){return!(!this.wrap_around&&(t<0||t>=Math.pow(2,i))||e<0||e>=Math.pow(2,i))},e.prototype.parent_by_tile_xyz=function(t,e,i){var n=this.tile_xyz_to_quadkey(t,e,i),r=n.substring(0,n.length-1);return this.quadkey_to_tile_xyz(r)},e.prototype.get_resolution=function(t){return this._computed_initial_resolution()/Math.pow(2,t)},e.prototype.get_resolution_by_extent=function(t,e,i){var n=(t[2]-t[0])/i,r=(t[3]-t[1])/e;return[n,r]},e.prototype.get_level_by_extent=function(t,e,i){for(var n=(t[2]-t[0])/i,r=(t[3]-t[1])/e,o=Math.max(n,r),s=0,a=0,l=this._resolutions;a<l.length;a++){var h=l[a];if(o>h){if(0==s)return 0;if(s>0)return s-1}s+=1}return s-1},e.prototype.get_closest_level_by_extent=function(t,e,i){var n=(t[2]-t[0])/i,r=(t[3]-t[1])/e,o=Math.max(n,r),s=this._resolutions.reduce(function(t,e){return Math.abs(e-o)<Math.abs(t-o)?e:t});return this._resolutions.indexOf(s)},e.prototype.snap_to_zoom_level=function(t,e,i,n){var r=t[0],o=t[1],s=t[2],a=t[3],l=this._resolutions[n],h=i*l,u=e*l;if(!this.snap_to_zoom){var c=(s-r)/h,_=(a-o)/u;c>_?(h=s-r,u*=c):(h*=_,u=a-o)}var p=(h-(s-r))/2,d=(u-(a-o))/2;return[r-p,o-d,s+p,a+d]},e.prototype.tms_to_wmts=function(t,e,i){return[t,Math.pow(2,i)-1-e,i]},e.prototype.wmts_to_tms=function(t,e,i){return[t,Math.pow(2,i)-1-e,i]},e.prototype.pixels_to_meters=function(t,e,i){var n=this.get_resolution(i),r=t*n-this.x_origin_offset,o=e*n-this.y_origin_offset;return[r,o]},e.prototype.meters_to_pixels=function(t,e,i){var n=this.get_resolution(i),r=(t+this.x_origin_offset)/n,o=(e+this.y_origin_offset)/n;return[r,o]},e.prototype.pixels_to_tile=function(t,e){var i=Math.ceil(t/this.tile_size);i=0===i?i:i-1;var n=Math.max(Math.ceil(e/this.tile_size)-1,0);return[i,n]},e.prototype.pixels_to_raster=function(t,e,i){var n=this.tile_size<<i;return[t,n-e]},e.prototype.meters_to_tile=function(t,e,i){var n=this.meters_to_pixels(t,e,i),r=n[0],o=n[1];return this.pixels_to_tile(r,o)},e.prototype.get_tile_meter_bounds=function(t,e,i){var n=this.pixels_to_meters(t*this.tile_size,e*this.tile_size,i),r=n[0],o=n[1],s=this.pixels_to_meters((t+1)*this.tile_size,(e+1)*this.tile_size,i),a=s[0],l=s[1];return[r,o,a,l]},e.prototype.get_tile_geographic_bounds=function(t,e,i){var n=this.get_tile_meter_bounds(t,e,i),r=a.meters_extent_to_geographic(n),o=r[0],s=r[1],l=r[2],h=r[3];return[o,s,l,h]},e.prototype.get_tiles_by_extent=function(t,e,i){void 0===i&&(i=1);var n=t[0],r=t[1],o=t[2],s=t[3],a=this.meters_to_tile(n,r,e),l=a[0],h=a[1],u=this.meters_to_tile(o,s,e),c=u[0],_=u[1];l-=i,h-=i,c+=i;for(var p=[],d=_+=i;d>=h;d--)for(var f=l;f<=c;f++)this.is_valid_tile(f,d,e)&&p.push([f,d,e,this.get_tile_meter_bounds(f,d,e)]);return this.sort_tiles_from_center(p,[l,h,c,_]),p},e.prototype.quadkey_to_tile_xyz=function(t){for(var e=0,i=0,n=t.length,r=n;r>0;r--){var o=t.charAt(n-r),s=1<<r-1;switch(o){case\"0\":continue;case\"1\":e|=s;break;case\"2\":i|=s;break;case\"3\":e|=s,i|=s;break;default:throw new TypeError(\"Invalid Quadkey: \"+t)}}return[e,i,n]},e.prototype.tile_xyz_to_quadkey=function(t,e,i){for(var n=\"\",r=i;r>0;r--){var o=1<<r-1,s=0;0!=(t&o)&&(s+=1),0!=(e&o)&&(s+=2),n+=s.toString()}return n},e.prototype.children_by_tile_xyz=function(t,e,i){for(var n=this.tile_xyz_to_quadkey(t,e,i),r=[],o=0;o<=3;o++){var s=this.quadkey_to_tile_xyz(n+o.toString()),a=s[0],l=s[1],h=s[2],u=this.get_tile_meter_bounds(a,l,h);r.push([a,l,h,u])}return r},e.prototype.get_closest_parent_by_tile_xyz=function(t,e,i){var n,r,o,s=this.calculate_world_x_by_tile_xyz(t,e,i);n=this.normalize_xyz(t,e,i),t=n[0],e=n[1],i=n[2];for(var a=this.tile_xyz_to_quadkey(t,e,i);a.length>0;)if(a=a.substring(0,a.length-1),r=this.quadkey_to_tile_xyz(a),t=r[0],e=r[1],i=r[2],o=this.denormalize_xyz(t,e,i,s),t=o[0],e=o[1],i=o[2],this.tile_xyz_to_key(t,e,i)in this.tiles)return[t,e,i];return[0,0,0]},e.prototype.normalize_xyz=function(t,e,i){if(this.wrap_around){var n=Math.pow(2,i);return[(t%n+n)%n,e,i]}return[t,e,i]},e.prototype.denormalize_xyz=function(t,e,i,n){return[t+n*Math.pow(2,i),e,i]},e.prototype.denormalize_meters=function(t,e,i,n){return[t+2*n*Math.PI*6378137,e]},e.prototype.calculate_world_x_by_tile_xyz=function(t,e,i){return Math.floor(t/Math.pow(2,i))},e}(r.TileSource);i.MercatorTileSource=l,l.initClass()},function(t,e,i){var n=t(388),r=t(235),o=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"QUADKEYTileSource\"},e.prototype.get_image_url=function(t,e,i){var n=this.string_lookup_replace(this.url,this.extra_url_vars),r=this.tms_to_wmts(t,e,i),o=r[0],s=r[1],a=r[2],l=this.tile_xyz_to_quadkey(o,s,a);return n.replace(\"{Q}\",l)},e}(r.MercatorTileSource);i.QUADKEYTileSource=o,o.initClass()},function(t,e,i){var n=t(388),r=t(233),o=t(241),s=t(192),a=t(191),l=t(5),h=t(18),u=t(24),c=t(46),_=t(20),p=t(208),d=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){this._tiles=[],t.prototype.initialize.call(this)},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.change,function(){return e.request_render()}),this.connect(this.model.tile_source.change,function(){return e.request_render()})},e.prototype.get_extent=function(){return[this.x_range.start,this.y_range.start,this.x_range.end,this.y_range.end]},Object.defineProperty(e.prototype,\"map_plot\",{get:function(){return this.plot_model},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"map_canvas\",{get:function(){return this.plot_view.canvas_view.ctx},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"map_frame\",{get:function(){return this.plot_view.frame},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"x_range\",{get:function(){return this.map_plot.x_range},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"y_range\",{get:function(){return this.map_plot.y_range},enumerable:!0,configurable:!0}),e.prototype._set_data=function(){this.pool=new r.ImagePool,this.extent=this.get_extent(),this._last_height=void 0,this._last_width=void 0},e.prototype._update_attribution=function(){null!=this.attribution_el&&l.removeElement(this.attribution_el);var t=this.model.tile_source.attribution;if(c.isString(t)&&t.length>0){var e=this.plot_view,i=e.layout,n=e.frame,r=i._width.value-n._right.value,o=i._height.value-n._bottom.value,s=n._width.value;this.attribution_el=l.div({class:\"bk-tile-attribution\",style:{position:\"absolute\",right:r+\"px\",bottom:o+\"px\",\"max-width\":s-4+\"px\",padding:\"2px\",\"background-color\":\"rgba(255,255,255,0.5)\",\"font-size\":\"7pt\",\"line-height\":\"1.05\",\"white-space\":\"nowrap\",overflow:\"hidden\",\"text-overflow\":\"ellipsis\"}});var a=this.plot_view.canvas_view.events_el;a.appendChild(this.attribution_el),this.attribution_el.innerHTML=t,this.attribution_el.title=this.attribution_el.textContent.replace(/\\s*\\n\\s*/g,\" \")}},e.prototype._map_data=function(){this.initial_extent=this.get_extent();var t=this.model.tile_source.get_level_by_extent(this.initial_extent,this.map_frame._height.value,this.map_frame._width.value),e=this.model.tile_source.snap_to_zoom_level(this.initial_extent,this.map_frame._height.value,this.map_frame._width.value,t);this.x_range.start=e[0],this.y_range.start=e[1],this.x_range.end=e[2],this.y_range.end=e[3],this.x_range instanceof a.Range1d&&(this.x_range.reset_start=e[0],this.x_range.reset_end=e[2]),this.y_range instanceof a.Range1d&&(this.y_range.reset_start=e[1],this.y_range.reset_end=e[3]),this._update_attribution()},e.prototype._on_tile_load=function(t,e){t.img=e.target,t.loaded=!0,this.request_render()},e.prototype._on_tile_cache_load=function(t,e){t.img=e.target,t.loaded=!0,t.finished=!0,this.notify_finished()},e.prototype._on_tile_error=function(t){t.finished=!0},e.prototype._create_tile=function(t,e,i,n,r){void 0===r&&(r=!1);var o=this.model.tile_source.normalize_xyz(t,e,i),s=o[0],a=o[1],l=o[2],h=this.pool.pop(),u={img:h,tile_coords:[t,e,i],normalized_coords:[s,a,l],quadkey:this.model.tile_source.tile_xyz_to_quadkey(t,e,i),cache_key:this.model.tile_source.tile_xyz_to_key(t,e,i),bounds:n,loaded:!1,finished:!1,x_coord:n[0],y_coord:n[3]};h.onload=r?this._on_tile_cache_load.bind(this,u):this._on_tile_load.bind(this,u),h.onerror=this._on_tile_error.bind(this,u),h.alt=\"\",h.src=this.model.tile_source.get_image_url(s,a,l),this.model.tile_source.tiles[u.cache_key]=u,this._tiles.push(u)},e.prototype._enforce_aspect_ratio=function(){if(this._last_height!==this.map_frame._height.value||this._last_width!==this.map_frame._width.value){var t=this.get_extent(),e=this.model.tile_source.get_level_by_extent(t,this.map_frame._height.value,this.map_frame._width.value),i=this.model.tile_source.snap_to_zoom_level(t,this.map_frame._height.value,this.map_frame._width.value,e);this.x_range.setv({start:i[0],end:i[2]}),this.y_range.setv({start:i[1],end:i[3]}),this.extent=i,this._last_height=this.map_frame._height.value,this._last_width=this.map_frame._width.value}},e.prototype.has_finished=function(){if(!t.prototype.has_finished.call(this))return!1;if(0===this._tiles.length)return!1;for(var e=0,i=this._tiles;e<i.length;e++){var n=i[e];if(!n.finished)return!1}return!0},e.prototype.render=function(){null==this.map_initialized&&(this._set_data(),this._map_data(),this.map_initialized=!0),this._enforce_aspect_ratio(),this._update(),null!=this.prefetch_timer&&clearTimeout(this.prefetch_timer),this.prefetch_timer=setTimeout(this._prefetch_tiles.bind(this),500),this.has_finished()&&this.notify_finished()},e.prototype._draw_tile=function(t){var e=this.model.tile_source.tiles[t];if(null!=e){var i=this.plot_view.map_to_screen([e.bounds[0]],[e.bounds[3]]),n=i[0][0],r=i[1][0],o=this.plot_view.map_to_screen([e.bounds[2]],[e.bounds[1]]),s=o[0][0],a=o[1][0],l=s-n,h=a-r,u=n,c=r,_=this.map_canvas.getImageSmoothingEnabled();this.map_canvas.setImageSmoothingEnabled(this.model.smoothing),this.map_canvas.drawImage(e.img,u,c,l,h),this.map_canvas.setImageSmoothingEnabled(_),e.finished=!0}},e.prototype._set_rect=function(){var t=this.plot_model.properties.outline_line_width.value(),e=this.map_frame._left.value+t/2,i=this.map_frame._top.value+t/2,n=this.map_frame._width.value-t,r=this.map_frame._height.value-t;this.map_canvas.rect(e,i,n,r),this.map_canvas.clip()},e.prototype._render_tiles=function(t){this.map_canvas.save(),this._set_rect(),this.map_canvas.globalAlpha=this.model.alpha;for(var e=0,i=t;e<i.length;e++){var n=i[e];this._draw_tile(n)}this.map_canvas.restore()},e.prototype._prefetch_tiles=function(){for(var t=this.model.tile_source,e=this.get_extent(),i=this.map_frame._height.value,n=this.map_frame._width.value,r=this.model.tile_source.get_level_by_extent(e,i,n),o=this.model.tile_source.get_tiles_by_extent(e,r),s=0,a=Math.min(10,o.length);s<a;s++)for(var l=o[s],h=l[0],u=l[1],c=l[2],_=this.model.tile_source.children_by_tile_xyz(h,u,c),p=0,d=_;p<d.length;p++){var f=d[p],v=f[0],m=f[1],g=f[2],y=f[3];t.tile_xyz_to_key(v,m,g)in t.tiles||this._create_tile(v,m,g,y,!0)}},e.prototype._fetch_tiles=function(t){for(var e=0,i=t;e<i.length;e++){var n=i[e],r=n[0],o=n[1],s=n[2],a=n[3];this._create_tile(r,o,s,a)}},e.prototype._update=function(){var t=this,e=this.model.tile_source,i=e.min_zoom,n=e.max_zoom,r=this.get_extent(),o=this.extent[2]-this.extent[0]<r[2]-r[0],s=this.map_frame._height.value,a=this.map_frame._width.value,l=e.get_level_by_extent(r,s,a),h=!1;l<i?(r=this.extent,l=i,h=!0):l>n&&(r=this.extent,l=n,h=!0),h&&(this.x_range.setv({x_range:{start:r[0],end:r[2]}}),this.y_range.setv({start:r[1],end:r[3]}),this.extent=r),this.extent=r;for(var c=e.get_tiles_by_extent(r,l),_=[],p=[],d=[],f=[],v=0,m=c;v<m.length;v++){var g=m[v],y=g[0],b=g[1],x=g[2],w=e.tile_xyz_to_key(y,b,x),k=e.tiles[w];if(null!=k&&k.loaded)p.push(w);else if(this.model.render_parents){var T=e.get_closest_parent_by_tile_xyz(y,b,x),C=T[0],S=T[1],A=T[2],M=e.tile_xyz_to_key(C,S,A),E=e.tiles[M];if(null!=E&&E.loaded&&!u.includes(d,M)&&d.push(M),o)for(var z=e.children_by_tile_xyz(y,b,x),O=0,P=z;O<P.length;O++){var j=P[O],N=j[0],D=j[1],F=j[2],B=e.tile_xyz_to_key(N,D,F);B in e.tiles&&f.push(B)}}null==k&&_.push(g)}this._render_tiles(d),this._render_tiles(f),this._render_tiles(p),null!=this.render_timer&&clearTimeout(this.render_timer),this.render_timer=setTimeout(function(){return t._fetch_tiles(_)},65)},e}(s.DataRendererView);i.TileRendererView=d;var f=function(t){function e(e){var i=t.call(this,e)||this;return i._selection_manager=new _.SelectionManager({source:new p.ColumnDataSource}),i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"TileRenderer\",this.prototype.default_view=d,this.define({alpha:[h.Number,1],smoothing:[h.Boolean,!0],tile_source:[h.Instance,function(){return new o.WMTSTileSource}],render_parents:[h.Boolean,!0]})},e.prototype.get_selection_manager=function(){return this._selection_manager},e}(s.DataRenderer);i.TileRenderer=f,f.initClass()},function(t,e,i){var n=t(388),r=t(62),o=t(233),s=t(18),a=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"TileSource\",this.define({url:[s.String,\"\"],tile_size:[s.Number,256],max_zoom:[s.Number,30],min_zoom:[s.Number,0],extra_url_vars:[s.Any,{}],attribution:[s.String,\"\"],x_origin_offset:[s.Number],y_origin_offset:[s.Number],initial_resolution:[s.Number]})},e.prototype.initialize=function(){t.prototype.initialize.call(this),this.tiles={},this.pool=new o.ImagePool,this._normalize_case()},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.change,function(){return e._clear_cache()})},e.prototype.string_lookup_replace=function(t,e){var i=t;for(var n in e){var r=e[n];i=i.replace(\"{\"+n+\"}\",r)}return i},e.prototype._normalize_case=function(){var t=this.url.replace(\"{x}\",\"{X}\").replace(\"{y}\",\"{Y}\").replace(\"{z}\",\"{Z}\").replace(\"{q}\",\"{Q}\").replace(\"{xmin}\",\"{XMIN}\").replace(\"{ymin}\",\"{YMIN}\").replace(\"{xmax}\",\"{XMAX}\").replace(\"{ymax}\",\"{YMAX}\");this.url=t},e.prototype._clear_cache=function(){this.tiles={}},e.prototype.tile_xyz_to_key=function(t,e,i){return t+\":\"+e+\":\"+i},e.prototype.key_to_tile_xyz=function(t){var e=t.split(\":\").map(function(t){return parseInt(t)}),i=e[0],n=e[1],r=e[2];return[i,n,r]},e.prototype.sort_tiles_from_center=function(t,e){var i=e[0],n=e[1],r=e[2],o=e[3],s=(r-i)/2+i,a=(o-n)/2+n;t.sort(function(t,e){var i=Math.sqrt(Math.pow(s-t[0],2)+Math.pow(a-t[1],2)),n=Math.sqrt(Math.pow(s-e[0],2)+Math.pow(a-e[1],2));return i-n})},e.prototype.get_image_url=function(t,e,i){var n=this.string_lookup_replace(this.url,this.extra_url_vars);return n.replace(\"{X}\",t.toString()).replace(\"{Y}\",e.toString()).replace(\"{Z}\",i.toString())},e}(r.Model);i.TileSource=a,a.initClass()},function(t,e,i){var n=t(36);function r(t,e){return n.wgs84_mercator.forward([t,e])}function o(t,e){return n.wgs84_mercator.inverse([t,e])}i.geographic_to_meters=r,i.meters_to_geographic=o,i.geographic_extent_to_meters=function(t){var e=t[0],i=t[1],n=t[2],o=t[3],s=r(e,i),a=s[0],l=s[1],h=r(n,o),u=h[0],c=h[1];return[a,l,u,c]},i.meters_extent_to_geographic=function(t){var e=t[0],i=t[1],n=t[2],r=t[3],s=o(e,i),a=s[0],l=s[1],h=o(n,r),u=h[0],c=h[1];return[a,l,u,c]}},function(t,e,i){var n=t(388),r=t(235),o=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"TMSTileSource\"},e.prototype.get_image_url=function(t,e,i){var n=this.string_lookup_replace(this.url,this.extra_url_vars);return n.replace(\"{X}\",t.toString()).replace(\"{Y}\",e.toString()).replace(\"{Z}\",i.toString())},e}(r.MercatorTileSource);i.TMSTileSource=o,o.initClass()},function(t,e,i){var n=t(388),r=t(235),o=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"WMTSTileSource\"},e.prototype.get_image_url=function(t,e,i){var n=this.string_lookup_replace(this.url,this.extra_url_vars),r=this.tms_to_wmts(t,e,i),o=r[0],s=r[1],a=r[2];return n.replace(\"{X}\",o.toString()).replace(\"{Y}\",s.toString()).replace(\"{Z}\",a.toString())},e}(r.MercatorTileSource);i.WMTSTileSource=o,o.initClass()},function(t,e,i){var n=t(388),r=t(251),o=t(22),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._clicked=function(){this.model.do.emit()},e}(r.ButtonToolButtonView);i.ActionToolButtonView=s;var a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.do,function(){return e.doit()})},e}(r.ButtonToolView);i.ActionToolView=a;var l=function(t){function e(e){var i=t.call(this,e)||this;return i.button_view=s,i.do=new o.Signal0(i,\"do\"),i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ActionTool\"},e}(r.ButtonTool);i.ActionTool=l,l.initClass()},function(t,e,i){var n=t(388),r=t(242),o=t(18),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.css_classes=function(){return t.prototype.css_classes.call(this).concat(\"bk-toolbar-button-custom-action\")},e}(r.ActionToolButtonView);i.CustomActionButtonView=s;var a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.doit=function(){null!=this.model.callback&&this.model.callback.execute(this.model)},e}(r.ActionToolView);i.CustomActionView=a;var l=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Custom Action\",i.button_view=s,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"CustomAction\",this.prototype.default_view=a,this.define({action_tooltip:[o.String,\"Perform a Custom Action\"],callback:[o.Any],icon:[o.String]})},Object.defineProperty(e.prototype,\"tooltip\",{get:function(){return this.action_tooltip},enumerable:!0,configurable:!0}),e}(r.ActionTool);i.CustomAction=l,l.initClass()},function(t,e,i){var n=t(388),r=t(242),o=t(18),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.doit=function(){window.open(this.model.redirect)},e}(r.ActionToolView);i.HelpToolView=s;var a=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Help\",i.icon=\"bk-tool-icon-help\",i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"HelpTool\",this.prototype.default_view=s,this.define({help_tooltip:[o.String,\"Click the question mark to learn more about Bokeh plot tools.\"],redirect:[o.String,\"https://bokeh.pydata.org/en/latest/docs/user_guide/tools.html#built-in-tools\"]})},Object.defineProperty(e.prototype,\"tooltip\",{get:function(){return this.help_tooltip},enumerable:!0,configurable:!0}),e}(r.ActionTool);i.HelpTool=a,a.initClass()},function(t,e,i){var n=t(388),r=t(242),o=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.plot_view.state_changed,function(){return e.model.disabled=!e.plot_view.can_redo()})},e.prototype.doit=function(){this.plot_view.redo()},e}(r.ActionToolView);i.RedoToolView=o;var s=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Redo\",i.icon=\"bk-tool-icon-redo\",i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"RedoTool\",this.prototype.default_view=o,this.override({disabled:!0})},e}(r.ActionTool);i.RedoTool=s,s.initClass()},function(t,e,i){var n=t(388),r=t(242),o=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.doit=function(){this.plot_view.reset()},e}(r.ActionToolView);i.ResetToolView=o;var s=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Reset\",i.icon=\"bk-tool-icon-reset\",i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ResetTool\",this.prototype.default_view=o},e}(r.ActionTool);i.ResetTool=s,s.initClass()},function(t,e,i){var n=t(388),r=t(242),o=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.doit=function(){this.plot_view.save(\"bokeh_plot\")},e}(r.ActionToolView);i.SaveToolView=o;var s=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Save\",i.icon=\"bk-tool-icon-save\",i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"SaveTool\",this.prototype.default_view=o},e}(r.ActionTool);i.SaveTool=s,s.initClass()},function(t,e,i){var n=t(388),r=t(242),o=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.plot_view.state_changed,function(){return e.model.disabled=!e.plot_view.can_undo()})},e.prototype.doit=function(){this.plot_view.undo()},e}(r.ActionToolView);i.UndoToolView=o;var s=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Undo\",i.icon=\"bk-tool-icon-undo\",i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"UndoTool\",this.prototype.default_view=o,this.override({disabled:!0})},e}(r.ActionTool);i.UndoTool=s,s.initClass()},function(t,e,i){var n=t(388),r=t(242),o=t(48),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.doit=function(){var t=this.plot_view.frame,e=this.model.dimensions,i=\"width\"==e||\"both\"==e,n=\"height\"==e||\"both\"==e,r=o.scale_range(t,this.model.factor,i,n);this.plot_view.push_state(\"zoom_out\",{range:r}),this.plot_view.update_range(r,!1,!0),this.model.document&&this.model.document.interactive_start(this.plot_model)},e}(r.ActionToolView);i.ZoomInToolView=a;var l=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Zoom In\",i.icon=\"bk-tool-icon-zoom-in\",i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ZoomInTool\",this.prototype.default_view=a,this.define({factor:[s.Percent,.1],dimensions:[s.Dimensions,\"both\"]})},Object.defineProperty(e.prototype,\"tooltip\",{get:function(){return this._get_dim_tooltip(this.tool_name,this.dimensions)},enumerable:!0,configurable:!0}),e}(r.ActionTool);i.ZoomInTool=l,l.initClass()},function(t,e,i){var n=t(388),r=t(242),o=t(48),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.doit=function(){var t=this.plot_view.frame,e=this.model.dimensions,i=\"width\"==e||\"both\"==e,n=\"height\"==e||\"both\"==e,r=o.scale_range(t,-this.model.factor,i,n);this.plot_view.push_state(\"zoom_out\",{range:r}),this.plot_view.update_range(r,!1,!0),this.model.document&&this.model.document.interactive_start(this.plot_model)},e}(r.ActionToolView);i.ZoomOutToolView=a;var l=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Zoom Out\",i.icon=\"bk-tool-icon-zoom-out\",i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ZoomOutTool\",this.prototype.default_view=a,this.define({factor:[s.Percent,.1],dimensions:[s.Dimensions,\"both\"]})},Object.defineProperty(e.prototype,\"tooltip\",{get:function(){return this._get_dim_tooltip(this.tool_name,this.dimensions)},enumerable:!0,configurable:!0}),e}(r.ActionTool);i.ZoomOutTool=l,l.initClass()},function(t,e,i){var n=t(388),r=t(6),o=t(276),s=t(5),a=t(18),l=t(40),h=t(46),u=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){var e=this;t.prototype.initialize.call(this),this.connect(this.model.change,function(){return e.render()}),this.el.addEventListener(\"click\",function(){return e._clicked()}),this.render()},e.prototype.css_classes=function(){return t.prototype.css_classes.call(this).concat(\"bk-toolbar-button\")},e.prototype.render=function(){s.empty(this.el);var t=this.model.computed_icon;h.isString(t)&&(l.startsWith(t,\"data:image\")?this.el.style.backgroundImage=\"url('\"+t+\"')\":this.el.classList.add(t)),this.el.title=this.model.tooltip},e}(r.DOMView);i.ButtonToolButtonView=u;var c=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e}(o.ToolView);i.ButtonToolView=c;var _=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ButtonTool\",this.internal({disabled:[a.Boolean,!1]})},Object.defineProperty(e.prototype,\"tooltip\",{get:function(){return this.tool_name},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"computed_icon\",{get:function(){return this.icon},enumerable:!0,configurable:!0}),e}(o.Tool);i.ButtonTool=_,_.initClass()},function(t,e,i){var n=t(388),r=t(5),o=t(18),s=t(253),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._tap=function(t){if(null==this._draw_basepoint&&null==this._basepoint){var e=t.shiftKey;this._select_event(t,e,this.model.renderers)}},e.prototype._keyup=function(t){if(this.model.active&&this._mouse_in_frame)for(var e=0,i=this.model.renderers;e<i.length;e++){var n=i[e];if(t.keyCode===r.Keys.Backspace)this._delete_selected(n);else if(t.keyCode==r.Keys.Esc){var o=n.data_source;o.selection_manager.clear()}}},e.prototype._set_extent=function(t,e,i,n){var r=t[0],o=t[1],s=e[0],a=e[1];void 0===n&&(n=!1);var l=this.model.renderers[0],h=this.plot_view.frame,u=l.glyph,c=l.data_source,_=h.xscales[l.x_range_name],p=h.yscales[l.y_range_name],d=_.r_invert(r,o),f=d[0],v=d[1],m=p.r_invert(s,a),g=m[0],y=m[1],b=[(f+v)/2,(g+y)/2],x=b[0],w=b[1],k=[v-f,y-g],T=k[0],C=k[1],S=[u.x.field,u.y.field],A=S[0],M=S[1],E=[u.width.field,u.height.field],z=E[0],O=E[1];if(i)this._pop_glyphs(c,this.model.num_objects),A&&c.get_array(A).push(x),M&&c.get_array(M).push(w),z&&c.get_array(z).push(T),O&&c.get_array(O).push(C),this._pad_empty_columns(c,[A,M,z,O]);else{var P=c.data[A].length-1;A&&(c.data[A][P]=x),M&&(c.data[M][P]=w),z&&(c.data[z][P]=T),O&&(c.data[O][P]=C)}this._emit_cds_changes(c,!0,!1,n)},e.prototype._update_box=function(t,e,i){if(void 0===e&&(e=!1),void 0===i&&(i=!1),null!=this._draw_basepoint){var n=[t.sx,t.sy],r=this.plot_view.frame,o=this.model.dimensions,s=this.model._get_dim_limits(this._draw_basepoint,n,r,o);if(null!=s){var a=s[0],l=s[1];this._set_extent(a,l,e,i)}}},e.prototype._doubletap=function(t){this.model.active&&(null!=this._draw_basepoint?(this._update_box(t,!1,!0),this._draw_basepoint=null):(this._draw_basepoint=[t.sx,t.sy],this._select_event(t,!0,this.model.renderers),this._update_box(t,!0,!1)))},e.prototype._move=function(t){this._update_box(t,!1,!1)},e.prototype._pan_start=function(t){if(t.shiftKey){if(null!=this._draw_basepoint)return;this._draw_basepoint=[t.sx,t.sy],this._update_box(t,!0,!1)}else{if(null!=this._basepoint)return;this._select_event(t,!0,this.model.renderers),this._basepoint=[t.sx,t.sy]}},e.prototype._pan=function(t,e,i){if(void 0===e&&(e=!1),void 0===i&&(i=!1),t.shiftKey){if(null==this._draw_basepoint)return;this._update_box(t,e,i)}else{if(null==this._basepoint)return;this._drag_points(t,this.model.renderers)}},e.prototype._pan_end=function(t){if(this._pan(t,!1,!0),t.shiftKey)this._draw_basepoint=null;else{this._basepoint=null;for(var e=0,i=this.model.renderers;e<i.length;e++){var n=i[e];this._emit_cds_changes(n.data_source,!1,!0,!0)}}},e}(s.EditToolView);i.BoxEditToolView=a;var l=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Box Edit Tool\",i.icon=\"bk-tool-icon-box-edit\",i.event_type=[\"tap\",\"pan\",\"move\"],i.default_order=1,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"BoxEditTool\",this.prototype.default_view=a,this.define({dimensions:[o.Dimensions,\"both\"],num_objects:[o.Int,0]})},e}(s.EditTool);i.BoxEditTool=l,l.initClass()},function(t,e,i){var n=t(388),r=t(18),o=t(24),s=t(46),a=t(261),l=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e._mouse_in_frame=!0,e}return n.__extends(e,t),e.prototype._move_enter=function(t){this._mouse_in_frame=!0},e.prototype._move_exit=function(t){this._mouse_in_frame=!1},e.prototype._map_drag=function(t,e,i){var n=this.plot_view.frame;if(!n.bbox.contains(t,e))return null;var r=n.xscales[i.x_range_name].invert(t),o=n.yscales[i.y_range_name].invert(e);return[r,o]},e.prototype._delete_selected=function(t){var e=t.data_source,i=e.selected.indices;i.sort();for(var n=0,r=e.columns();n<r.length;n++)for(var o=r[n],s=e.get_array(o),a=0;a<i.length;a++){var l=i[a];s.splice(l-a,1)}this._emit_cds_changes(e)},e.prototype._pop_glyphs=function(t,e){var i=t.columns();if(e&&i.length)for(var n=0,r=i;n<r.length;n++){var o=r[n],a=t.get_array(o),l=a.length-e+1;l<1||(s.isArray(a)||(a=Array.from(a),t.data[o]=a),a.splice(0,l))}},e.prototype._emit_cds_changes=function(t,e,i,n){void 0===e&&(e=!0),void 0===i&&(i=!0),void 0===n&&(n=!0),i&&t.selection_manager.clear(),e&&t.change.emit(),n&&(t.data=t.data,t.properties.data.change.emit())},e.prototype._drag_points=function(t,e){if(null!=this._basepoint){for(var i=this._basepoint,n=i[0],r=i[1],o=0,s=e;o<s.length;o++){var a=s[o],l=this._map_drag(n,r,a),h=this._map_drag(t.sx,t.sy,a);if(null!=h&&null!=l){for(var u=h[0],c=h[1],_=l[0],p=l[1],d=[u-_,c-p],f=d[0],v=d[1],m=a.glyph,g=a.data_source,y=[m.x.field,m.y.field],b=y[0],x=y[1],w=0,k=g.selected.indices;w<k.length;w++){var T=k[w];b&&(g.data[b][T]+=f),x&&(g.data[x][T]+=v)}g.change.emit()}}this._basepoint=[t.sx,t.sy]}},e.prototype._pad_empty_columns=function(t,e){for(var i=0,n=t.columns();i<n.length;i++){var r=n[i];o.includes(e,r)||t.get_array(r).push(this.model.empty_value)}},e.prototype._select_event=function(t,e,i){var n=this.plot_view.frame,r=t.sx,o=t.sy;if(!n.bbox.contains(r,o))return[];for(var s={type:\"point\",sx:r,sy:o},a=[],l=0,h=i;l<h.length;l++){var u=h[l],c=u.get_selection_manager(),_=u.data_source,p=[this.plot_view.renderer_views[u.id]],d=c.select(p,s,!0,e);d&&a.push(u),_.properties.selected.change.emit()}return a},e}(a.GestureToolView);i.EditToolView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"EditTool\",this.define({custom_icon:[r.String],custom_tooltip:[r.String],empty_value:[r.Any],renderers:[r.Array,[]]})},Object.defineProperty(e.prototype,\"tooltip\",{get:function(){return this.custom_tooltip||this.tool_name},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"computed_icon\",{get:function(){return this.custom_icon||this.icon},enumerable:!0,configurable:!0}),e}(a.GestureTool);i.EditTool=h,h.initClass()},function(t,e,i){var n=t(388),r=t(5),o=t(18),s=t(46),a=t(253),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._draw=function(t,e,i){if(void 0===i&&(i=!1),this.model.active){var n=this.model.renderers[0],r=this._map_drag(t.sx,t.sy,n);if(null!=r){var o=r[0],a=r[1],l=n.data_source,h=n.glyph,u=[h.xs.field,h.ys.field],c=u[0],_=u[1];if(\"new\"==e)this._pop_glyphs(l,this.model.num_objects),c&&l.get_array(c).push([o]),_&&l.get_array(_).push([a]),this._pad_empty_columns(l,[c,_]);else if(\"add\"==e){if(c){var p=l.data[c].length-1,d=l.get_array(c)[p];s.isArray(d)||(d=Array.from(d),l.data[c][p]=d),d.push(o)}if(_){var f=l.data[_].length-1,v=l.get_array(_)[f];s.isArray(v)||(v=Array.from(v),l.data[_][f]=v),v.push(a)}}this._emit_cds_changes(l,!0,!0,i)}}},e.prototype._pan_start=function(t){this._draw(t,\"new\")},e.prototype._pan=function(t){this._draw(t,\"add\")},e.prototype._pan_end=function(t){this._draw(t,\"add\",!0)},e.prototype._tap=function(t){this._select_event(t,t.shiftKey,this.model.renderers)},e.prototype._keyup=function(t){if(this.model.active&&this._mouse_in_frame)for(var e=0,i=this.model.renderers;e<i.length;e++){var n=i[e];t.keyCode===r.Keys.Esc?n.data_source.selection_manager.clear():t.keyCode===r.Keys.Backspace&&this._delete_selected(n)}},e}(a.EditToolView);i.FreehandDrawToolView=l;var h=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Freehand Draw Tool\",i.icon=\"bk-tool-icon-freehand-draw\",i.event_type=[\"pan\",\"tap\"],i.default_order=3,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"FreehandDrawTool\",this.prototype.default_view=l,this.define({num_objects:[o.Int,0]})},e}(a.EditTool);i.FreehandDrawTool=h,h.initClass()},function(t,e,i){var n=t(388),r=t(5),o=t(18),s=t(253),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._tap=function(t){var e=t.shiftKey,i=this._select_event(t,e,this.model.renderers);if(!i.length&&this.model.add){var n=this.model.renderers[0],r=this._map_drag(t.sx,t.sy,n);if(null!=r){var o=n.glyph,s=n.data_source,a=[o.x.field,o.y.field],l=a[0],h=a[1],u=r[0],c=r[1];this._pop_glyphs(s,this.model.num_objects),l&&s.get_array(l).push(u),h&&s.get_array(h).push(c),this._pad_empty_columns(s,[l,h]),s.change.emit(),s.data=s.data,s.properties.data.change.emit()}}},e.prototype._keyup=function(t){if(this.model.active&&this._mouse_in_frame)for(var e=0,i=this.model.renderers;e<i.length;e++){var n=i[e];t.keyCode===r.Keys.Backspace?this._delete_selected(n):t.keyCode==r.Keys.Esc&&n.data_source.selection_manager.clear()}},e.prototype._pan_start=function(t){this.model.drag&&(this._select_event(t,!0,this.model.renderers),this._basepoint=[t.sx,t.sy])},e.prototype._pan=function(t){this.model.drag&&null!=this._basepoint&&this._drag_points(t,this.model.renderers)},e.prototype._pan_end=function(t){if(this.model.drag){this._pan(t);for(var e=0,i=this.model.renderers;e<i.length;e++){var n=i[e];this._emit_cds_changes(n.data_source,!1,!0,!0)}this._basepoint=null}},e}(s.EditToolView);i.PointDrawToolView=a;var l=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Point Draw Tool\",i.icon=\"bk-tool-icon-point-draw\",i.event_type=[\"tap\",\"pan\",\"move\"],i.default_order=2,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"PointDrawTool\",this.prototype.default_view=a,this.define({add:[o.Boolean,!0],drag:[o.Boolean,!0],num_objects:[o.Int,0]})},e}(s.EditTool);i.PointDrawTool=l,l.initClass()},function(t,e,i){var n=t(388),r=t(5),o=t(18),s=t(46),a=t(258),l=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e._drawing=!1,e._initialized=!1,e}return n.__extends(e,t),e.prototype._tap=function(t){this._drawing?this._draw(t,\"add\",!0):this._select_event(t,t.shiftKey,this.model.renderers)},e.prototype._draw=function(t,e,i){void 0===i&&(i=!1);var n=this.model.renderers[0],r=this._map_drag(t.sx,t.sy,n);if(this._initialized||this.activate(),null!=r){var o=this._snap_to_vertex.apply(this,[t].concat(r)),a=o[0],l=o[1],h=n.data_source,u=n.glyph,c=[u.xs.field,u.ys.field],_=c[0],p=c[1];if(\"new\"==e)this._pop_glyphs(h,this.model.num_objects),_&&h.get_array(_).push([a,a]),p&&h.get_array(p).push([l,l]),this._pad_empty_columns(h,[_,p]);else if(\"edit\"==e){if(_){var d=h.data[_][h.data[_].length-1];d[d.length-1]=a}if(p){var f=h.data[p][h.data[p].length-1];f[f.length-1]=l}}else if(\"add\"==e){if(_){var v=h.data[_].length-1,d=h.get_array(_)[v],m=d[d.length-1];d[d.length-1]=a,s.isArray(d)||(d=Array.from(d),h.data[_][v]=d),d.push(m)}if(p){var g=h.data[p].length-1,f=h.get_array(p)[g],y=f[f.length-1];f[f.length-1]=l,s.isArray(f)||(f=Array.from(f),h.data[p][g]=f),f.push(y)}}this._emit_cds_changes(h,!0,!1,i)}},e.prototype._show_vertices=function(){if(this.model.active){for(var t=[],e=[],i=0;i<this.model.renderers.length;i++){var n=this.model.renderers[i],r=n.data_source,o=n.glyph,s=[o.xs.field,o.ys.field],a=s[0],l=s[1];if(a)for(var h=0,u=r.get_array(a);h<u.length;h++){var c=u[h];Array.prototype.push.apply(t,c)}if(l)for(var _=0,p=r.get_array(l);_<p.length;_++){var c=p[_];Array.prototype.push.apply(e,c)}this._drawing&&i==this.model.renderers.length-1&&(t.splice(t.length-1,1),e.splice(e.length-1,1))}this._set_vertices(t,e)}},e.prototype._doubletap=function(t){this.model.active&&(this._drawing?(this._drawing=!1,this._draw(t,\"edit\",!0)):(this._drawing=!0,this._draw(t,\"new\",!0)))},e.prototype._move=function(t){this._drawing&&this._draw(t,\"edit\")},e.prototype._remove=function(){var t=this.model.renderers[0],e=t.data_source,i=t.glyph,n=[i.xs.field,i.ys.field],r=n[0],o=n[1];if(r){var s=e.data[r].length-1,a=e.get_array(r)[s];a.splice(a.length-1,1)}if(o){var l=e.data[o].length-1,h=e.get_array(o)[l];h.splice(h.length-1,1)}this._emit_cds_changes(e)},e.prototype._keyup=function(t){if(this.model.active&&this._mouse_in_frame)for(var e=0,i=this.model.renderers;e<i.length;e++){var n=i[e];t.keyCode===r.Keys.Backspace?this._delete_selected(n):t.keyCode==r.Keys.Esc&&(this._drawing&&(this._remove(),this._drawing=!1),n.data_source.selection_manager.clear())}},e.prototype._pan_start=function(t){this.model.drag&&(this._select_event(t,!0,this.model.renderers),this._basepoint=[t.sx,t.sy])},e.prototype._pan=function(t){if(null!=this._basepoint&&this.model.drag){for(var e=this._basepoint,i=e[0],n=e[1],r=0,o=this.model.renderers;r<o.length;r++){var s=o[r],a=this._map_drag(i,n,s),l=this._map_drag(t.sx,t.sy,s);if(null!=l&&null!=a){var h=s.data_source,u=s.glyph,c=[u.xs.field,u.ys.field],_=c[0],p=c[1];if(_||p){for(var d=l[0],f=l[1],v=a[0],m=a[1],g=[d-v,f-m],y=g[0],b=g[1],x=0,w=h.selected.indices;x<w.length;x++){var k=w[x],T=void 0,C=void 0,S=void 0;_&&(C=h.data[_][k]),p?(S=h.data[p][k],T=S.length):T=C.length;for(var A=0;A<T;A++)C&&(C[A]+=y),S&&(S[A]+=b)}h.change.emit()}}}this._basepoint=[t.sx,t.sy]}},e.prototype._pan_end=function(t){if(this.model.drag){this._pan(t);for(var e=0,i=this.model.renderers;e<i.length;e++){var n=i[e];this._emit_cds_changes(n.data_source)}this._basepoint=null}},e.prototype.activate=function(){var t=this;if(this.model.vertex_renderer&&this.model.active){if(this._show_vertices(),!this._initialized)for(var e=0,i=this.model.renderers;e<i.length;e++){var n=i[e],r=n.data_source;r.connect(r.properties.data.change,function(){return t._show_vertices()})}this._initialized=!0}},e.prototype.deactivate=function(){this._drawing&&(this._remove(),this._drawing=!1),this.model.vertex_renderer&&this._hide_vertices()},e}(a.PolyToolView);i.PolyDrawToolView=l;var h=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Polygon Draw Tool\",i.icon=\"bk-tool-icon-poly-draw\",i.event_type=[\"pan\",\"tap\",\"move\"],i.default_order=3,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"PolyDrawTool\",this.prototype.default_view=l,this.define({drag:[o.Boolean,!0],num_objects:[o.Int,0]})},e}(a.PolyTool);i.PolyDrawTool=h,h.initClass()},function(t,e,i){var n=t(388),r=t(5),o=t(46),s=t(258),a=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e._drawing=!1,e}return n.__extends(e,t),e.prototype._doubletap=function(t){if(this.model.active){var e=this._map_drag(t.sx,t.sy,this.model.vertex_renderer);if(null!=e){var i=e[0],n=e[1],r=this._select_event(t,!1,[this.model.vertex_renderer]),o=this.model.vertex_renderer.data_source,s=this.model.vertex_renderer.glyph,a=[s.x.field,s.y.field],l=a[0],h=a[1];if(r.length&&null!=this._selected_renderer){var u=o.selected.indices[0];this._drawing?(this._drawing=!1,o.selection_manager.clear()):(o.selected.indices=[u+1],l&&o.get_array(l).splice(u+1,0,i),h&&o.get_array(h).splice(u+1,0,n),this._drawing=!0),o.change.emit(),this._emit_cds_changes(this._selected_renderer.data_source)}else this._show_vertices(t)}}},e.prototype._show_vertices=function(t){if(this.model.active){var e=this._select_event(t,!1,this.model.renderers);if(!e.length)return this._set_vertices([],[]),this._selected_renderer=null,void(this._drawing=!1);var i,n,r=e[0],s=r.glyph,a=r.data_source,l=a.selected.indices[0],h=[s.xs.field,s.ys.field],u=h[0],c=h[1];u?(i=a.data[u][l],o.isArray(i)||(a.data[u][l]=i=Array.from(i))):i=s.xs.value,c?(n=a.data[c][l],o.isArray(n)||(a.data[c][l]=n=Array.from(n))):n=s.ys.value,this._selected_renderer=r,this._set_vertices(i,n)}},e.prototype._move=function(t){var e;if(this._drawing&&null!=this._selected_renderer){var i=this.model.vertex_renderer,n=i.data_source,r=i.glyph,o=this._map_drag(t.sx,t.sy,i);if(null==o)return;var s=o[0],a=o[1],l=n.selected.indices;e=this._snap_to_vertex(t,s,a),s=e[0],a=e[1],n.selected.indices=l;var h=[r.x.field,r.y.field],u=h[0],c=h[1],_=l[0];u&&(n.data[u][_]=s),c&&(n.data[c][_]=a),n.change.emit(),this._selected_renderer.data_source.change.emit()}},e.prototype._tap=function(t){var e,i=this.model.vertex_renderer,n=this._map_drag(t.sx,t.sy,i);if(null!=n){if(this._drawing&&this._selected_renderer){var r=n[0],o=n[1],s=i.data_source,a=i.glyph,l=[a.x.field,a.y.field],h=l[0],u=l[1],c=s.selected.indices;e=this._snap_to_vertex(t,r,o),r=e[0],o=e[1];var _=c[0];if(s.selected.indices=[_+1],h){var p=s.get_array(h),d=p[_];p[_]=r,p.splice(_+1,0,d)}if(u){var f=s.get_array(u),v=f[_];f[_]=o,f.splice(_+1,0,v)}return s.change.emit(),void this._emit_cds_changes(this._selected_renderer.data_source,!0,!1,!0)}var m=t.shiftKey;this._select_event(t,m,[i]),this._select_event(t,m,this.model.renderers)}},e.prototype._remove_vertex=function(){if(this._drawing&&this._selected_renderer){var t=this.model.vertex_renderer,e=t.data_source,i=t.glyph,n=e.selected.indices[0],r=[i.x.field,i.y.field],o=r[0],s=r[1];o&&e.get_array(o).splice(n,1),s&&e.get_array(s).splice(n,1),e.change.emit(),this._emit_cds_changes(this._selected_renderer.data_source)}},e.prototype._pan_start=function(t){this._select_event(t,!0,[this.model.vertex_renderer]),this._basepoint=[t.sx,t.sy]},e.prototype._pan=function(t){null!=this._basepoint&&(this._drag_points(t,[this.model.vertex_renderer]),this._selected_renderer&&this._selected_renderer.data_source.change.emit())},e.prototype._pan_end=function(t){null!=this._basepoint&&(this._drag_points(t,[this.model.vertex_renderer]),this._emit_cds_changes(this.model.vertex_renderer.data_source,!1,!0,!0),this._selected_renderer&&this._emit_cds_changes(this._selected_renderer.data_source),this._basepoint=null)},e.prototype._keyup=function(t){if(this.model.active&&this._mouse_in_frame){var e;e=this._selected_renderer?[this.model.vertex_renderer]:this.model.renderers;for(var i=0,n=e;i<n.length;i++){var o=n[i];t.keyCode===r.Keys.Backspace?(this._delete_selected(o),this._selected_renderer&&this._emit_cds_changes(this._selected_renderer.data_source)):t.keyCode==r.Keys.Esc&&(this._drawing?(this._remove_vertex(),this._drawing=!1):this._selected_renderer&&this._hide_vertices(),o.data_source.selection_manager.clear())}}},e.prototype.deactivate=function(){this._selected_renderer&&(this._drawing&&(this._remove_vertex(),this._drawing=!1),this._hide_vertices())},e}(s.PolyToolView);i.PolyEditToolView=a;var l=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Poly Edit Tool\",i.icon=\"bk-tool-icon-poly-edit\",i.event_type=[\"tap\",\"pan\",\"move\"],i.default_order=4,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"PolyEditTool\",this.prototype.default_view=a},e}(s.PolyTool);i.PolyEditTool=l,l.initClass()},function(t,e,i){var n=t(388),r=t(18),o=t(46),s=t(253),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._set_vertices=function(t,e){var i=this.model.vertex_renderer.glyph,n=this.model.vertex_renderer.data_source,r=[i.x.field,i.y.field],s=r[0],a=r[1];s&&(o.isArray(t)?n.data[s]=t:i.x={value:t}),a&&(o.isArray(e)?n.data[a]=e:i.y={value:e}),this._emit_cds_changes(n,!0,!0,!1)},e.prototype._hide_vertices=function(){this._set_vertices([],[])},e.prototype._snap_to_vertex=function(t,e,i){if(this.model.vertex_renderer){var n=this._select_event(t,!1,[this.model.vertex_renderer]),r=this.model.vertex_renderer.data_source,o=this.model.vertex_renderer.glyph,s=[o.x.field,o.y.field],a=s[0],l=s[1];if(n.length){var h=r.selected.indices[0];a&&(e=r.data[a][h]),l&&(i=r.data[l][h]),r.selection_manager.clear()}}return[e,i]},e}(s.EditToolView);i.PolyToolView=a;var l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"PolyTool\",this.prototype.default_view=a,this.define({vertex_renderer:[r.Instance]})},e}(s.EditTool);i.PolyTool=l,l.initClass()},function(t,e,i){var n=t(388),r=t(266),o=t(67),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._compute_limits=function(t){var e=this.plot_view.frame,i=this.model.dimensions,n=this._base_point;if(\"center\"==this.model.origin){var r=n[0],o=n[1],s=t[0],a=t[1];n=[r-(s-r),o-(a-o)]}return this.model._get_dim_limits(n,t,e,i)},e.prototype._pan_start=function(t){var e=t.sx,i=t.sy;this._base_point=[e,i]},e.prototype._pan=function(t){var e=t.sx,i=t.sy,n=[e,i],r=this._compute_limits(n),o=r[0],s=r[1];if(this.model.overlay.update({left:o[0],right:o[1],top:s[0],bottom:s[1]}),this.model.select_every_mousemove){var a=t.shiftKey;this._do_select(o,s,!1,a)}},e.prototype._pan_end=function(t){var e=t.sx,i=t.sy,n=[e,i],r=this._compute_limits(n),o=r[0],s=r[1],a=t.shiftKey;this._do_select(o,s,!0,a),this.model.overlay.update({left:null,right:null,top:null,bottom:null}),this._base_point=null,this.plot_view.push_state(\"box_select\",{selection:this.plot_view.get_selection()})},e.prototype._do_select=function(t,e,i,n){var r=t[0],o=t[1],s=e[0],a=e[1];void 0===n&&(n=!1);var l={type:\"rect\",sx0:r,sx1:o,sy0:s,sy1:a};this._select(l,i,n)},e.prototype._emit_callback=function(t){var e=this.computed_renderers[0],i=this.plot_view.frame,r=i.xscales[e.x_range_name],o=i.yscales[e.y_range_name],s=t.sx0,a=t.sx1,l=t.sy0,h=t.sy1,u=r.r_invert(s,a),c=u[0],_=u[1],p=o.r_invert(l,h),d=p[0],f=p[1],v=n.__assign({x0:c,y0:d,x1:_,y1:f},t);null!=this.model.callback&&this.model.callback.execute(this.model,{geometry:v})},e}(r.SelectToolView);i.BoxSelectToolView=a;var l=function(){return new o.BoxAnnotation({level:\"overlay\",render_mode:\"css\",top_units:\"screen\",left_units:\"screen\",bottom_units:\"screen\",right_units:\"screen\",fill_color:{value:\"lightgrey\"},fill_alpha:{value:.5},line_color:{value:\"black\"},line_alpha:{value:1},line_width:{value:2},line_dash:{value:[4,4]}})},h=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Box Select\",i.icon=\"bk-tool-icon-box-select\",i.event_type=\"pan\",i.default_order=30,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"BoxSelectTool\",this.prototype.default_view=a,this.define({dimensions:[s.Dimensions,\"both\"],select_every_mousemove:[s.Boolean,!1],callback:[s.Any],overlay:[s.Instance,l],origin:[s.BoxOrigin,\"corner\"]})},Object.defineProperty(e.prototype,\"tooltip\",{get:function(){return this._get_dim_tooltip(this.tool_name,this.dimensions)},enumerable:!0,configurable:!0}),e}(r.SelectTool);i.BoxSelectTool=h,h.initClass()},function(t,e,i){var n=t(388),r=t(261),o=t(67),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._match_aspect=function(t,e,i){var n,r,o,s,a=i.bbox.aspect,l=i.bbox.h_range.end,h=i.bbox.h_range.start,u=i.bbox.v_range.end,c=i.bbox.v_range.start,_=Math.abs(t[0]-e[0]),p=Math.abs(t[1]-e[1]),d=0==p?0:_/p,f=(d>=a?[1,d/a]:[a/d,1])[0];return t[0]<=e[0]?(n=t[0],(r=t[0]+_*f)>l&&(r=l)):(r=t[0],(n=t[0]-_*f)<h&&(n=h)),_=Math.abs(r-n),t[1]<=e[1]?(s=t[1],(o=t[1]+_/a)>u&&(o=u)):(o=t[1],(s=t[1]-_/a)<c&&(s=c)),p=Math.abs(o-s),t[0]<=e[0]?r=t[0]+a*p:n=t[0]-a*p,[[n,r],[s,o]]},e.prototype._compute_limits=function(t){var e,i,n,r,o=this.plot_view.frame,s=this.model.dimensions,a=this._base_point;if(\"center\"==this.model.origin){var l=a[0],h=a[1],u=t[0],c=t[1];a=[l-(u-l),h-(c-h)]}return this.model.match_aspect&&\"both\"==s?(e=this._match_aspect(a,t,o),n=e[0],r=e[1]):(i=this.model._get_dim_limits(a,t,o,s),n=i[0],r=i[1]),[n,r]},e.prototype._pan_start=function(t){this._base_point=[t.sx,t.sy]},e.prototype._pan=function(t){var e=[t.sx,t.sy],i=this._compute_limits(e),n=i[0],r=i[1];this.model.overlay.update({left:n[0],right:n[1],top:r[0],bottom:r[1]})},e.prototype._pan_end=function(t){var e=[t.sx,t.sy],i=this._compute_limits(e),n=i[0],r=i[1];this._update(n,r),this.model.overlay.update({left:null,right:null,top:null,bottom:null}),this._base_point=null},e.prototype._update=function(t,e){var i=t[0],n=t[1],r=e[0],o=e[1];if(!(Math.abs(n-i)<=5||Math.abs(o-r)<=5)){var s=this.plot_view.frame,a=s.xscales,l=s.yscales,h={};for(var u in a){var c=a[u],_=c.r_invert(i,n),p=_[0],d=_[1];h[u]={start:p,end:d}}var f={};for(var v in l){var c=l[v],m=c.r_invert(r,o),p=m[0],d=m[1];f[v]={start:p,end:d}}var g={xrs:h,yrs:f};this.plot_view.push_state(\"box_zoom\",{range:g}),this.plot_view.update_range(g)}},e}(r.GestureToolView);i.BoxZoomToolView=a;var l=function(){return new o.BoxAnnotation({level:\"overlay\",render_mode:\"css\",top_units:\"screen\",left_units:\"screen\",bottom_units:\"screen\",right_units:\"screen\",fill_color:{value:\"lightgrey\"},fill_alpha:{value:.5},line_color:{value:\"black\"},line_alpha:{value:1},line_width:{value:2},line_dash:{value:[4,4]}})},h=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Box Zoom\",i.icon=\"bk-tool-icon-box-zoom\",i.event_type=\"pan\",i.default_order=20,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"BoxZoomTool\",this.prototype.default_view=a,this.define({dimensions:[s.Dimensions,\"both\"],overlay:[s.Instance,l],match_aspect:[s.Boolean,!1],origin:[s.BoxOrigin,\"corner\"]})},Object.defineProperty(e.prototype,\"tooltip\",{get:function(){return this._get_dim_tooltip(this.tool_name,this.dimensions)},enumerable:!0,configurable:!0}),e}(r.GestureTool);i.BoxZoomTool=h,h.initClass()},function(t,e,i){var n=t(388),r=t(251),o=t(275),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e}(r.ButtonToolView);i.GestureToolView=s;var a=function(t){function e(e){var i=t.call(this,e)||this;return i.button_view=o.OnOffButtonView,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"GestureTool\"},e}(r.ButtonTool);i.GestureTool=a,a.initClass()},function(t,e,i){var n=t(388),r=t(266),o=t(74),s=t(5),a=t(18),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.data=null},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.properties.active.change,function(){return e._active_change()})},e.prototype._active_change=function(){this.model.active||this._clear_overlay()},e.prototype._keyup=function(t){t.keyCode==s.Keys.Enter&&this._clear_overlay()},e.prototype._pan_start=function(t){var e=t.sx,i=t.sy;this.data={sx:[e],sy:[i]}},e.prototype._pan=function(t){var e=t.sx,i=t.sy,n=this.plot_view.frame.bbox.clip(e,i),r=n[0],o=n[1];this.data.sx.push(r),this.data.sy.push(o);var s=this.model.overlay;if(s.update({xs:this.data.sx,ys:this.data.sy}),this.model.select_every_mousemove){var a=t.shiftKey;this._do_select(this.data.sx,this.data.sy,!1,a)}},e.prototype._pan_end=function(t){this._clear_overlay();var e=t.shiftKey;this._do_select(this.data.sx,this.data.sy,!0,e),this.plot_view.push_state(\"lasso_select\",{selection:this.plot_view.get_selection()})},e.prototype._clear_overlay=function(){this.model.overlay.update({xs:[],ys:[]})},e.prototype._do_select=function(t,e,i,n){var r={type:\"poly\",sx:t,sy:e};this._select(r,i,n)},e.prototype._emit_callback=function(t){var e=this.computed_renderers[0],i=this.plot_view.frame,r=i.xscales[e.x_range_name],o=i.yscales[e.y_range_name],s=r.v_invert(t.sx),a=o.v_invert(t.sy),l=n.__assign({x:s,y:a},t);null!=this.model.callback&&this.model.callback.execute(this.model,{geometry:l})},e}(r.SelectToolView);i.LassoSelectToolView=l;var h=function(){return new o.PolyAnnotation({level:\"overlay\",xs_units:\"screen\",ys_units:\"screen\",fill_color:{value:\"lightgrey\"},fill_alpha:{value:.5},line_color:{value:\"black\"},line_alpha:{value:1},line_width:{value:2},line_dash:{value:[4,4]}})},u=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Lasso Select\",i.icon=\"bk-tool-icon-lasso-select\",i.event_type=\"pan\",i.default_order=12,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"LassoSelectTool\",this.prototype.default_view=l,this.define({select_every_mousemove:[a.Boolean,!0],callback:[a.Any],overlay:[a.Instance,h]})},e}(r.SelectTool);i.LassoSelectTool=u,u.initClass()},function(t,e,i){var n=t(388),r=t(261),o=t(18),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._pan_start=function(t){this.last_dx=0,this.last_dy=0;var e=t.sx,i=t.sy,n=this.plot_view.frame.bbox;if(!n.contains(e,i)){var r=n.h_range,o=n.v_range;(e<r.start||e>r.end)&&(this.v_axis_only=!0),(i<o.start||i>o.end)&&(this.h_axis_only=!0)}null!=this.model.document&&this.model.document.interactive_start(this.plot_model)},e.prototype._pan=function(t){this._update(t.deltaX,t.deltaY),null!=this.model.document&&this.model.document.interactive_start(this.plot_model)},e.prototype._pan_end=function(t){this.h_axis_only=!1,this.v_axis_only=!1,null!=this.pan_info&&this.plot_view.push_state(\"pan\",{range:this.pan_info})},e.prototype._update=function(t,e){var i,n,r,o,s,a,l=this.plot_view.frame,h=t-this.last_dx,u=e-this.last_dy,c=l.bbox.h_range,_=c.start-h,p=c.end-h,d=l.bbox.v_range,f=d.start-u,v=d.end-u,m=this.model.dimensions;\"width\"!=m&&\"both\"!=m||this.v_axis_only?(i=c.start,n=c.end,r=0):(i=_,n=p,r=-h),\"height\"!=m&&\"both\"!=m||this.h_axis_only?(o=d.start,s=d.end,a=0):(o=f,s=v,a=-u),this.last_dx=t,this.last_dy=e;var g=l.xscales,y=l.yscales,b={};for(var x in g){var w=g[x],k=w.r_invert(i,n),T=k[0],C=k[1];b[x]={start:T,end:C}}var S={};for(var A in y){var w=y[A],M=w.r_invert(o,s),T=M[0],C=M[1];S[A]={start:T,end:C}}this.pan_info={xrs:b,yrs:S,sdx:r,sdy:a},this.plot_view.update_range(this.pan_info,!0)},e}(r.GestureToolView);i.PanToolView=s;var a=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Pan\",i.event_type=\"pan\",i.default_order=10,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"PanTool\",this.prototype.default_view=s,this.define({dimensions:[o.Dimensions,\"both\"]})},Object.defineProperty(e.prototype,\"tooltip\",{get:function(){return this._get_dim_tooltip(\"Pan\",this.dimensions)},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"icon\",{get:function(){switch(this.dimensions){case\"both\":return\"bk-tool-icon-pan\";case\"width\":return\"bk-tool-icon-xpan\";case\"height\":return\"bk-tool-icon-ypan\"}},enumerable:!0,configurable:!0}),e}(r.GestureTool);i.PanTool=a,a.initClass()},function(t,e,i){var n=t(388),r=t(266),o=t(74),s=t(5),a=t(18),l=t(24),h=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.data={sx:[],sy:[]}},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.properties.active.change,function(){return e._active_change()})},e.prototype._active_change=function(){this.model.active||this._clear_data()},e.prototype._keyup=function(t){t.keyCode==s.Keys.Enter&&this._clear_data()},e.prototype._doubletap=function(t){var e=t.shiftKey;this._do_select(this.data.sx,this.data.sy,!0,e),this.plot_view.push_state(\"poly_select\",{selection:this.plot_view.get_selection()}),this._clear_data()},e.prototype._clear_data=function(){this.data={sx:[],sy:[]},this.model.overlay.update({xs:[],ys:[]})},e.prototype._tap=function(t){var e=t.sx,i=t.sy,n=this.plot_view.frame;n.bbox.contains(e,i)&&(this.data.sx.push(e),this.data.sy.push(i),this.model.overlay.update({xs:l.copy(this.data.sx),ys:l.copy(this.data.sy)}))},e.prototype._do_select=function(t,e,i,n){var r={type:\"poly\",sx:t,sy:e};this._select(r,i,n)},e.prototype._emit_callback=function(t){var e=this.computed_renderers[0],i=this.plot_view.frame,r=i.xscales[e.x_range_name],o=i.yscales[e.y_range_name],s=r.v_invert(t.sx),a=o.v_invert(t.sy),l=n.__assign({x:s,y:a},t);null!=this.model.callback&&this.model.callback.execute(this.model,{geometry:l})},e}(r.SelectToolView);i.PolySelectToolView=h;var u=function(){return new o.PolyAnnotation({level:\"overlay\",xs_units:\"screen\",ys_units:\"screen\",fill_color:{value:\"lightgrey\"},fill_alpha:{value:.5},line_color:{value:\"black\"},line_alpha:{value:1},line_width:{value:2},line_dash:{value:[4,4]}})},c=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Poly Select\",i.icon=\"bk-tool-icon-polygon-select\",i.event_type=\"tap\",i.default_order=11,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"PolySelectTool\",this.prototype.default_view=h,this.define({callback:[a.Any],overlay:[a.Instance,u]})},e}(r.SelectTool);i.PolySelectTool=c,c.initClass()},function(t,e,i){var n=t(388),r=t(67),o=t(17),s=t(18),a=t(261);function l(t,e,i,n){if(null==e)return!1;var r=i.compute(e);return Math.abs(t-r)<n}function h(t,e,i,n,r){var o=!0;if(null!=r.left&&null!=r.right){var s=i.invert(t);(s<r.left||s>r.right)&&(o=!1)}if(null!=r.bottom&&null!=r.top){var a=n.invert(e);(a<r.bottom||a>r.top)&&(o=!1)}return o}function u(t,e,i,n){var r=e.compute(t),o=e.invert(r+i);return o>=n.start&&o<=n.end?o:t}function c(t,e,i,n){var r=e.r_compute(t.start,t.end),o=r[0],s=r[1],a=e.r_invert(o+i,s+i),l=a[0],h=a[1];l>=n.start&&l<=n.end&&h>=n.start&&h<=n.end&&(t.start=l,t.end=h)}i.is_near=l,i.is_inside=h,i.compute_value=u,i.update_range=c;var _=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.side=0,this.model.update_overlay_from_ranges()},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),null!=this.model.x_range&&this.connect(this.model.x_range.change,function(){return e.model.update_overlay_from_ranges()}),null!=this.model.y_range&&this.connect(this.model.y_range.change,function(){return e.model.update_overlay_from_ranges()})},e.prototype._pan_start=function(t){this.last_dx=0,this.last_dy=0;var e=this.model.x_range,i=this.model.y_range,n=this.plot_view.frame,o=n.xscales.default,s=n.yscales.default,a=this.model.overlay,u=a.left,c=a.right,_=a.top,p=a.bottom,d=this.model.overlay.properties.line_width.value()+r.EDGE_TOLERANCE;null!=e&&this.model.x_interaction&&(l(t.sx,u,o,d)?this.side=1:l(t.sx,c,o,d)?this.side=2:h(t.sx,t.sy,o,s,a)&&(this.side=3)),null!=i&&this.model.y_interaction&&(0==this.side&&l(t.sy,p,s,d)&&(this.side=4),0==this.side&&l(t.sy,_,s,d)?this.side=5:h(t.sx,t.sy,o,s,this.model.overlay)&&(3==this.side?this.side=7:this.side=6))},e.prototype._pan=function(t){var e=this.plot_view.frame,i=t.deltaX-this.last_dx,n=t.deltaY-this.last_dy,r=this.model.x_range,o=this.model.y_range,s=e.xscales.default,a=e.yscales.default;null!=r&&(3==this.side||7==this.side?c(r,s,i,e.x_range):1==this.side?r.start=u(r.start,s,i,e.x_range):2==this.side&&(r.end=u(r.end,s,i,e.x_range))),null!=o&&(6==this.side||7==this.side?c(o,a,n,e.y_range):4==this.side?o.start=u(o.start,a,n,e.y_range):5==this.side&&(o.end=u(o.end,a,n,e.y_range))),this.last_dx=t.deltaX,this.last_dy=t.deltaY},e.prototype._pan_end=function(t){this.side=0},e}(a.GestureToolView);i.RangeToolView=_;var p=function(){return new r.BoxAnnotation({level:\"overlay\",render_mode:\"css\",fill_color:\"lightgrey\",fill_alpha:{value:.5},line_color:{value:\"black\"},line_alpha:{value:1},line_width:{value:.5},line_dash:[2,2]})},d=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Range Tool\",i.icon=\"bk-tool-icon-range\",i.event_type=\"pan\",i.default_order=1,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"RangeTool\",this.prototype.default_view=_,this.define({x_range:[s.Instance,null],x_interaction:[s.Boolean,!0],y_range:[s.Instance,null],y_interaction:[s.Boolean,!0],overlay:[s.Instance,p]})},e.prototype.initialize=function(){t.prototype.initialize.call(this),this.overlay.in_cursor=\"grab\",this.overlay.ew_cursor=null!=this.x_range&&this.x_interaction?\"ew-resize\":null,this.overlay.ns_cursor=null!=this.y_range&&this.y_interaction?\"ns-resize\":null},e.prototype.update_overlay_from_ranges=function(){null==this.x_range&&null==this.y_range&&(this.overlay.left=null,this.overlay.right=null,this.overlay.bottom=null,this.overlay.top=null,o.logger.warn(\"RangeTool not configured with any Ranges.\")),null==this.x_range?(this.overlay.left=null,this.overlay.right=null):(this.overlay.left=this.x_range.start,this.overlay.right=this.x_range.end),null==this.y_range?(this.overlay.bottom=null,this.overlay.top=null):(this.overlay.bottom=this.y_range.start,this.overlay.top=this.y_range.end)},e}(a.GestureTool);i.RangeTool=d,d.initClass()},function(t,e,i){var n=t(388),r=t(261),o=t(193),s=t(194),a=t(281),l=t(18),h=t(5),u=t(3),c=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),Object.defineProperty(e.prototype,\"computed_renderers\",{get:function(){var t=this.model.renderers,e=this.plot_model.renderers,i=this.model.names;return a.compute_renderers(t,e,i)},enumerable:!0,configurable:!0}),e.prototype._computed_renderers_by_data_source=function(){for(var t={},e=0,i=this.computed_renderers;e<i.length;e++){var n=i[e],r=void 0;if(n instanceof o.GlyphRenderer)r=n.data_source.id;else{if(!(n instanceof s.GraphRenderer))continue;r=n.node_renderer.data_source.id}r in t||(t[r]=[]),t[r].push(n)}return t},e.prototype._keyup=function(t){if(t.keyCode==h.Keys.Esc){for(var e=0,i=this.computed_renderers;e<i.length;e++){var n=i[e];n.get_selection_manager().clear()}this.plot_view.request_render()}},e.prototype._select=function(t,e,i){var n=this._computed_renderers_by_data_source();for(var r in n){for(var o=n[r],s=o[0].get_selection_manager(),a=[],l=0,h=o;l<h.length;l++){var u=h[l];u.id in this.plot_view.renderer_views&&a.push(this.plot_view.renderer_views[u.id])}s.select(a,t,e,i)}null!=this.model.callback&&this._emit_callback(t),this._emit_selection_event(t,e)},e.prototype._emit_selection_event=function(t,e){void 0===e&&(e=!0);var i,r=this.plot_view.frame,o=r.xscales.default,s=r.yscales.default;switch(t.type){case\"point\":var a=t.sx,l=t.sy,h=o.invert(a),c=s.invert(l);i=n.__assign({},t,{x:h,y:c});break;case\"rect\":var _=t.sx0,p=t.sx1,d=t.sy0,f=t.sy1,v=o.r_invert(_,p),m=v[0],g=v[1],y=s.r_invert(d,f),b=y[0],x=y[1];i=n.__assign({},t,{x0:m,y0:b,x1:g,y1:x});break;case\"poly\":var a=t.sx,l=t.sy,h=o.v_invert(a),c=s.v_invert(l);i=n.__assign({},t,{x:h,y:c});break;default:throw new Error(\"Unrecognized selection geometry type: '\"+t.type+\"'\")}this.plot_model.trigger_event(new u.SelectionGeometry(i,e))},e}(r.GestureToolView);i.SelectToolView=c;var _=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"SelectTool\",this.define({renderers:[l.Any,\"auto\"],names:[l.Array,[]]})},e}(r.GestureTool);i.SelectTool=_,_.initClass()},function(t,e,i){var n=t(388),r=t(266),o=t(18),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._tap=function(t){var e=t.sx,i=t.sy,n={type:\"point\",sx:e,sy:i},r=t.shiftKey;this._select(n,!0,r)},e.prototype._select=function(t,e,i){var r=this,o=this.model.callback;if(\"select\"==this.model.behavior){var s=this._computed_renderers_by_data_source();for(var a in s){var l=s[a],h=l[0].get_selection_manager(),u=l.map(function(t){return r.plot_view.renderer_views[t.id]}),c=h.select(u,t,e,i);if(c&&null!=o){var _=this.plot_view.frame,p=_.xscales[l[0].x_range_name],d=_.yscales[l[0].y_range_name],f=p.invert(t.sx),v=d.invert(t.sy),m={geometries:n.__assign({},t,{x:f,y:v}),source:h.source};o.execute(this.model,m)}}this._emit_selection_event(t),this.plot_view.push_state(\"tap\",{selection:this.plot_view.get_selection()})}else for(var g=0,y=this.computed_renderers;g<y.length;g++){var b=y[g],h=b.get_selection_manager(),c=h.inspect(this.plot_view.renderer_views[b.id],t);if(c&&null!=o){var _=this.plot_view.frame,p=_.xscales[b.x_range_name],d=_.yscales[b.y_range_name],f=p.invert(t.sx),v=d.invert(t.sy),m={geometries:n.__assign({},t,{x:f,y:v}),source:h.source};o.execute(this.model,m)}}},e}(r.SelectToolView);i.TapToolView=s;var a=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Tap\",i.icon=\"bk-tool-icon-tap-select\",i.event_type=\"tap\",i.default_order=10,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"TapTool\",this.prototype.default_view=s,this.define({behavior:[o.TapBehavior,\"select\"],callback:[o.Any]})},e}(r.SelectTool);i.TapTool=a,a.initClass()},function(t,e,i){var n=t(388),r=t(261),o=t(18),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._scroll=function(t){var e=this.model.speed*t.delta;e>.9?e=.9:e<-.9&&(e=-.9),this._update_ranges(e)},e.prototype._update_ranges=function(t){var e,i,n,r,o=this.plot_view.frame,s=o.bbox.h_range,a=o.bbox.v_range,l=[s.start,s.end],h=l[0],u=l[1],c=[a.start,a.end],_=c[0],p=c[1];switch(this.model.dimension){case\"height\":var d=Math.abs(p-_);e=h,i=u,n=_-d*t,r=p-d*t;break;case\"width\":var f=Math.abs(u-h);e=h-f*t,i=u-f*t,n=_,r=p;break;default:throw new Error(\"this shouldn't have happened\")}var v=o.xscales,m=o.yscales,g={};for(var y in v){var b=v[y],x=b.r_invert(e,i),w=x[0],k=x[1];g[y]={start:w,end:k}}var T={};for(var C in m){var b=m[C],S=b.r_invert(n,r),w=S[0],k=S[1];T[C]={start:w,end:k}}var A={xrs:g,yrs:T,factor:t};this.plot_view.push_state(\"wheel_pan\",{range:A}),this.plot_view.update_range(A,!1,!0),null!=this.model.document&&this.model.document.interactive_start(this.plot_model)},e}(r.GestureToolView);i.WheelPanToolView=s;var a=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Wheel Pan\",i.icon=\"bk-tool-icon-wheel-pan\",i.event_type=\"scroll\",i.default_order=12,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"WheelPanTool\",this.prototype.default_view=s,this.define({dimension:[o.Dimension,\"width\"]}),this.internal({speed:[o.Number,.001]})},Object.defineProperty(e.prototype,\"tooltip\",{get:function(){return this._get_dim_tooltip(this.tool_name,this.dimension)},enumerable:!0,configurable:!0}),e}(r.GestureTool);i.WheelPanTool=a,a.initClass()},function(t,e,i){var n=t(388),r=t(261),o=t(48),s=t(18),a=t(31),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._pinch=function(t){var e,i=t.sx,n=t.sy,r=t.scale;e=r>=1?20*(r-1):-20/r,this._scroll({type:\"wheel\",sx:i,sy:n,delta:e})},e.prototype._scroll=function(t){var e=this.plot_view.frame,i=e.bbox.h_range,n=e.bbox.v_range,r=t.sx,s=t.sy,a=this.model.dimensions,l=(\"width\"==a||\"both\"==a)&&i.start<r&&r<i.end,h=(\"height\"==a||\"both\"==a)&&n.start<s&&s<n.end;if(l&&h||this.model.zoom_on_axis){var u=this.model.speed*t.delta,c=o.scale_range(e,u,l,h,{x:r,y:s});this.plot_view.push_state(\"wheel_zoom\",{range:c}),this.plot_view.update_range(c,!1,!0,this.model.maintain_focus),null!=this.model.document&&this.model.document.interactive_start(this.plot_model)}},e}(r.GestureToolView);i.WheelZoomToolView=l;var h=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Wheel Zoom\",i.icon=\"bk-tool-icon-wheel-zoom\",i.event_type=a.is_mobile?\"pinch\":\"scroll\",i.default_order=10,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"WheelZoomTool\",this.prototype.default_view=l,this.define({dimensions:[s.Dimensions,\"both\"],maintain_focus:[s.Boolean,!0],zoom_on_axis:[s.Boolean,!0],speed:[s.Number,1/600]})},Object.defineProperty(e.prototype,\"tooltip\",{get:function(){return this._get_dim_tooltip(this.tool_name,this.dimensions)},enumerable:!0,configurable:!0}),e}(r.GestureTool);i.WheelZoomTool=h,h.initClass()},function(t,e,i){var n=t(242);i.ActionTool=n.ActionTool;var r=t(243);i.CustomAction=r.CustomAction;var o=t(244);i.HelpTool=o.HelpTool;var s=t(245);i.RedoTool=s.RedoTool;var a=t(246);i.ResetTool=a.ResetTool;var l=t(247);i.SaveTool=l.SaveTool;var h=t(248);i.UndoTool=h.UndoTool;var u=t(249);i.ZoomInTool=u.ZoomInTool;var c=t(250);i.ZoomOutTool=c.ZoomOutTool;var _=t(251);i.ButtonTool=_.ButtonTool;var p=t(253);i.EditTool=p.EditTool;var d=t(252);i.BoxEditTool=d.BoxEditTool;var f=t(254);i.FreehandDrawTool=f.FreehandDrawTool;var v=t(255);i.PointDrawTool=v.PointDrawTool;var m=t(256);i.PolyDrawTool=m.PolyDrawTool;var g=t(258);i.PolyTool=g.PolyTool;var y=t(257);i.PolyEditTool=y.PolyEditTool;var b=t(259);i.BoxSelectTool=b.BoxSelectTool;var x=t(260);i.BoxZoomTool=x.BoxZoomTool;var w=t(261);i.GestureTool=w.GestureTool;var k=t(262);i.LassoSelectTool=k.LassoSelectTool;var T=t(263);i.PanTool=T.PanTool;var C=t(264);i.PolySelectTool=C.PolySelectTool;var S=t(265);i.RangeTool=S.RangeTool;var A=t(266);i.SelectTool=A.SelectTool;var M=t(267);i.TapTool=M.TapTool;var E=t(268);i.WheelPanTool=E.WheelPanTool;var z=t(269);i.WheelZoomTool=z.WheelZoomTool;var O=t(271);i.CrosshairTool=O.CrosshairTool;var P=t(272);i.CustomJSHover=P.CustomJSHover;var j=t(273);i.HoverTool=j.HoverTool;var N=t(274);i.InspectTool=N.InspectTool;var D=t(276);i.Tool=D.Tool;var F=t(277);i.ToolProxy=F.ToolProxy;var B=t(278);i.Toolbar=B.Toolbar;var R=t(279);i.ToolbarBase=R.ToolbarBase;var I=t(280);i.ProxyToolbar=I.ProxyToolbar;var L=t(280);i.ToolbarBox=L.ToolbarBox},function(t,e,i){var n=t(388),r=t(274),o=t(76),s=t(18),a=t(35),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype._move=function(t){if(this.model.active){var e=t.sx,i=t.sy;this.plot_view.frame.bbox.contains(e,i)?this._update_spans(e,i):this._update_spans(null,null)}},e.prototype._move_exit=function(t){this._update_spans(null,null)},e.prototype._update_spans=function(t,e){var i=this.model.dimensions;\"width\"!=i&&\"both\"!=i||(this.model.spans.width.computed_location=e),\"height\"!=i&&\"both\"!=i||(this.model.spans.height.computed_location=t)},e}(r.InspectToolView);i.CrosshairToolView=l;var h=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Crosshair\",i.icon=\"bk-tool-icon-crosshair\",i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"CrosshairTool\",this.prototype.default_view=l,this.define({dimensions:[s.Dimensions,\"both\"],line_color:[s.Color,\"black\"],line_width:[s.Number,1],line_alpha:[s.Number,1]}),this.internal({location_units:[s.SpatialUnits,\"screen\"],render_mode:[s.RenderMode,\"css\"],spans:[s.Any]})},Object.defineProperty(e.prototype,\"tooltip\",{get:function(){return this._get_dim_tooltip(\"Crosshair\",this.dimensions)},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"synthetic_renderers\",{get:function(){return a.values(this.spans)},enumerable:!0,configurable:!0}),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.spans={width:new o.Span({for_hover:!0,dimension:\"width\",render_mode:this.render_mode,location_units:this.location_units,line_color:this.line_color,line_width:this.line_width,line_alpha:this.line_alpha}),height:new o.Span({for_hover:!0,dimension:\"height\",render_mode:this.render_mode,location_units:this.location_units,line_color:this.line_color,line_width:this.line_width,line_alpha:this.line_alpha})}},e}(r.InspectTool);i.CrosshairTool=h,h.initClass()},function(t,e,i){var n=t(388),r=t(62),o=t(18),s=t(35),a=t(40),l=function(e){function r(t){return e.call(this,t)||this}return n.__extends(r,e),r.initClass=function(){this.prototype.type=\"CustomJSHover\",this.define({args:[o.Any,{}],code:[o.String,\"\"]})},Object.defineProperty(r.prototype,\"values\",{get:function(){return s.values(this.args)},enumerable:!0,configurable:!0}),r.prototype._make_code=function(t,e,i,n){return new(Function.bind.apply(Function,[void 0].concat(s.keys(this.args),[t,e,i,\"require\",\"exports\",a.use_strict(n)])))},r.prototype.format=function(e,n,r){var o=this._make_code(\"value\",\"format\",\"special_vars\",this.code);return o.apply(void 0,this.values.concat([e,n,r,t,i]))},r}(r.Model);i.CustomJSHover=l,l.initClass()},function(t,e,i){var n=t(388),r=t(274),o=t(80),s=t(193),a=t(194),l=t(281),h=t(9),u=t(42),c=t(5),_=t(18),p=t(30),d=t(35),f=t(46),v=t(4);function m(t,e,i,n,r,o){var s,a,l={x:r[t],y:o[t]},u={x:r[t+1],y:o[t+1]};if(\"span\"==e.type)\"h\"==e.direction?(s=Math.abs(l.x-i),a=Math.abs(u.x-i)):(s=Math.abs(l.y-n),a=Math.abs(u.y-n));else{var c={x:i,y:n};s=h.dist_2_pts(l,c),a=h.dist_2_pts(u,c)}return s<a?[[l.x,l.y],t]:[[u.x,u.y],t+1]}function g(t,e,i){return[[t[i],e[i]],i]}i._nearest_line_hit=m,i._line_hit=g;var y=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.ttviews={}},e.prototype.remove=function(){v.remove_views(this.ttviews),t.prototype.remove.call(this)},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this);for(var i=0,n=this.computed_renderers;i<n.length;i++){var r=n[i];r instanceof s.GlyphRenderer?this.connect(r.data_source.inspect,this._update):r instanceof a.GraphRenderer&&(this.connect(r.node_renderer.data_source.inspect,this._update),this.connect(r.edge_renderer.data_source.inspect,this._update))}this.connect(this.model.properties.renderers.change,function(){return e._computed_renderers=e._ttmodels=null}),this.connect(this.model.properties.names.change,function(){return e._computed_renderers=e._ttmodels=null}),this.connect(this.model.properties.tooltips.change,function(){return e._ttmodels=null})},e.prototype._compute_ttmodels=function(){var t={},e=this.model.tooltips;if(null!=e)for(var i=0,n=this.computed_renderers;i<n.length;i++){var r=n[i];if(r instanceof s.GlyphRenderer){var l=new o.Tooltip({custom:f.isString(e)||f.isFunction(e),attachment:this.model.attachment,show_arrow:this.model.show_arrow});t[r.id]=l}else if(r instanceof a.GraphRenderer){var l=new o.Tooltip({custom:f.isString(e)||f.isFunction(e),attachment:this.model.attachment,show_arrow:this.model.show_arrow});t[r.node_renderer.id]=l,t[r.edge_renderer.id]=l}}return v.build_views(this.ttviews,d.values(t),{parent:this.plot_view}),t},Object.defineProperty(e.prototype,\"computed_renderers\",{get:function(){if(null==this._computed_renderers){var t=this.model.renderers,e=this.plot_model.renderers,i=this.model.names;this._computed_renderers=l.compute_renderers(t,e,i)}return this._computed_renderers},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"ttmodels\",{get:function(){return null==this._ttmodels&&(this._ttmodels=this._compute_ttmodels()),this._ttmodels},enumerable:!0,configurable:!0}),e.prototype._clear=function(){for(var t in this._inspect(1/0,1/0),this.ttmodels){var e=this.ttmodels[t];e.clear()}},e.prototype._move=function(t){if(this.model.active){var e=t.sx,i=t.sy;this.plot_view.frame.bbox.contains(e,i)?this._inspect(e,i):this._clear()}},e.prototype._move_exit=function(){this._clear()},e.prototype._inspect=function(t,e){var i;if(\"mouse\"==this.model.mode)i={type:\"point\",sx:t,sy:e};else{var n=\"vline\"==this.model.mode?\"h\":\"v\";i={type:\"span\",direction:n,sx:t,sy:e}}for(var r=0,o=this.computed_renderers;r<o.length;r++){var s=o[r],a=s.get_selection_manager();a.inspect(this.plot_view.renderer_views[s.id],i)}null!=this.model.callback&&this._emit_callback(i)},e.prototype._update=function(t){var e,i,n,r,o,l,h,u,c,_,p,f,v,y,b,x,w=t[0],k=t[1].geometry;if(this.model.active&&(w instanceof s.GlyphRendererView||w instanceof a.GraphRendererView)){var T=w.model,C=this.ttmodels[T.id];if(null!=C){C.clear();var S=T.get_selection_manager(),A=S.inspectors[T.id];if(T instanceof s.GlyphRenderer&&(A=T.view.convert_selection_to_subset(A)),!A.is_empty()){for(var M=S.source,E=this.plot_view.frame,z=k.sx,O=k.sy,P=E.xscales[T.x_range_name],j=E.yscales[T.y_range_name],N=P.invert(z),D=j.invert(O),F=w.glyph,B=0,R=A.line_indices;B<R.length;B++){var I=R[B],L=F._x[I+1],V=F._y[I+1],G=I,U=void 0,Y=void 0;switch(this.model.line_policy){case\"interp\":e=F.get_interpolation_hit(I,k),L=e[0],V=e[1],U=P.compute(L),Y=j.compute(V);break;case\"prev\":i=g(F.sx,F.sy,I),n=i[0],U=n[0],Y=n[1],G=i[1];break;case\"next\":r=g(F.sx,F.sy,I+1),o=r[0],U=o[0],Y=o[1],G=r[1];break;case\"nearest\":l=m(I,k,z,O,F.sx,F.sy),h=l[0],U=h[0],Y=h[1],G=l[1],L=F._x[G],V=F._y[G];break;default:U=(u=[z,O])[0],Y=u[1]}var q={index:G,x:N,y:D,sx:z,sy:O,data_x:L,data_y:V,rx:U,ry:Y,indices:A.line_indices,name:w.model.name};C.add(U,Y,this._render_tooltips(M,G,q))}for(var X=0,H=A.image_indices;X<H.length;X++){var W=H[X],q={index:W.index,x:N,y:D,sx:z,sy:O},J=this._render_tooltips(M,W,q);C.add(z,O,J)}for(var $=0,K=A.indices;$<K.length;$++){var I=K[$];if(d.isEmpty(A.multiline_indices)){var L=null!=F._x?F._x[I]:void 0,V=null!=F._y?F._y[I]:void 0,U=void 0,Y=void 0;if(\"snap_to_data\"==this.model.point_policy){var Z=F.get_anchor_point(this.model.anchor,I,[z,O]);null==Z&&(Z=F.get_anchor_point(\"center\",I,[z,O])),U=Z.x,Y=Z.y}else U=(x=[z,O])[0],Y=x[1];var Q=void 0,q={index:Q=T instanceof s.GlyphRenderer?T.view.convert_indices_from_subset([I])[0]:I,x:N,y:D,sx:z,sy:O,data_x:L,data_y:V,indices:A.indices,name:w.model.name};C.add(U,Y,this._render_tooltips(M,Q,q))}else for(var tt=0,et=A.multiline_indices[I.toString()];tt<et.length;tt++){var it=et[tt],L=F._xs[I][it],V=F._ys[I][it],nt=it,U=void 0,Y=void 0;switch(this.model.line_policy){case\"interp\":c=F.get_interpolation_hit(I,it,k),L=c[0],V=c[1],U=P.compute(L),Y=j.compute(V);break;case\"prev\":_=g(F.sxs[I],F.sys[I],it),p=_[0],U=p[0],Y=p[1],nt=_[1];break;case\"next\":f=g(F.sxs[I],F.sys[I],it+1),v=f[0],U=v[0],Y=v[1],nt=f[1];break;case\"nearest\":y=m(it,k,z,O,F.sxs[I],F.sys[I]),b=y[0],U=b[0],Y=b[1],nt=y[1],L=F._xs[I][nt],V=F._ys[I][nt];break;default:throw new Error(\"should't have happened\")}var Q=void 0,q={index:Q=T instanceof s.GlyphRenderer?T.view.convert_indices_from_subset([I])[0]:I,x:N,y:D,sx:z,sy:O,data_x:L,data_y:V,segment_index:nt,indices:A.multiline_indices,name:w.model.name};C.add(U,Y,this._render_tooltips(M,Q,q))}}}}}},e.prototype._emit_callback=function(t){for(var e=0,i=this.computed_renderers;e<i.length;e++){var r=i[e],o=r.data_source.inspected,s=this.plot_view.frame,a=s.xscales[r.x_range_name],l=s.yscales[r.y_range_name],h=a.invert(t.sx),u=l.invert(t.sy),c=n.__assign({x:h,y:u},t);this.model.callback.execute(this.model,{index:o,geometry:c,renderer:r})}},e.prototype._render_tooltips=function(t,e,i){var n=this.model.tooltips;if(f.isString(n)){var r=c.div();return r.innerHTML=u.replace_placeholders(n,t,e,this.model.formatters,i),r}if(f.isFunction(n))return n(t,i);for(var o=c.div({style:{display:\"table\",borderSpacing:\"2px\"}}),s=0,a=n;s<a.length;s++){var l=a[s],h=l[0],_=l[1],d=c.div({style:{display:\"table-row\"}});o.appendChild(d);var v=void 0;if(v=c.div({style:{display:\"table-cell\"},class:\"bk-tooltip-row-label\"},0!=h.length?h+\": \":\"\"),d.appendChild(v),v=c.div({style:{display:\"table-cell\"},class:\"bk-tooltip-row-value\"}),d.appendChild(v),_.indexOf(\"$color\")>=0){var m=_.match(/\\$color(\\[.*\\])?:(\\w*)/),g=m[1],y=void 0===g?\"\":g,b=m[2],x=t.get_column(b);if(null==x){var w=c.span({},b+\" unknown\");v.appendChild(w);continue}var k=y.indexOf(\"hex\")>=0,T=y.indexOf(\"swatch\")>=0,C=f.isNumber(e)?x[e]:null;if(null==C){var S=c.span({},\"(null)\");v.appendChild(S);continue}k&&(C=p.color2hex(C));var r=c.span({},C);v.appendChild(r),T&&(r=c.span({class:\"bk-tooltip-color-block\",style:{backgroundColor:C}},\" \"),v.appendChild(r))}else{var r=c.span();r.innerHTML=u.replace_placeholders(_.replace(\"$~\",\"$data_\"),t,e,this.model.formatters,i),v.appendChild(r)}}return o},e}(r.InspectToolView);i.HoverToolView=y;var b=function(t){function e(e){var i=t.call(this,e)||this;return i.tool_name=\"Hover\",i.icon=\"bk-tool-icon-hover\",i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"HoverTool\",this.prototype.default_view=y,this.define({tooltips:[_.Any,[[\"index\",\"$index\"],[\"data (x, y)\",\"($x, $y)\"],[\"screen (x, y)\",\"($sx, $sy)\"]]],formatters:[_.Any,{}],renderers:[_.Any,\"auto\"],names:[_.Array,[]],mode:[_.HoverMode,\"mouse\"],point_policy:[_.PointPolicy,\"snap_to_data\"],line_policy:[_.LinePolicy,\"nearest\"],show_arrow:[_.Boolean,!0],anchor:[_.Anchor,\"center\"],attachment:[_.TooltipAttachment,\"horizontal\"],callback:[_.Any]})},e}(r.InspectTool);i.HoverTool=b,b.initClass()},function(t,e,i){var n=t(388),r=t(251),o=t(275),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e}(r.ButtonToolView);i.InspectToolView=a;var l=function(t){function e(e){var i=t.call(this,e)||this;return i.event_type=\"move\",i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"InspectTool\",this.prototype.button_view=o.OnOffButtonView,this.define({toggleable:[s.Boolean,!0]}),this.override({active:!0})},e}(r.ButtonTool);i.InspectTool=l,l.initClass()},function(t,e,i){var n=t(388),r=t(251),o=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.render=function(){t.prototype.render.call(this),this.model.active?this.el.classList.add(\"bk-active\"):this.el.classList.remove(\"bk-active\")},e.prototype._clicked=function(){var t=this.model.active;this.model.active=!t},e}(r.ButtonToolButtonView);i.OnOffButtonView=o},function(t,e,i){var n=t(388),r=t(18),o=t(50),s=t(24),a=t(62),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),Object.defineProperty(e.prototype,\"plot_view\",{get:function(){return this.parent},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"plot_model\",{get:function(){return this.parent.model},enumerable:!0,configurable:!0}),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.properties.active.change,function(){e.model.active?e.activate():e.deactivate()})},e.prototype.activate=function(){},e.prototype.deactivate=function(){},e}(o.View);i.ToolView=l;var h=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Tool\",this.internal({active:[r.Boolean,!1]})},Object.defineProperty(e.prototype,\"synthetic_renderers\",{get:function(){return[]},enumerable:!0,configurable:!0}),e.prototype._get_dim_tooltip=function(t,e){switch(e){case\"width\":return t+\" (x-axis)\";case\"height\":return t+\" (y-axis)\";case\"both\":return t}},e.prototype._get_dim_limits=function(t,e,i,n){var r,o=t[0],a=t[1],l=e[0],h=e[1],u=i.bbox.h_range;\"width\"==n||\"both\"==n?(r=[s.min([o,l]),s.max([o,l])],r=[s.max([r[0],u.start]),s.min([r[1],u.end])]):r=[u.start,u.end];var c,_=i.bbox.v_range;return\"height\"==n||\"both\"==n?(c=[s.min([a,h]),s.max([a,h])],c=[s.max([c[0],_.start]),s.min([c[1],_.end])]):c=[_.start,_.end],[r,c]},e}(a.Model);i.Tool=h,h.initClass()},function(t,e,i){var n=t(388),r=t(18),o=t(22),s=t(62),a=t(274),l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ToolProxy\",this.define({tools:[r.Array,[]],active:[r.Boolean,!1],disabled:[r.Boolean,!1]})},Object.defineProperty(e.prototype,\"button_view\",{get:function(){return this.tools[0].button_view},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"event_type\",{get:function(){return this.tools[0].event_type},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"tooltip\",{get:function(){return this.tools[0].tooltip},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"tool_name\",{get:function(){return this.tools[0].tool_name},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"icon\",{get:function(){return this.tools[0].computed_icon},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"computed_icon\",{get:function(){return this.icon},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"toggleable\",{get:function(){var t=this.tools[0];return t instanceof a.InspectTool&&t.toggleable},enumerable:!0,configurable:!0}),e.prototype.initialize=function(){t.prototype.initialize.call(this),this.do=new o.Signal0(this,\"do\")},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.do,function(){return e.doit()}),this.connect(this.properties.active.change,function(){return e.set_active()})},e.prototype.doit=function(){for(var t=0,e=this.tools;t<e.length;t++){var i=e[t];i.do.emit()}},e.prototype.set_active=function(){for(var t=0,e=this.tools;t<e.length;t++){var i=e[t];i.active=this.active}},e}(s.Model);i.ToolProxy=l,l.initClass()},function(t,e,i){var n=t(388),r=t(18),o=t(17),s=t(46),a=t(24),l=t(242),h=t(244),u=t(261),c=t(274),_=t(279),p=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Toolbar\",this.prototype.default_view=_.ToolbarBaseView,this.define({active_drag:[r.Any,\"auto\"],active_inspect:[r.Any,\"auto\"],active_scroll:[r.Any,\"auto\"],active_tap:[r.Any,\"auto\"],active_multi:[r.Any,null]})},e.prototype.initialize=function(){t.prototype.initialize.call(this),this._init_tools()},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.properties.tools.change,function(){return e._init_tools()})},e.prototype._init_tools=function(){for(var t=this,e=function(t){if(t instanceof c.InspectTool)a.some(i.inspectors,function(e){return e.id==t.id})||(i.inspectors=i.inspectors.concat([t]));else if(t instanceof h.HelpTool)a.some(i.help,function(e){return e.id==t.id})||(i.help=i.help.concat([t]));else if(t instanceof l.ActionTool)a.some(i.actions,function(e){return e.id==t.id})||(i.actions=i.actions.concat([t]));else if(t instanceof u.GestureTool){var e=void 0,n=void 0;s.isString(t.event_type)?(e=[t.event_type],n=!1):(e=t.event_type||[],n=!0);for(var r=0,_=e;r<_.length;r++){var p=_[r];p in i.gestures?(n&&(p=\"multi\"),a.some(i.gestures[p].tools,function(e){return e.id==t.id})||(i.gestures[p].tools=i.gestures[p].tools.concat([t])),i.connect(t.properties.active.change,i._active_change.bind(i,t))):o.logger.warn(\"Toolbar: unknown event type '\"+p+\"' for tool: \"+t.type+\" (\"+t.id+\")\")}}},i=this,n=0,r=this.tools;n<r.length;n++){var _=r[n];e(_)}if(\"auto\"==this.active_inspect);else if(this.active_inspect instanceof c.InspectTool)for(var p=0,d=this.inspectors;p<d.length;p++){var f=d[p];f!=this.active_inspect&&(f.active=!1)}else if(s.isArray(this.active_inspect))for(var v=0,m=this.inspectors;v<m.length;v++){var f=m[v];a.includes(this.active_inspect,f)||(f.active=!1)}else if(null==this.active_inspect)for(var g=0,y=this.inspectors;g<y.length;g++){var f=y[g];f.active=!1}var b=function(e){e.active?t._active_change(e):e.active=!0};for(var x in this.gestures){var w=this.gestures[x];if(0!=w.tools.length){if(w.tools=a.sort_by(w.tools,function(t){return t.default_order}),\"tap\"==x){if(null==this.active_tap)continue;\"auto\"==this.active_tap?b(w.tools[0]):b(this.active_tap)}if(\"pan\"==x){if(null==this.active_drag)continue;\"auto\"==this.active_drag?b(w.tools[0]):b(this.active_drag)}if(\"pinch\"==x||\"scroll\"==x){if(null==this.active_scroll||\"auto\"==this.active_scroll)continue;b(this.active_scroll)}null!=this.active_multi&&b(this.active_multi)}}},e}(_.ToolbarBase);i.Toolbar=p,p.initClass()},function(t,e,i){var n=t(388),r=t(17),o=t(5),s=t(4),a=t(18),l=t(6),h=t(46),u=t(62),c=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ToolbarBase\",this.define({_visible:[a.Any,null],autohide:[a.Boolean,!1]})},Object.defineProperty(e.prototype,\"visible\",{get:function(){return!this.autohide||null!=this._visible&&this._visible},enumerable:!0,configurable:!0}),e}(u.Model);i.ToolbarViewModel=c,c.initClass();var _=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){t.prototype.initialize.call(this),this._tool_button_views={},this._build_tool_button_views(),this._toolbar_view_model=new c({autohide:this.model.autohide})},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.properties.tools.change,function(){return e._build_tool_button_views()}),this.connect(this.model.properties.autohide.change,function(){e._toolbar_view_model.autohide=e.model.autohide,e._on_visible_change()}),this.connect(this._toolbar_view_model.properties._visible.change,function(){return e._on_visible_change()})},e.prototype.remove=function(){s.remove_views(this._tool_button_views),t.prototype.remove.call(this)},e.prototype._build_tool_button_views=function(){var t=null!=this.model._proxied_tools?this.model._proxied_tools:this.model.tools;s.build_views(this._tool_button_views,t,{parent:this},function(t){return t.button_view})},e.prototype.set_visibility=function(t){t!=this._toolbar_view_model._visible&&(this._toolbar_view_model._visible=t)},e.prototype._on_visible_change=function(){var t=this._toolbar_view_model.visible;this.el.classList.contains(\"bk-toolbar-hidden\")&&t?this.el.classList.remove(\"bk-toolbar-hidden\"):t||this.el.classList.add(\"bk-toolbar-hidden\")},e.prototype.render=function(){var t=this;if(o.empty(this.el),this.el.classList.add(\"bk-toolbar\"),this.el.classList.add(\"bk-toolbar-\"+this.model.toolbar_location),this._toolbar_view_model.autohide=this.model.autohide,this._on_visible_change(),null!=this.model.logo){var e=\"grey\"===this.model.logo?\"bk-grey\":null,i=o.a({href:\"https://bokeh.pydata.org/\",target:\"_blank\",class:[\"bk-logo\",\"bk-logo-small\",e]});this.el.appendChild(i)}var n=[],r=function(e){return t._tool_button_views[e.id].el},s=this.model.gestures;for(var a in s)n.push(s[a].tools.map(r));n.push(this.model.actions.map(r)),n.push(this.model.inspectors.filter(function(t){return t.toggleable}).map(r)),n.push(this.model.help.map(r));for(var l=0,h=n;l<h.length;l++){var u=h[l];if(0!==u.length){var c=o.div({class:\"bk-button-bar\"},u);this.el.appendChild(c)}}},e.prototype.update_layout=function(){},e.prototype.update_position=function(){},e.prototype.after_layout=function(){this._has_finished=!0},e}(l.DOMView);i.ToolbarBaseView=_;var p=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ToolbarBase\",this.prototype.default_view=_,this.define({tools:[a.Array,[]],logo:[a.Logo,\"normal\"],autohide:[a.Boolean,!1]}),this.internal({gestures:[a.Any,function(){return{pan:{tools:[],active:null},scroll:{tools:[],active:null},pinch:{tools:[],active:null},tap:{tools:[],active:null},doubletap:{tools:[],active:null},press:{tools:[],active:null},rotate:{tools:[],active:null},move:{tools:[],active:null},multi:{tools:[],active:null}}}],actions:[a.Array,[]],inspectors:[a.Array,[]],help:[a.Array,[]],toolbar_location:[a.Location,\"right\"]})},Object.defineProperty(e.prototype,\"horizontal\",{get:function(){return\"above\"===this.toolbar_location||\"below\"===this.toolbar_location},enumerable:!0,configurable:!0}),Object.defineProperty(e.prototype,\"vertical\",{get:function(){return\"left\"===this.toolbar_location||\"right\"===this.toolbar_location},enumerable:!0,configurable:!0}),e.prototype._active_change=function(t){var e=t.event_type;if(null!=e)for(var i=h.isString(e)?[e]:e,n=0,o=i;n<o.length;n++){var s=o[n];if(t.active){var a=this.gestures[s].active;null!=a&&t!=a&&(r.logger.debug(\"Toolbar: deactivating tool: \"+a.type+\" (\"+a.id+\") for event type '\"+s+\"'\"),a.active=!1),this.gestures[s].active=t,r.logger.debug(\"Toolbar: activating tool: \"+t.type+\" (\"+t.id+\") for event type '\"+s+\"'\")}else this.gestures[s].active=null}},e}(u.Model);i.ToolbarBase=p,p.initClass()},function(t,e,i){var n=t(388),r=t(18),o=t(17),s=t(46),a=t(24),l=t(242),h=t(244),u=t(261),c=t(274),_=t(279),p=t(277),d=t(163),f=t(13),v=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ProxyToolbar\"},e.prototype.initialize=function(){t.prototype.initialize.call(this),this._init_tools(),this._merge_tools()},e.prototype._init_tools=function(){for(var t=function(t){if(t instanceof c.InspectTool)a.some(e.inspectors,function(e){return e.id==t.id})||(e.inspectors=e.inspectors.concat([t]));else if(t instanceof h.HelpTool)a.some(e.help,function(e){return e.id==t.id})||(e.help=e.help.concat([t]));else if(t instanceof l.ActionTool)a.some(e.actions,function(e){return e.id==t.id})||(e.actions=e.actions.concat([t]));else if(t instanceof u.GestureTool){var i=void 0,n=void 0;s.isString(t.event_type)?(i=[t.event_type],n=!1):(i=t.event_type||[],n=!0);for(var r=0,_=i;r<_.length;r++){var p=_[r];p in e.gestures?(n&&(p=\"multi\"),a.some(e.gestures[p].tools,function(e){return e.id==t.id})||(e.gestures[p].tools=e.gestures[p].tools.concat([t]))):o.logger.warn(\"Toolbar: unknown event type '\"+p+\"' for tool: \"+t.type+\" (\"+t.id+\")\")}}},e=this,i=0,n=this.tools;i<n.length;i++){var r=n[i];t(r)}},e.prototype._merge_tools=function(){var t,e=this;this._proxied_tools=[];for(var i={},n={},r={},o=[],s=[],l=0,h=this.help;l<h.length;l++){var u=h[l];a.includes(s,u.redirect)||(o.push(u),s.push(u.redirect))}for(var c in(t=this._proxied_tools).push.apply(t,o),this.help=o,this.gestures){var _=this.gestures[c];c in r||(r[c]={});for(var d=0,f=_.tools;d<f.length;d++){var v=f[d];v.type in r[c]||(r[c][v.type]=[]),r[c][v.type].push(v)}}for(var m=0,g=this.inspectors;m<g.length;m++){var v=g[m];v.type in i||(i[v.type]=[]),i[v.type].push(v)}for(var y=0,b=this.actions;y<b.length;y++){var v=b[y];v.type in n||(n[v.type]=[]),n[v.type].push(v)}var x=function(t,i){void 0===i&&(i=!1);var n=new p.ToolProxy({tools:t,active:i});return e._proxied_tools.push(n),n};for(var c in r){var _=this.gestures[c];for(var w in _.tools=[],r[c]){var k=r[c][w];if(k.length>0)if(\"multi\"==c)for(var T=0,C=k;T<C.length;T++){var v=C[T],S=x([v]);_.tools.push(S),this.connect(S.properties.active.change,this._active_change.bind(this,S))}else{var S=x(k);_.tools.push(S),this.connect(S.properties.active.change,this._active_change.bind(this,S))}}}for(var w in this.actions=[],n){var k=n[w];if(\"CustomAction\"==w)for(var A=0,M=k;A<M.length;A++){var v=M[A];this.actions.push(x([v]))}else k.length>0&&this.actions.push(x(k))}for(var w in this.inspectors=[],i){var k=i[w];k.length>0&&this.inspectors.push(x(k,!0))}for(var E in this.gestures){var _=this.gestures[E];0!=_.tools.length&&(_.tools=a.sort_by(_.tools,function(t){return t.default_order}),\"pinch\"!=E&&\"scroll\"!=E&&\"multi\"!=E&&(_.tools[0].active=!0))}},e}(_.ToolbarBase);i.ProxyToolbar=v,v.initClass();var m=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n.__extends(e,t),e.prototype.initialize=function(){this.model.toolbar.toolbar_location=this.model.toolbar_location,t.prototype.initialize.call(this)},Object.defineProperty(e.prototype,\"child_models\",{get:function(){return[this.model.toolbar]},enumerable:!0,configurable:!0}),e.prototype._update_layout=function(){this.layout=new f.ContentBox(this.child_views[0].el);var t=this.model.toolbar;t.horizontal?this.layout.set_sizing({width_policy:\"fit\",min_width:100,height_policy:\"fixed\"}):this.layout.set_sizing({width_policy:\"fixed\",height_policy:\"fit\",min_height:100})},e}(d.LayoutDOMView);i.ToolbarBoxView=m;var g=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"ToolbarBox\",this.prototype.default_view=m,this.define({toolbar:[r.Instance],toolbar_location:[r.Location,\"right\"]})},e}(d.LayoutDOM);i.ToolbarBox=g,g.initClass()},function(t,e,i){var n=t(24);i.compute_renderers=function(t,e,i){if(null==t)return[];var r=\"auto\"==t?e:t;return i.length>0&&(r=r.filter(function(t){return n.includes(i,t.name)})),r}},function(t,e,i){var n=t(388),r=t(289),o=t(18),s=t(35),a=t(40),l=function(e){function i(t){return e.call(this,t)||this}return n.__extends(i,e),i.initClass=function(){this.prototype.type=\"CustomJSTransform\",this.define({args:[o.Any,{}],func:[o.String,\"\"],v_func:[o.String,\"\"],use_strict:[o.Boolean,!1]})},Object.defineProperty(i.prototype,\"names\",{get:function(){return s.keys(this.args)},enumerable:!0,configurable:!0}),Object.defineProperty(i.prototype,\"values\",{get:function(){return s.values(this.args)},enumerable:!0,configurable:!0}),i.prototype._make_transform=function(t,e){var i=this.use_strict?a.use_strict(e):e;return new(Function.bind.apply(Function,[void 0].concat(this.names,[t,\"require\",\"exports\",i])))},Object.defineProperty(i.prototype,\"scalar_transform\",{get:function(){return this._make_transform(\"x\",this.func)},enumerable:!0,configurable:!0}),Object.defineProperty(i.prototype,\"vector_transform\",{get:function(){return this._make_transform(\"xs\",this.v_func)},enumerable:!0,configurable:!0}),i.prototype.compute=function(e){return this.scalar_transform.apply(this,this.values.concat([e,t,{}]))},i.prototype.v_compute=function(e){return this.vector_transform.apply(this,this.values.concat([e,t,{}]))},i}(r.Transform);i.CustomJSTransform=l,l.initClass()},function(t,e,i){var n=t(388),r=t(289),o=t(188),s=t(18),a=t(46),l=function(t){function e(e){return t.call(this,e)||this}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Dodge\",this.define({value:[s.Number,0],range:[s.Instance]})},e.prototype.v_compute=function(t){var e;if(this.range instanceof o.FactorRange)e=this.range.v_synthetic(t);else{if(!a.isArrayableOf(t,a.isNumber))throw new Error(\"unexpected\");e=t}for(var i=new Float64Array(e.length),n=0;n<e.length;n++){var r=e[n];i[n]=this._compute(r)}return i},e.prototype.compute=function(t){if(this.range instanceof o.FactorRange)return this._compute(this.range.synthetic(t));if(a.isNumber(t))return this._compute(t);throw new Error(\"unexpected\")},e.prototype._compute=function(t){return t+this.value},e}(r.Transform);i.Dodge=l,l.initClass()},function(t,e,i){var n=t(282);i.CustomJSTransform=n.CustomJSTransform;var r=t(283);i.Dodge=r.Dodge;var o=t(285);i.Interpolator=o.Interpolator;var s=t(286);i.Jitter=s.Jitter;var a=t(287);i.LinearInterpolator=a.LinearInterpolator;var l=t(288);i.StepInterpolator=l.StepInterpolator;var h=t(289);i.Transform=h.Transform},function(t,e,i){var n=t(388),r=t(289),o=t(18),s=t(24),a=t(46),l=function(t){function e(e){var i=t.call(this,e)||this;return i._sorted_dirty=!0,i}return n.__extends(e,t),e.initClass=function(){this.prototype.type=\"Interpolator\",this.define({x:[o.Any],y:[o.Any],data:[o.Any],clip:[o.Boolean,!0]})},e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.change,function(){return e._sorted_dirty=!0})},e.prototype.v_compute=function(t){for(var e=new Float64Array(t.length),i=0;i<t.length;i++){var n=t[i];e[i]=this.compute(n)}return e},e.prototype.sort=function(t){if(void 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T(t.target,l)}),e===B)for(r=0;r<o.length;)n[o[r].identifier]=!0,r++;for(r=0;r<s.length;)n[s[r].identifier]&&a.push(s[r]),e&(I|L)&&delete n[s[r].identifier],r++;return a.length?[E(o.concat(a),\"identifier\",!0),a]:void 0}.call(this,t,e);i&&this.callback(this.manager,e,{pointers:i[0],changedPointers:i[1],pointerType:\"touch\",srcEvent:t})}});var xt=2500,wt=25;function kt(){K.apply(this,arguments);var t=y(this.handler,this);this.touch=new bt(this.manager,t),this.mouse=new lt(this.manager,t),this.primaryTouch=null,this.lastTouches=[]}function Tt(t){var e=t.changedPointers[0];if(e.identifier===this.primaryTouch){var i={x:e.clientX,y:e.clientY};this.lastTouches.push(i);var n=this.lastTouches;setTimeout(function(){var t=n.indexOf(i);t>-1&&n.splice(t,1)},xt)}}g(kt,K,{handler:function(t,e,i){var n=\"touch\"==i.pointerType,r=\"mouse\"==i.pointerType;if(!(r&&i.sourceCapabilities&&i.sourceCapabilities.firesTouchEvents)){if(n)(function(t,e){t&B?(this.primaryTouch=e.changedPointers[0].identifier,Tt.call(this,e)):t&(I|L)&&Tt.call(this,e)}).call(this,e,i);else if(r&&function(t){for(var e=t.srcEvent.clientX,i=t.srcEvent.clientY,n=0;n<this.lastTouches.length;n++){var r=this.lastTouches[n],o=Math.abs(e-r.x),s=Math.abs(i-r.y);if(o<=wt&&s<=wt)return!0}return!1}.call(this,i))return;this.callback(t,e,i)}},destroy:function(){this.touch.destroy(),this.mouse.destroy()}});var Ct=z(a.style,\"touchAction\"),St=Ct!==r,At=\"auto\",Mt=\"manipulation\",Et=\"none\",zt=\"pan-x\",Ot=\"pan-y\",Pt=function(){if(!St)return!1;var e={},i=t.CSS&&t.CSS.supports;return[\"auto\",\"manipulation\",\"pan-y\",\"pan-x\",\"pan-x pan-y\",\"none\"].forEach(function(n){e[n]=!i||t.CSS.supports(\"touch-action\",n)}),e}();function jt(t,e){this.manager=t,this.set(e)}jt.prototype={set:function(t){\"compute\"==t&&(t=this.compute()),St&&this.manager.element.style&&Pt[t]&&(this.manager.element.style[Ct]=t),this.actions=t.toLowerCase().trim()},update:function(){this.set(this.manager.options.touchAction)},compute:function(){var t=[];return d(this.manager.recognizers,function(e){b(e.options.enable,[e])&&(t=t.concat(e.getTouchAction()))}),function(t){if(C(t,Et))return Et;var e=C(t,zt),i=C(t,Ot);return e&&i?Et:e||i?e?zt:Ot:C(t,Mt)?Mt:At}(t.join(\" \"))},preventDefaults:function(t){var e=t.srcEvent,i=t.offsetDirection;if(this.manager.session.prevented)e.preventDefault();else{var n=this.actions,r=C(n,Et)&&!Pt[Et],o=C(n,Ot)&&!Pt[Ot],s=C(n,zt)&&!Pt[zt];if(r){var a=1===t.pointers.length,l=t.distance<2,h=t.deltaTime<250;if(a&&l&&h)return}if(!s||!o)return r||o&&i&X||s&&i&H?this.preventSrc(e):void 0}},preventSrc:function(t){this.manager.session.prevented=!0,t.preventDefault()}};var Nt=1,Dt=2,Ft=4,Bt=8,Rt=Bt,It=16;function Lt(t){this.options=o({},this.defaults,t||{}),this.id=O++,this.manager=null,this.options.enable=x(this.options.enable,!0),this.state=Nt,this.simultaneous={},this.requireFail=[]}function Vt(t){return t&It?\"cancel\":t&Bt?\"end\":t&Ft?\"move\":t&Dt?\"start\":\"\"}function Gt(t){return t==q?\"down\":t==Y?\"up\":t==G?\"left\":t==U?\"right\":\"\"}function Ut(t,e){var i=e.manager;return i?i.get(t):t}function Yt(){Lt.apply(this,arguments)}function qt(){Yt.apply(this,arguments),this.pX=null,this.pY=null}function Xt(){Yt.apply(this,arguments)}function Ht(){Lt.apply(this,arguments),this._timer=null,this._input=null}function Wt(){Yt.apply(this,arguments)}function Jt(){Yt.apply(this,arguments)}function $t(){Lt.apply(this,arguments),this.pTime=!1,this.pCenter=!1,this._timer=null,this._input=null,this.count=0}function Kt(t,e){return(e=e||{}).recognizers=x(e.recognizers,Kt.defaults.preset),new Zt(t,e)}function Zt(t,e){var 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p(t,\"dropRecognizeWith\",this)?this:(t=Ut(t,this),delete this.simultaneous[t.id],this)},requireFailure:function(t){if(p(t,\"requireFailure\",this))return this;var e=this.requireFail;return t=Ut(t,this),-1===A(e,t)&&(e.push(t),t.requireFailure(this)),this},dropRequireFailure:function(t){if(p(t,\"dropRequireFailure\",this))return this;t=Ut(t,this);var e=A(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){var e=this,i=this.state;function n(i){e.manager.emit(i,t)}i<Bt&&n(e.options.event+Vt(i)),n(e.options.event),t.additionalEvent&&n(t.additionalEvent),i>=Bt&&n(e.options.event+Vt(i))},tryEmit:function(t){if(this.canEmit())return this.emit(t);this.state=32},canEmit:function(){for(var t=0;t<this.requireFail.length;){if(!(this.requireFail[t].state&(32|Nt)))return!1;t++}return!0},recognize:function(t){var e=o({},t);if(!b(this.options.enable,[this,e]))return this.reset(),void(this.state=32);this.state&(Rt|It|32)&&(this.state=Nt),this.state=this.process(e),this.state&(Dt|Ft|Bt|It)&&this.tryEmit(e)},process:function(t){},getTouchAction:function(){},reset:function(){}},g(Yt,Lt,{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&(Dt|Ft),r=this.attrTest(t);return n&&(i&L||!r)?e|It:n||r?i&I?e|Bt:e&Dt?e|Ft:Dt:32}}),g(qt,Yt,{defaults:{event:\"pan\",threshold:10,pointers:1,direction:W},getTouchAction:function(){var t=this.options.direction,e=[];return t&X&&e.push(Ot),t&H&&e.push(zt),e},directionTest:function(t){var e=this.options,i=!0,n=t.distance,r=t.direction,o=t.deltaX,s=t.deltaY;return 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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&(I|L)&&!r)this.reset();else if(t.eventType&B)this.reset(),this._timer=_(function(){this.state=Rt,this.tryEmit()},e.time,this);else if(t.eventType&I)return Rt;return 32},reset:function(){clearTimeout(this._timer)},emit:function(t){this.state===Rt&&(t&&t.eventType&I?this.manager.emit(this.options.event+\"up\",t):(this._input.timeStamp=c(),this.manager.emit(this.options.event,this._input)))}}),g(Wt,Yt,{defaults:{event:\"rotate\",threshold:0,pointers:2},getTouchAction:function(){return[Et]},attrTest:function(t){return this._super.attrTest.call(this,t)&&(Math.abs(t.rotation)>this.options.threshold||this.state&Dt)}}),g(Jt,Yt,{defaults:{event:\"swipe\",threshold:10,velocity:.3,direction:X|H,pointers:1},getTouchAction:function(){return qt.prototype.getTouchAction.call(this)},attrTest:function(t){var e,i=this.options.direction;return i&(X|H)?e=t.overallVelocity:i&X?e=t.overallVelocityX:i&H&&(e=t.overallVelocityY),this._super.attrTest.call(this,t)&&i&t.offsetDirection&&t.distance>this.options.threshold&&t.maxPointers==this.options.pointers&&u(e)>this.options.velocity&&t.eventType&I},emit:function(t){var e=Gt(t.offsetDirection);e&&this.manager.emit(this.options.event+e,t),this.manager.emit(this.options.event,t)}}),g($t,Lt,{defaults:{event:\"tap\",pointers:1,taps:1,interval:300,time:250,threshold:9,posThreshold:10},getTouchAction:function(){return[Mt]},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&B&&0===this.count)return this.failTimeout();if(n&&r&&i){if(t.eventType!=I)return this.failTimeout();var o=!this.pTime||t.timeStamp-this.pTime<e.interval,s=!this.pCenter||nt(this.pCenter,t.center)<e.posThreshold;this.pTime=t.timeStamp,this.pCenter=t.center,s&&o?this.count+=1:this.count=1,this._input=t;var a=this.count%e.taps;if(0===a)return this.hasRequireFailures()?(this._timer=_(function(){this.state=Rt,this.tryEmit()},e.interval,this),Dt):Rt}return 32},failTimeout:function(){return this._timer=_(function(){this.state=32},this.options.interval,this),32},reset:function(){clearTimeout(this._timer)},emit:function(){this.state==Rt&&(this._input.tapCount=this.count,this.manager.emit(this.options.event,this._input))}}),Kt.VERSION=\"2.0.7\",Kt.defaults={domEvents:!1,touchAction:\"compute\",enable:!0,inputTarget:null,inputClass:null,preset:[[Wt,{enable:!1}],[Xt,{enable:!1},[\"rotate\"]],[Jt,{direction:X}],[qt,{direction:X},[\"swipe\"]],[$t],[$t,{event:\"doubletap\",taps:2},[\"tap\"]],[Ht]],cssProps:{userSelect:\"none\",touchSelect:\"none\",touchCallout:\"none\",contentZooming:\"none\",userDrag:\"none\",tapHighlightColor:\"rgba(0,0,0,0)\"}},Zt.prototype={set:function(t){return o(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?2:1},recognize:function(t){var e=this.session;if(!e.stopped){var i;this.touchAction.preventDefaults(t);var n=this.recognizers,r=e.curRecognizer;(!r||r&&r.state&Rt)&&(r=e.curRecognizer=null);for(var o=0;o<n.length;)i=n[o],2===e.stopped||r&&i!=r&&!i.canRecognizeWith(r)?i.reset():i.recognize(t),!r&&i.state&(Dt|Ft|Bt)&&(r=e.curRecognizer=i),o++}},get:function(t){if(t instanceof Lt)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(p(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(p(t,\"remove\",this))return this;if(t=this.get(t)){var e=this.recognizers,i=A(e,t);-1!==i&&(e.splice(i,1),this.touchAction.update())}return this},on:function(t,e){if(t!==r&&e!==r){var i=this.handlers;return d(S(t),function(t){i[t]=i[t]||[],i[t].push(e)}),this}},off:function(t,e){if(t!==r){var i=this.handlers;return d(S(t),function(t){e?i[t]&&i[t].splice(A(i[t],e),1):delete i[t]}),this}},emit:function(t,e){this.options.domEvents&&function(t,e){var n=i.createEvent(\"Event\");n.initEvent(t,!0,!0),n.gesture=e,e.target.dispatchEvent(n)}(t,e);var n=this.handlers[t]&&this.handlers[t].slice();if(n&&n.length){e.type=t,e.preventDefault=function(){e.srcEvent.preventDefault()};for(var r=0;r<n.length;)n[r](e),r++}},destroy:function(){this.element&&Qt(this,!1),this.handlers={},this.session={},this.input.destroy(),this.element=null}},o(Kt,{INPUT_START:B,INPUT_MOVE:R,INPUT_END:I,INPUT_CANCEL:L,STATE_POSSIBLE:Nt,STATE_BEGAN:Dt,STATE_CHANGED:Ft,STATE_ENDED:Bt,STATE_RECOGNIZED:Rt,STATE_CANCELLED:It,STATE_FAILED:32,DIRECTION_NONE:V,DIRECTION_LEFT:G,DIRECTION_RIGHT:U,DIRECTION_UP:Y,DIRECTION_DOWN:q,DIRECTION_HORIZONTAL:X,DIRECTION_VERTICAL:H,DIRECTION_ALL:W,Manager:Zt,Input:K,TouchAction:jt,TouchInput:bt,MouseInput:lt,PointerEventInput:pt,TouchMouseInput:kt,SingleTouchInput:mt,Recognizer:Lt,AttrRecognizer:Yt,Tap:$t,Pan:qt,Swipe:Jt,Pinch:Xt,Rotate:Wt,Press:Ht,on:w,off:k,each:d,merge:m,extend:v,assign:o,inherit:g,bindFn:y,prefixed:z});var te=void 0!==t?t:\"undefined\"!=typeof self?self:{};te.Hammer=Kt,void 0!==e&&e.exports?e.exports=Kt:t.Hammer=Kt}(window,document)},function(t,e,i){\n      /*!\n           * numbro.js\n           * version : 1.6.2\n           * author : Företagsplatsen AB\n           * license : MIT\n           * http://www.foretagsplatsen.se\n           */\n      var n,r={},o=r,s=\"en-US\",a=null,l=\"0,0\";function h(t){this._value=t}function u(t){var e,i=\"\";for(e=0;e<t;e++)i+=\"0\";return i}function c(t,e,i,n){var r,o,s=Math.pow(10,e);return o=t.toFixed(0).search(\"e\")>-1?function(t,e){var i,n,r,o,s;return s=t.toString(),i=s.split(\"e\")[0],o=s.split(\"e\")[1],n=i.split(\".\")[0],r=i.split(\".\")[1]||\"\",s=n+r+u(o-r.length),e>0&&(s+=\".\"+u(e)),s}(t,e):(i(t*s)/s).toFixed(e),n&&(r=new RegExp(\"0{1,\"+n+\"}$\"),o=o.replace(r,\"\")),o}function _(t,e,i){return e.indexOf(\"$\")>-1?function(t,e,i){var n,o,a=e,l=a.indexOf(\"$\"),h=a.indexOf(\"(\"),u=a.indexOf(\"+\"),c=a.indexOf(\"-\"),_=\"\",d=\"\";if(-1===a.indexOf(\"$\")?\"infix\"===r[s].currency.position?(d=r[s].currency.symbol,r[s].currency.spaceSeparated&&(d=\" \"+d+\" \")):r[s].currency.spaceSeparated&&(_=\" \"):a.indexOf(\" $\")>-1?(_=\" \",a=a.replace(\" 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e._keydown(t)}),this.input_el.addEventListener(\"keyup\",function(t){return e._keyup(t)}),this.menu=r.div({class:[\"bk-menu\",\"bk-below\"]}),this.menu.addEventListener(\"click\",function(t){return e._menu_click(t)}),this.el.appendChild(this.menu),r.undisplay(this.menu)},e.prototype._update_completions=function(t){r.empty(this.menu);for(var e=0,n=t;e<n.length;e++){var i=n[e],o=r.div({},i);this.menu.appendChild(o)}},e.prototype._show_menu=function(){var t=this;if(!this._open){this._open=!0,r.display(this.menu);var e=function(n){var i=n.target;i instanceof HTMLElement&&!t.el.contains(i)&&(document.removeEventListener(\"click\",e),t._hide_menu())};document.addEventListener(\"click\",e)}},e.prototype._hide_menu=function(){this._open&&(this._open=!1,r.undisplay(this.menu))},e.prototype._menu_click=function(t){t.target!=t.currentTarget&&t.target instanceof Element&&(this.input_el.value=t.target.textContent||\"\",this.input_el.focus(),this._hide_menu())},e.prototype._keydown=function(t){},e.prototype._keyup=function(t){switch(t.keyCode){case r.Keys.Enter:break;case r.Keys.Esc:this._hide_menu();break;case r.Keys.Up:case r.Keys.Down:break;default:var e=this.input_el.value;if(e.length<=1)return void this._hide_menu();for(var n=[],i=0,o=this.model.completions;i<o.length;i++){var s=o[i];-1!=s.indexOf(e)&&n.push(s)}this._update_completions(n),0==n.length?this._hide_menu():this._show_menu()}},e}(o.TextInputView);n.AutocompleteInputView=a;var l=function(t){function e(e){return t.call(this,e)||this}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"AutocompleteInput\",this.prototype.default_view=a,this.define({completions:[s.Array,[]]})},e}(o.TextInput);n.AutocompleteInput=l,l.initClass()},402:function(t,e,n){var i=t(388),o=t(398),r=t(3),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),e.prototype.click=function(){this.model.clicks=this.model.clicks+1,this.model.trigger_event(new r.ButtonClick),t.prototype.click.call(this)},e}(o.AbstractButtonView);n.ButtonView=a;var l=function(t){function e(e){return t.call(this,e)||this}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"Button\",this.prototype.default_view=a,this.define({clicks:[s.Number,0]}),this.override({label:\"Button\"})},e}(o.AbstractButton);n.Button=l,l.initClass()},403:function(t,e,n){var i=t(388),o=t(407),r=t(5),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this);var n=this.model.properties;this.on_change(n.button_type,function(){return e.render()}),this.on_change(n.labels,function(){return e.render()}),this.on_change(n.active,function(){return e._update_active()})},e.prototype.render=function(){var e=this;t.prototype.render.call(this),this._buttons=this.model.labels.map(function(t,n){var i=r.div({class:[\"bk-btn\",\"bk-btn-\"+e.model.button_type],disabled:e.model.disabled},t);return i.addEventListener(\"click\",function(){return e.change_active(n)}),i}),this._update_active();var n=r.div({class:\"bk-btn-group\"},this._buttons);this.el.appendChild(n)},e}(o.ControlView);n.ButtonGroupView=a;var l=function(t){function e(e){return t.call(this,e)||this}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"ButtonGroup\",this.define({labels:[s.Array,[]],button_type:[s.ButtonType,\"default\"],callback:[s.Any]})},e}(o.Control);n.ButtonGroup=l,l.initClass()},404:function(t,e,n){var i=t(388),o=t(403),r=t(5),s=t(32),a=t(18),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),Object.defineProperty(e.prototype,\"active\",{get:function(){return new s.Set(this.model.active)},enumerable:!0,configurable:!0}),e.prototype.change_active=function(t){var e=this.active;e.toggle(t),this.model.active=e.values,null!=this.model.callback&&this.model.callback.execute(this.model)},e.prototype._update_active=function(){var t=this.active;this._buttons.forEach(function(e,n){r.classes(e).toggle(\"bk-active\",t.has(n))})},e}(o.ButtonGroupView);n.CheckboxButtonGroupView=l;var u=function(t){function e(e){return t.call(this,e)||this}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"CheckboxButtonGroup\",this.prototype.default_view=l,this.define({active:[a.Array,[]]})},e}(o.ButtonGroup);n.CheckboxButtonGroup=u,u.initClass()},405:function(t,e,n){var i=t(388),o=t(414),r=t(5),s=t(24),a=t(32),l=t(18),u=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),e.prototype.render=function(){var e=this;t.prototype.render.call(this);var n=r.div({class:[\"bk-input-group\",this.model.inline?\"bk-inline\":null]});this.el.appendChild(n);for(var i=this.model,o=i.active,a=i.labels,l=function(t){var i=r.input({type:\"checkbox\",value:\"\"+t});i.addEventListener(\"change\",function(){return e.change_active(t)}),u.model.disabled&&(i.disabled=!0),s.includes(o,t)&&(i.checked=!0);var l=r.label({},i,r.span({},a[t]));n.appendChild(l)},u=this,c=0;c<a.length;c++)l(c)},e.prototype.change_active=function(t){var e=new a.Set(this.model.active);e.toggle(t),this.model.active=e.values,null!=this.model.callback&&this.model.callback.execute(this.model)},e}(o.InputGroupView);n.CheckboxGroupView=u;var c=function(t){function e(e){return t.call(this,e)||this}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"CheckboxGroup\",this.prototype.default_view=u,this.define({active:[l.Array,[]],labels:[l.Array,[]],inline:[l.Boolean,!1],callback:[l.Any]})},e}(o.InputGroup);n.CheckboxGroup=c,c.initClass()},406:function(t,e,n){var i=t(388),o=t(415),r=t(5),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.properties.name.change,function(){return e.input_el.name=e.model.name||\"\"}),this.connect(this.model.properties.color.change,function(){return e.input_el.value=e.model.color}),this.connect(this.model.properties.disabled.change,function(){return e.input_el.disabled=e.model.disabled})},e.prototype.render=function(){var e=this;t.prototype.render.call(this),this.input_el=r.input({type:\"color\",class:\"bk-input\",name:this.model.name,value:this.model.color,disabled:this.model.disabled}),this.input_el.addEventListener(\"change\",function(){return e.change_input()}),this.group_el.appendChild(this.input_el)},e.prototype.change_input=function(){this.model.color=this.input_el.value,t.prototype.change_input.call(this)},e}(o.InputWidgetView);n.ColorPickerView=a;var l=function(t){function e(e){return t.call(this,e)||this}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"ColorPicker\",this.prototype.default_view=a,this.define({color:[s.Color,\"#000000\"]})},e}(o.InputWidget);n.ColorPicker=l,l.initClass()},407:function(t,e,n){var i=t(388),o=t(441),r=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this);var n=this.model.properties;this.on_change(n.disabled,function(){return e.render()})},e}(o.WidgetView);n.ControlView=r;var s=function(t){function e(e){return t.call(this,e)||this}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"Control\"},e}(o.Widget);n.Control=s,s.initClass()},408:function(t,e,n){var i=t(388),o=t(415),r=t(5),s=t(18),a=t(433);a.prototype.adjustPosition=function(){if(!this._o.container){this.el.style.position=\"absolute\";var t=this._o.trigger,e=this.el.offsetWidth,n=this.el.offsetHeight,i=window.innerWidth||document.documentElement.clientWidth,o=window.innerHeight||document.documentElement.clientHeight,r=window.pageYOffset||document.body.scrollTop||document.documentElement.scrollTop,s=t.getBoundingClientRect(),a=s.left+window.pageXOffset,l=s.bottom+window.pageYOffset;a-=this.el.parentElement.offsetLeft,l-=this.el.parentElement.offsetTop,(this._o.reposition&&a+e>i||this._o.position.indexOf(\"right\")>-1&&a-e+t.offsetWidth>0)&&(a=a-e+t.offsetWidth),(this._o.reposition&&l+n>o+r||this._o.position.indexOf(\"top\")>-1&&l-n-t.offsetHeight>0)&&(l=l-n-t.offsetHeight),this.el.style.left=a+\"px\",this.el.style.top=l+\"px\"}};var l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),e.prototype.render=function(){var e=this;null!=this._picker&&this._picker.destroy(),t.prototype.render.call(this),this.input_el=r.input({type:\"text\",class:\"bk-input\",disabled:this.model.disabled}),this.group_el.appendChild(this.input_el),this._picker=new a({field:this.input_el,defaultDate:new Date(this.model.value),setDefaultDate:!0,minDate:null!=this.model.min_date?new Date(this.model.min_date):void 0,maxDate:null!=this.model.max_date?new Date(this.model.max_date):void 0,onSelect:function(t){return e._on_select(t)}}),this._root_element.appendChild(this._picker.el)},e.prototype._on_select=function(t){this.model.value=t.toDateString(),this.change_input()},e}(o.InputWidgetView);n.DatePickerView=l;var u=function(t){function e(e){return t.call(this,e)||this}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"DatePicker\",this.prototype.default_view=l,this.define({value:[s.Any,(new Date).toDateString()],min_date:[s.Any],max_date:[s.Any]})},e}(o.InputWidget);n.DatePicker=u,u.initClass()},409:function(t,e,n){var i=t(388),o=t(387),r=t(400),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),e.prototype._calc_to=function(){return{start:this.model.start,end:this.model.end,value:this.model.value,step:this.model.step}},e.prototype._calc_from=function(t){return t},e}(r.AbstractSliderView);n.DateRangeSliderView=s;var a=function(t){function e(e){var n=t.call(this,e)||this;return n.behaviour=\"drag\",n.connected=[!1,!0,!1],n}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"DateRangeSlider\",this.prototype.default_view=s,this.override({format:\"%d %b %Y\"})},e.prototype._formatter=function(t,e){return o(t,e)},e}(r.AbstractSlider);n.DateRangeSlider=a,a.initClass()},410:function(t,e,n){var i=t(388),o=t(387),r=t(400),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),e.prototype._calc_to=function(){return{start:this.model.start,end:this.model.end,value:[this.model.value],step:this.model.step}},e.prototype._calc_from=function(t){var e=t[0];return e},e}(r.AbstractSliderView);n.DateSliderView=s;var a=function(t){function e(e){var n=t.call(this,e)||this;return n.behaviour=\"tap\",n.connected=[!0,!1],n}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"DateSlider\",this.prototype.default_view=s,this.override({format:\"%d %b %Y\"})},e.prototype._formatter=function(t,e){return o(t,e)},e}(r.AbstractSlider);n.DateSlider=a,a.initClass()},411:function(t,e,n){var i=t(388),o=t(417),r=t(18),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),e.prototype.render=function(){t.prototype.render.call(this),this.model.render_as_text?this.markup_el.textContent=this.model.text:this.markup_el.innerHTML=this.model.text},e}(o.MarkupView);n.DivView=s;var a=function(t){function e(e){return t.call(this,e)||this}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"Div\",this.prototype.default_view=s,this.define({render_as_text:[r.Boolean,!1]})},e}(o.Markup);n.Div=a,a.initClass()},412:function(t,e,n){var i=t(388),o=t(398),r=t(3),s=t(5),a=t(18),l=t(46),u=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e._open=!1,e}return i.__extends(e,t),e.prototype.render=function(){var e=this;t.prototype.render.call(this);var n=s.div({class:[\"bk-caret\",\"bk-down\"]});if(this.model.is_split){var i=this._render_button(n);i.classList.add(\"bk-dropdown-toggle\"),i.addEventListener(\"click\",function(){return e._toggle_menu()}),this.group_el.appendChild(i)}else this.button_el.appendChild(n);var o=this.model.menu.map(function(t,n){if(null==t)return s.div({class:\"bk-divider\"});var i=l.isString(t)?t:t[0],o=s.div({},i);return o.addEventListener(\"click\",function(){return e._item_click(n)}),o});this.menu=s.div({class:[\"bk-menu\",\"bk-below\"]},o),this.el.appendChild(this.menu),s.undisplay(this.menu)},e.prototype._show_menu=function(){var t=this;if(!this._open){this._open=!0,s.display(this.menu);var e=function(n){var i=n.target;i instanceof HTMLElement&&!t.el.contains(i)&&(document.removeEventListener(\"click\",e),t._hide_menu())};document.addEventListener(\"click\",e)}},e.prototype._hide_menu=function(){this._open&&(this._open=!1,s.undisplay(this.menu))},e.prototype._toggle_menu=function(){this._open?this._hide_menu():this._show_menu()},e.prototype.click=function(){this.model.is_split?(this._hide_menu(),this.model.trigger_event(new r.ButtonClick),this.model.value=this.model.default_value,null!=this.model.callback&&this.model.callback.execute(this.model),t.prototype.click.call(this)):this._toggle_menu()},e.prototype._item_click=function(t){this._hide_menu();var e=this.model.menu[t];if(null!=e){var n=l.isString(e)?e:e[1];l.isString(n)?(this.model.trigger_event(new r.MenuItemClick(n)),this.model.value=n,null!=this.model.callback&&this.model.callback.execute(this.model)):(n.execute(this.model,{index:t}),null!=this.model.callback&&this.model.callback.execute(this.model))}},e}(o.AbstractButtonView);n.DropdownView=u;var c=function(t){function e(e){return t.call(this,e)||this}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"Dropdown\",this.prototype.default_view=u,this.define({split:[a.Boolean,!1],menu:[a.Array,[]],value:[a.String],default_value:[a.String]}),this.override({label:\"Dropdown\"})},Object.defineProperty(e.prototype,\"is_split\",{get:function(){return this.split||null!=this.default_value},enumerable:!0,configurable:!0}),e}(o.AbstractButton);n.Dropdown=c,c.initClass()},413:function(t,e,n){var i=t(398);n.AbstractButton=i.AbstractButton;var o=t(399);n.AbstractIcon=o.AbstractIcon;var r=t(401);n.AutocompleteInput=r.AutocompleteInput;var s=t(402);n.Button=s.Button;var a=t(404);n.CheckboxButtonGroup=a.CheckboxButtonGroup;var l=t(405);n.CheckboxGroup=l.CheckboxGroup;var u=t(406);n.ColorPicker=u.ColorPicker;var c=t(408);n.DatePicker=c.DatePicker;var h=t(409);n.DateRangeSlider=h.DateRangeSlider;var d=t(410);n.DateSlider=d.DateSlider;var p=t(411);n.Div=p.Div;var f=t(412);n.Dropdown=f.Dropdown;var m=t(415);n.InputWidget=m.InputWidget;var g=t(417);n.Markup=g.Markup;var v=t(418);n.MultiSelect=v.MultiSelect;var _=t(419);n.Paragraph=_.Paragraph;var y=t(420);n.PasswordInput=y.PasswordInput;var b=t(421);n.PreText=b.PreText;var w=t(422);n.RadioButtonGroup=w.RadioButtonGroup;var x=t(423);n.RadioGroup=x.RadioGroup;var k=t(424);n.RangeSlider=k.RangeSlider;var S=t(425);n.Select=S.Select;var C=t(426);n.Slider=C.Slider;var D=t(427);n.Spinner=D.Spinner;var E=t(428);n.TextInput=E.TextInput;var M=t(429);n.TextAreaInput=M.TextAreaInput;var A=t(430);n.Toggle=A.Toggle;var N=t(441);n.Widget=N.Widget},414:function(t,e,n){var i=t(388),o=t(407),r=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.change,function(){return e.render()})},e}(o.ControlView);n.InputGroupView=r;var s=function(t){function e(e){return t.call(this,e)||this}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"InputGroup\"},e}(o.Control);n.InputGroup=s,s.initClass()},415:function(t,e,n){var i=t(388),o=t(407),r=t(5),s=t(18),a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.properties.title.change,function(){e.label_el.textContent=e.model.title})},e.prototype.render=function(){t.prototype.render.call(this);var e=this.model.title;this.label_el=r.label({style:{display:0==e.length?\"none\":\"\"}},e),this.group_el=r.div({class:\"bk-input-group\"},this.label_el),this.el.appendChild(this.group_el)},e.prototype.change_input=function(){null!=this.model.callback&&this.model.callback.execute(this.model)},e}(o.ControlView);n.InputWidgetView=a;var l=function(t){function e(e){return t.call(this,e)||this}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"InputWidget\",this.define({title:[s.String,\"\"],callback:[s.Any]})},e}(o.Control);n.InputWidget=l,l.initClass()},416:function(t,e,n){var i=t(413);n.Widgets=i;var o=t(0);o.register_models(i)},417:function(t,e,n){var i=t(388),o=t(13),r=t(5),s=t(18),a=t(441),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.change,function(){e.render(),e.root.compute_layout()})},e.prototype._update_layout=function(){this.layout=new o.VariadicBox(this.el),this.layout.set_sizing(this.box_sizing())},e.prototype.render=function(){t.prototype.render.call(this);var e=i.__assign({},this.model.style,{display:\"inline-block\"});this.markup_el=r.div({class:\"bk-clearfix\",style:e}),this.el.appendChild(this.markup_el)},e}(a.WidgetView);n.MarkupView=l;var u=function(t){function e(e){return t.call(this,e)||this}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"Markup\",this.define({text:[s.String,\"\"],style:[s.Any,{}]})},e}(a.Widget);n.Markup=u,u.initClass()},418:function(t,e,n){var i=t(388),o=t(5),r=t(46),s=t(32),a=t(18),l=t(415),u=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i.__extends(e,t),e.prototype.connect_signals=function(){var e=this;t.prototype.connect_signals.call(this),this.connect(this.model.properties.value.change,function(){return e.render_selection()}),this.connect(this.model.properties.options.change,function(){return e.render()}),this.connect(this.model.properties.name.change,function(){return e.render()}),this.connect(this.model.properties.title.change,function(){return e.render()}),this.connect(this.model.properties.size.change,function(){return e.render()}),this.connect(this.model.properties.disabled.change,function(){return e.render()})},e.prototype.render=function(){var e=this;t.prototype.render.call(this);var n=this.model.options.map(function(t){var e,n;return r.isString(t)?e=n=t:(e=t[0],n=t[1]),o.option({value:e},n)});this.select_el=o.select({multiple:!0,class:\"bk-input\",name:this.model.name,disabled:this.model.disabled},n),this.select_el.addEventListener(\"change\",function(){return e.change_input()}),this.group_el.appendChild(this.select_el),this.render_selection()},e.prototype.render_selection=function(){for(var t=new s.Set(this.model.value),e=0,n=Array.from(this.el.querySelectorAll(\"option\"));e<n.length;e++){var i=n[e];i.selected=t.has(i.value)}this.select_el.size=this.model.size},e.prototype.change_input=function(){for(var e=null!=this.el.querySelector(\"select:focus\"),n=[],i=0,o=Array.from(this.el.querySelectorAll(\"option\"));i<o.length;i++){var r=o[i];r.selected&&n.push(r.value)}this.model.value=n,t.prototype.change_input.call(this),e&&this.select_el.focus()},e}(l.InputWidgetView);n.MultiSelectView=u;var c=function(t){function e(e){return t.call(this,e)||this}return i.__extends(e,t),e.initClass=function(){this.prototype.type=\"MultiSelect\",this.prototype.default_view=u,this.define({value:[a.Array,[]],options:[a.Array,[]],size:[a.Number,4]})},e}(l.InputWidget);n.MultiSelect=c,c.initClass()},419:function(t,e,n){var 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     /*!\n           * Pikaday\n           *\n           * Copyright © 2014 David Bushell | BSD & MIT license | https://github.com/Pikaday/Pikaday\n           */\n      !function(i,o){\"use strict\";var r;if(\"object\"==typeof n){try{r=t(\"moment\")}catch(t){}e.exports=o(r)}else i.Pikaday=o(i.moment)}(this,function(t){\"use strict\";var e=\"function\"==typeof t,n=!!window.addEventListener,i=window.document,o=window.setTimeout,r=function(t,e,i,o){n?t.addEventListener(e,i,!!o):t.attachEvent(\"on\"+e,i)},s=function(t,e,i,o){n?t.removeEventListener(e,i,!!o):t.detachEvent(\"on\"+e,i)},a=function(t,e){return-1!==(\" \"+t.className+\" \").indexOf(\" \"+e+\" \")},l=function(t,e){a(t,e)||(t.className=\"\"===t.className?e:t.className+\" \"+e)},u=function(t,e){var n;t.className=(n=(\" \"+t.className+\" \").replace(\" \"+e+\" \",\" 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t.month<0&&(t.year-=Math.ceil(Math.abs(t.month)/12),t.month+=12),t.month>11&&(t.year+=Math.floor(Math.abs(t.month)/12),t.month-=12),t},b={field:null,bound:void 0,ariaLabel:\"Use the arrow keys to pick a date\",position:\"bottom left\",reposition:!0,format:\"YYYY-MM-DD\",toString:null,parse:null,defaultDate:null,setDefaultDate:!1,firstDay:0,formatStrict:!1,minDate:null,maxDate:null,yearRange:10,showWeekNumber:!1,pickWholeWeek:!1,minYear:0,maxYear:9999,minMonth:void 0,maxMonth:void 0,startRange:null,endRange:null,isRTL:!1,yearSuffix:\"\",showMonthAfterYear:!1,showDaysInNextAndPreviousMonths:!1,enableSelectionDaysInNextAndPreviousMonths:!1,numberOfMonths:1,mainCalendar:\"left\",container:void 0,blurFieldOnSelect:!0,i18n:{previousMonth:\"Previous Month\",nextMonth:\"Next Month\",months:[\"January\",\"February\",\"March\",\"April\",\"May\",\"June\",\"July\",\"August\",\"September\",\"October\",\"November\",\"December\"],weekdays:[\"Sunday\",\"Monday\",\"Tuesday\",\"Wednesday\",\"Thursday\",\"Friday\",\"Saturday\"],weekdaysShort:[\"Sun\",\"Mon\",\"Tue\",\"Wed\",\"Thu\",\"Fri\",\"Sat\"]},theme:null,events:[],onSelect:null,onOpen:null,onClose:null,onDraw:null,keyboardInput:!0},w=function(t,e,n){for(e+=t.firstDay;e>=7;)e-=7;return n?t.i18n.weekdaysShort[e]:t.i18n.weekdays[e]},x=function(t){var e=[],n=\"false\";if(t.isEmpty){if(!t.showDaysInNextAndPreviousMonths)return'<td class=\"is-empty\"></td>';e.push(\"is-outside-current-month\"),t.enableSelectionDaysInNextAndPreviousMonths||e.push(\"is-selection-disabled\")}return t.isDisabled&&e.push(\"is-disabled\"),t.isToday&&e.push(\"is-today\"),t.isSelected&&(e.push(\"is-selected\"),n=\"true\"),t.hasEvent&&e.push(\"has-event\"),t.isInRange&&e.push(\"is-inrange\"),t.isStartRange&&e.push(\"is-startrange\"),t.isEndRange&&e.push(\"is-endrange\"),'<td data-day=\"'+t.day+'\" class=\"'+e.join(\" \")+'\" aria-selected=\"'+n+'\"><button class=\"pika-button pika-day\" type=\"button\" data-pika-year=\"'+t.year+'\" data-pika-month=\"'+t.month+'\" data-pika-day=\"'+t.day+'\">'+t.day+\"</button></td>\"},k=function(t,e,n,i){return'<tr class=\"pika-row'+(n?\" pick-whole-week\":\"\")+(i?\" is-selected\":\"\")+'\">'+(e?t.reverse():t).join(\"\")+\"</tr>\"},S=function(t,e,n,i,o,r){var s,a,l,u,h,d=t._o,p=n===d.minYear,f=n===d.maxYear,m='<div id=\"'+r+'\" class=\"pika-title\" role=\"heading\" aria-live=\"assertive\">',g=!0,v=!0;for(l=[],s=0;s<12;s++)l.push('<option value=\"'+(n===o?s-e:12+s-e)+'\"'+(s===i?' selected=\"selected\"':\"\")+(p&&s<d.minMonth||f&&s>d.maxMonth?'disabled=\"disabled\"':\"\")+\">\"+d.i18n.months[s]+\"</option>\");for(u='<div class=\"pika-label\">'+d.i18n.months[i]+'<select class=\"pika-select pika-select-month\" tabindex=\"-1\">'+l.join(\"\")+\"</select></div>\",c(d.yearRange)?(s=d.yearRange[0],a=d.yearRange[1]+1):(s=n-d.yearRange,a=1+n+d.yearRange),l=[];s<a&&s<=d.maxYear;s++)s>=d.minYear&&l.push('<option value=\"'+s+'\"'+(s===n?' selected=\"selected\"':\"\")+\">\"+s+\"</option>\");return h='<div class=\"pika-label\">'+n+d.yearSuffix+'<select class=\"pika-select pika-select-year\" tabindex=\"-1\">'+l.join(\"\")+\"</select></div>\",d.showMonthAfterYear?m+=h+u:m+=u+h,p&&(0===i||d.minMonth>=i)&&(g=!1),f&&(11===i||d.maxMonth<=i)&&(v=!1),0===e&&(m+='<button class=\"pika-prev'+(g?\"\":\" is-disabled\")+'\" type=\"button\">'+d.i18n.previousMonth+\"</button>\"),e===t._o.numberOfMonths-1&&(m+='<button class=\"pika-next'+(v?\"\":\" is-disabled\")+'\" type=\"button\">'+d.i18n.nextMonth+\"</button>\"),m+=\"</div>\"},C=function(t,e,n){return'<table cellpadding=\"0\" cellspacing=\"0\" class=\"pika-table\" role=\"grid\" aria-labelledby=\"'+n+'\">'+function(t){var e,n=[];for(t.showWeekNumber&&n.push(\"<th></th>\"),e=0;e<7;e++)n.push('<th scope=\"col\"><abbr title=\"'+w(t,e)+'\">'+w(t,e,!0)+\"</abbr></th>\");return\"<thead><tr>\"+(t.isRTL?n.reverse():n).join(\"\")+\"</tr></thead>\"}(t)+\"<tbody>\"+e.join(\"\")+\"</tbody></table>\"},D=function(s){var l=this,u=l.config(s);l._onMouseDown=function(t){if(l._v){var e=(t=t||window.event).target||t.srcElement;if(e)if(a(e,\"is-disabled\")||(!a(e,\"pika-button\")||a(e,\"is-empty\")||a(e.parentNode,\"is-disabled\")?a(e,\"pika-prev\")?l.prevMonth():a(e,\"pika-next\")&&l.nextMonth():(l.setDate(new Date(e.getAttribute(\"data-pika-year\"),e.getAttribute(\"data-pika-month\"),e.getAttribute(\"data-pika-day\"))),u.bound&&o(function(){l.hide(),u.blurFieldOnSelect&&u.field&&u.field.blur()},100))),a(e,\"pika-select\"))l._c=!0;else{if(!t.preventDefault)return t.returnValue=!1,!1;t.preventDefault()}}},l._onChange=function(t){var e=(t=t||window.event).target||t.srcElement;e&&(a(e,\"pika-select-month\")?l.gotoMonth(e.value):a(e,\"pika-select-year\")&&l.gotoYear(e.value))},l._onKeyChange=function(t){if(t=t||window.event,l.isVisible())switch(t.keyCode){case 13:case 27:u.field&&u.field.blur();break;case 37:t.preventDefault(),l.adjustDate(\"subtract\",1);break;case 38:l.adjustDate(\"subtract\",7);break;case 39:l.adjustDate(\"add\",1);break;case 40:l.adjustDate(\"add\",7)}},l._onInputChange=function(n){var i;n.firedBy!==l&&(i=u.parse?u.parse(u.field.value,u.format):e?(i=t(u.field.value,u.format,u.formatStrict))&&i.isValid()?i.toDate():null:new 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\"+u.theme:\"\"),r(l.el,\"mousedown\",l._onMouseDown,!0),r(l.el,\"touchend\",l._onMouseDown,!0),r(l.el,\"change\",l._onChange),u.keyboardInput&&r(i,\"keydown\",l._onKeyChange),u.field&&(u.container?u.container.appendChild(l.el):u.bound?i.body.appendChild(l.el):u.field.parentNode.insertBefore(l.el,u.field.nextSibling),r(u.field,\"change\",l._onInputChange),u.defaultDate||(e&&u.field.value?u.defaultDate=t(u.field.value,u.format).toDate():u.defaultDate=new Date(Date.parse(u.field.value)),u.setDefaultDate=!0));var c=u.defaultDate;h(c)?u.setDefaultDate?l.setDate(c,!0):l.gotoDate(c):l.gotoDate(new Date),u.bound?(this.hide(),l.el.className+=\" is-bound\",r(u.trigger,\"click\",l._onInputClick),r(u.trigger,\"focus\",l._onInputFocus),r(u.trigger,\"blur\",l._onInputBlur)):this.show()};return D.prototype={config:function(t){this._o||(this._o=v({},b,!0));var e=v(this._o,t,!0);e.isRTL=!!e.isRTL,e.field=e.field&&e.field.nodeName?e.field:null,e.theme=\"string\"==typeof e.theme&&e.theme?e.theme:null,e.bound=!!(void 0!==e.bound?e.field&&e.bound:e.field),e.trigger=e.trigger&&e.trigger.nodeName?e.trigger:e.field,e.disableWeekends=!!e.disableWeekends,e.disableDayFn=\"function\"==typeof e.disableDayFn?e.disableDayFn:null;var n=parseInt(e.numberOfMonths,10)||1;if(e.numberOfMonths=n>4?4:n,h(e.minDate)||(e.minDate=!1),h(e.maxDate)||(e.maxDate=!1),e.minDate&&e.maxDate&&e.maxDate<e.minDate&&(e.maxDate=e.minDate=!1),e.minDate&&this.setMinDate(e.minDate),e.maxDate&&this.setMaxDate(e.maxDate),c(e.yearRange)){var i=(new Date).getFullYear()-10;e.yearRange[0]=parseInt(e.yearRange[0],10)||i,e.yearRange[1]=parseInt(e.yearRange[1],10)||i}else e.yearRange=Math.abs(parseInt(e.yearRange,10))||b.yearRange,e.yearRange>100&&(e.yearRange=100);return e},toString:function(n){return n=n||this._o.format,h(this._d)?this._o.toString?this._o.toString(this._d,n):e?t(this._d).format(n):this._d.toDateString():\"\"},getMoment:function(){return e?t(this._d):null},setMoment:function(n,i){e&&t.isMoment(n)&&this.setDate(n.toDate(),i)},getDate:function(){return h(this._d)?new Date(this._d.getTime()):null},setDate:function(t,e){if(!t)return this._d=null,this._o.field&&(this._o.field.value=\"\",_(this._o.field,\"change\",{firedBy:this})),this.draw();if(\"string\"==typeof t&&(t=new Date(Date.parse(t))),h(t)){var n=this._o.minDate,i=this._o.maxDate;h(n)&&t<n?t=n:h(i)&&t>i&&(t=i),this._d=new Date(t.getTime()),m(this._d),this.gotoDate(this._d),this._o.field&&(this._o.field.value=this.toString(),_(this._o.field,\"change\",{firedBy:this})),e||\"function\"!=typeof this._o.onSelect||this._o.onSelect.call(this,this.getDate())}},gotoDate:function(t){var e=!0;if(h(t)){if(this.calendars){var n=new Date(this.calendars[0].year,this.calendars[0].month,1),i=new Date(this.calendars[this.calendars.length-1].year,this.calendars[this.calendars.length-1].month,1),o=t.getTime();i.setMonth(i.getMonth()+1),i.setDate(i.getDate()-1),e=o<n.getTime()||i.getTime()<o}e&&(this.calendars=[{month:t.getMonth(),year:t.getFullYear()}],\"right\"===this._o.mainCalendar&&(this.calendars[0].month+=1-this._o.numberOfMonths)),this.adjustCalendars()}},adjustDate:function(t,e){var n,i=this.getDate()||new Date,o=24*parseInt(e)*60*60*1e3;\"add\"===t?n=new Date(i.valueOf()+o):\"subtract\"===t&&(n=new Date(i.valueOf()-o)),this.setDate(n)},adjustCalendars:function(){this.calendars[0]=y(this.calendars[0]);for(var t=1;t<this._o.numberOfMonths;t++)this.calendars[t]=y({month:this.calendars[0].month+t,year:this.calendars[0].year});this.draw()},gotoToday:function(){this.gotoDate(new Date)},gotoMonth:function(t){isNaN(t)||(this.calendars[0].month=parseInt(t,10),this.adjustCalendars())},nextMonth:function(){this.calendars[0].month++,this.adjustCalendars()},prevMonth:function(){this.calendars[0].month--,this.adjustCalendars()},gotoYear:function(t){isNaN(t)||(this.calendars[0].year=parseInt(t,10),this.adjustCalendars())},setMinDate:function(t){t instanceof Date?(m(t),this._o.minDate=t,this._o.minYear=t.getFullYear(),this._o.minMonth=t.getMonth()):(this._o.minDate=b.minDate,this._o.minYear=b.minYear,this._o.minMonth=b.minMonth,this._o.startRange=b.startRange),this.draw()},setMaxDate:function(t){t instanceof Date?(m(t),this._o.maxDate=t,this._o.maxYear=t.getFullYear(),this._o.maxMonth=t.getMonth()):(this._o.maxDate=b.maxDate,this._o.maxYear=b.maxYear,this._o.maxMonth=b.maxMonth,this._o.endRange=b.endRange),this.draw()},setStartRange:function(t){this._o.startRange=t},setEndRange:function(t){this._o.endRange=t},draw:function(t){if(this._v||t){var e,n=this._o,i=n.minYear,r=n.maxYear,s=n.minMonth,a=n.maxMonth,l=\"\";this._y<=i&&(this._y=i,!isNaN(s)&&this._m<s&&(this._m=s)),this._y>=r&&(this._y=r,!isNaN(a)&&this._m>a&&(this._m=a)),e=\"pika-title-\"+Math.random().toString(36).replace(/[^a-z]+/g,\"\").substr(0,2);for(var u=0;u<n.numberOfMonths;u++)l+='<div class=\"pika-lendar\">'+S(this,u,this.calendars[u].year,this.calendars[u].month,this.calendars[0].year,e)+this.render(this.calendars[u].year,this.calendars[u].month,e)+\"</div>\";this.el.innerHTML=l,n.bound&&\"hidden\"!==n.field.type&&o(function(){n.trigger.focus()},1),\"function\"==typeof this._o.onDraw&&this._o.onDraw(this),n.bound&&n.field.setAttribute(\"aria-label\",n.ariaLabel)}},adjustPosition:function(){var t,e,n,o,r,s,a,c,h,d,p,f;if(!this._o.container){if(this.el.style.position=\"absolute\",t=this._o.trigger,e=t,n=this.el.offsetWidth,o=this.el.offsetHeight,r=window.innerWidth||i.documentElement.clientWidth,s=window.innerHeight||i.documentElement.clientHeight,a=window.pageYOffset||i.body.scrollTop||i.documentElement.scrollTop,p=!0,f=!0,\"function\"==typeof t.getBoundingClientRect)d=t.getBoundingClientRect(),c=d.left+window.pageXOffset,h=d.bottom+window.pageYOffset;else 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Date(t,e,A-s+1),I=!!h(this._d)&&g(V,this._d),P=g(V,o),R=-1!==i.events.indexOf(V.toDateString()),T=A<s||A>=r+s,O=A-s+1,L=e,B=t,U=i.startRange&&g(i.startRange,V),W=i.endRange&&g(i.endRange,V),j=i.startRange&&i.endRange&&i.startRange<V&&V<i.endRange,F=i.minDate&&V<i.minDate||i.maxDate&&V>i.maxDate||i.disableWeekends&&d(V)||i.disableDayFn&&i.disableDayFn(V);T&&(A<s?(O=_+O,L=u,B=p):(O-=r,L=c,B=v));var z={day:O,month:L,year:B,hasEvent:R,isSelected:I,isToday:P,isDisabled:F,isEmpty:T,isStartRange:U,isEndRange:W,isInRange:j,showDaysInNextAndPreviousMonths:i.showDaysInNextAndPreviousMonths,enableSelectionDaysInNextAndPreviousMonths:i.enableSelectionDaysInNextAndPreviousMonths};i.pickWholeWeek&&I&&(M=!0),l.push(x(z)),7==++N&&(i.showWeekNumber&&l.unshift((w=A-s,S=e,D=t,E=void 0,E=new Date(D,0,1),'<td class=\"pika-week\">'+Math.ceil(((new Date(D,S,w)-E)/864e5+E.getDay()+1)/7)+\"</td>\")),a.push(k(l,i.isRTL,i.pickWholeWeek,M)),l=[],N=0,M=!1)}return C(i,a,n)},isVisible:function(){return this._v},show:function(){this.isVisible()||(this._v=!0,this.draw(),u(this.el,\"is-hidden\"),this._o.bound&&(r(i,\"click\",this._onClick),this.adjustPosition()),\"function\"==typeof this._o.onOpen&&this._o.onOpen.call(this))},hide:function(){var t=this._v;!1!==t&&(this._o.bound&&s(i,\"click\",this._onClick),this.el.style.position=\"static\",this.el.style.left=\"auto\",this.el.style.top=\"auto\",l(this.el,\"is-hidden\"),this._v=!1,void 0!==t&&\"function\"==typeof this._o.onClose&&this._o.onClose.call(this))},destroy:function(){var t=this._o;this.hide(),s(this.el,\"mousedown\",this._onMouseDown,!0),s(this.el,\"touchend\",this._onMouseDown,!0),s(this.el,\"change\",this._onChange),t.keyboardInput&&s(i,\"keydown\",this._onKeyChange),t.field&&(s(t.field,\"change\",this._onInputChange),t.bound&&(s(t.trigger,\"click\",this._onInputClick),s(t.trigger,\"focus\",this._onInputFocus),s(t.trigger,\"blur\",this._onInputBlur))),this.el.parentNode&&this.el.parentNode.removeChild(this.el)}},D})}})}(this);\n      //# sourceMappingURL=bokeh-widgets.min.js.map\n      /* END bokeh-widgets.min.js */\n    },\n    \n    function(Bokeh) {\n      /* BEGIN bokeh-tables.min.js */\n      /*!\n       * Copyright (c) 2012 - 2018, Anaconda, Inc., and Bokeh Contributors\n       * All rights reserved.\n       * \n       * Redistribution and use in source and binary forms, with or without modification,\n       * are permitted provided that the following conditions are met:\n       * \n       * Redistributions of source code must retain the above copyright notice,\n       * this list of conditions and the following disclaimer.\n       * \n       * Redistributions in binary form must reproduce the above copyright notice,\n       * this list of conditions and the following disclaimer in the documentation\n       * and/or other materials provided with the distribution.\n       * \n       * Neither the name of Anaconda nor the names of any contributors\n       * may be used to endorse or promote products derived from this software\n       * without specific prior written permission.\n       * \n       * THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS \"AS IS\"\n       * AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE\n       * IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE\n       * ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE\n       * LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR\n       * CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF\n       * SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS\n       * INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN\n       * CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)\n       * ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF\n       * THE POSSIBILITY OF SUCH DAMAGE.\n       */\n      !function(e,t){t(e.Bokeh)}(this,function(Bokeh){var define;return function(e,t,n){if(null!=Bokeh)return Bokeh.register_plugin(e,{\"models/widgets/tables/cell_editors\":434,\"models/widgets/tables/cell_formatters\":435,\"models/widgets/tables/data_table\":436,\"models/widgets/tables/index\":437,\"models/widgets/tables/main\":438,\"models/widgets/tables/table_column\":439,\"models/widgets/tables/table_widget\":440,\"models/widgets/widget\":441},438);throw new Error(\"Cannot find Bokeh. 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m.isFunction(o.stop)&&(m._queueHooks(c.elem,c.opts.queue).stop=m.proxy(o.stop,o)),o;return m.map(u,ot,c),m.isFunction(c.opts.start)&&c.opts.start.call(e,c),c.progress(c.opts.progress).done(c.opts.done,c.opts.complete).fail(c.opts.fail).always(c.opts.always),m.fx.timer(m.extend(s,{elem:e,anim:c,queue:c.opts.queue})),c}m.Animation=m.extend(rt,{tweeners:{\"*\":[function(e,t){var n=this.createTween(e,t);return te(n.elem,e,Q.exec(t),n),n}]},tweener:function(e,t){m.isFunction(e)?(t=e,e=[\"*\"]):e=e.match(L);for(var n,o=0,r=e.length;o<r;o++)n=e[o],rt.tweeners[n]=rt.tweeners[n]||[],rt.tweeners[n].unshift(t)},prefilters:[function(e,t,n){var o,r,i,l,a,s,c,u,d=\"width\"in t||\"height\"in t,p=this,f={},h=e.style,g=e.nodeType&&Z(e),v=q.get(e,\"fxshow\");for(o in 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d&&1===e.nodeType&&(n.overflow=[h.overflow,h.overflowX,h.overflowY],null==(c=v&&v.display)&&(c=q.get(e,\"display\")),\"none\"===(u=m.css(e,\"display\"))&&(c?u=c:(re([e],!0),c=e.style.display||c,u=m.css(e,\"display\"),re([e]))),(\"inline\"===u||\"inline-block\"===u&&null!=c)&&\"none\"===m.css(e,\"float\")&&(s||(p.done(function(){h.display=c}),null==c&&(u=h.display,c=\"none\"===u?\"\":u)),h.display=\"inline-block\")),n.overflow&&(h.overflow=\"hidden\",p.always(function(){h.overflow=n.overflow[0],h.overflowX=n.overflow[1],h.overflowY=n.overflow[2]})),s=!1,f)s||(v?\"hidden\"in v&&(g=v.hidden):v=q.access(e,\"fxshow\",{display:c}),i&&(v.hidden=!g),g&&re([e],!0),p.done(function(){for(o in g||re([e]),q.remove(e,\"fxshow\"),f)m.style(e,o,f[o])})),s=ot(g?v[o]:0,o,p),o in v||(v[o]=s.start,g&&(s.end=s.start,s.start=0))}],prefilter:function(e,t){t?rt.prefilters.unshift(e):rt.prefilters.push(e)}}),m.speed=function(e,t,n){var o=e&&\"object\"==typeof e?m.extend({},e):{complete:n||!n&&t||m.isFunction(e)&&e,duration:e,easing:n&&t||t&&!m.isFunction(t)&&t};return m.fx.off?o.duration=0:\"number\"!=typeof o.duration&&(o.duration in m.fx.speeds?o.duration=m.fx.speeds[o.duration]:o.duration=m.fx.speeds._default),null!=o.queue&&!0!==o.queue||(o.queue=\"fx\"),o.old=o.complete,o.complete=function(){m.isFunction(o.old)&&o.old.call(this),o.queue&&m.dequeue(this,o.queue)},o},m.fn.extend({fadeTo:function(e,t,n,o){return this.filter(Z).css(\"opacity\",0).show().end().animate({opacity:t},e,n,o)},animate:function(e,t,n,o){var r=m.isEmptyObject(e),i=m.speed(t,n,o),l=function(){var t=rt(this,m.extend({},e),i);(r||q.get(this,\"finish\"))&&t.stop(!0)};return l.finish=l,r||!1===i.queue?this.each(l):this.queue(i.queue,l)},stop:function(e,t,n){var o=function(e){var t=e.stop;delete e.stop,t(n)};return\"string\"!=typeof e&&(n=t,t=e,e=void 0),t&&!1!==e&&this.queue(e||\"fx\",[]),this.each(function(){var t=!0,r=null!=e&&e+\"queueHooks\",i=m.timers,l=q.get(this);if(r)l[r]&&l[r].stop&&o(l[r]);else for(r in l)l[r]&&l[r].stop&&Ze.test(r)&&o(l[r]);for(r=i.length;r--;)i[r].elem!==this||null!=e&&i[r].queue!==e||(i[r].anim.stop(n),t=!1,i.splice(r,1));!t&&n||m.dequeue(this,e)})},finish:function(e){return!1!==e&&(e=e||\"fx\"),this.each(function(){var t,n=q.get(this),o=n[e+\"queue\"],r=n[e+\"queueHooks\"],i=m.timers,l=o?o.length:0;for(n.finish=!0,m.queue(this,e,[]),r&&r.stop&&r.stop.call(this,!0),t=i.length;t--;)i[t].elem===this&&i[t].queue===e&&(i[t].anim.stop(!0),i.splice(t,1));for(t=0;t<l;t++)o[t]&&o[t].finish&&o[t].finish.call(this);delete n.finish})}}),m.each([\"toggle\",\"show\",\"hide\"],function(e,t){var n=m.fn[t];m.fn[t]=function(e,o,r){return null==e||\"boolean\"==typeof e?n.apply(this,arguments):this.animate(nt(t,!0),e,o,r)}}),m.each({slideDown:nt(\"show\"),slideUp:nt(\"hide\"),slideToggle:nt(\"toggle\"),fadeIn:{opacity:\"show\"},fadeOut:{opacity:\"hide\"},fadeToggle:{opacity:\"toggle\"}},function(e,t){m.fn[e]=function(e,n,o){return this.animate(t,e,n,o)}}),m.timers=[],m.fx.tick=function(){var e,t=0,n=m.timers;for(Ye=m.now();t<n.length;t++)(e=n[t])()||n[t]!==e||n.splice(t--,1);n.length||m.fx.stop(),Ye=void 0},m.fx.timer=function(e){m.timers.push(e),m.fx.start()},m.fx.interval=13,m.fx.start=function(){Qe||(Qe=!0,et())},m.fx.stop=function(){Qe=null},m.fx.speeds={slow:600,fast:200,_default:400},m.fn.delay=function(t,n){return t=m.fx&&m.fx.speeds[t]||t,n=n||\"fx\",this.queue(n,function(n,o){var r=e.setTimeout(n,t);o.stop=function(){e.clearTimeout(r)}})},function(){var e=o.createElement(\"input\"),t=o.createElement(\"select\").appendChild(o.createElement(\"option\"));e.type=\"checkbox\",h.checkOn=\"\"!==e.value,h.optSelected=t.selected,(e=o.createElement(\"input\")).value=\"t\",e.type=\"radio\",h.radioValue=\"t\"===e.value}();var it,lt=m.expr.attrHandle;m.fn.extend({attr:function(e,t){return B(this,m.attr,e,t,arguments.length>1)},removeAttr:function(e){return this.each(function(){m.removeAttr(this,e)})}}),m.extend({attr:function(e,t,n){var o,r,i=e.nodeType;if(3!==i&&8!==i&&2!==i)return void 0===e.getAttribute?m.prop(e,t,n):(1===i&&m.isXMLDoc(e)||(r=m.attrHooks[t.toLowerCase()]||(m.expr.match.bool.test(t)?it:void 0)),void 0!==n?null===n?void m.removeAttr(e,t):r&&\"set\"in r&&void 0!==(o=r.set(e,n,t))?o:(e.setAttribute(t,n+\"\"),n):r&&\"get\"in r&&null!==(o=r.get(e,t))?o:null==(o=m.find.attr(e,t))?void 0:o)},attrHooks:{type:{set:function(e,t){if(!h.radioValue&&\"radio\"===t&&k(e,\"input\")){var n=e.value;return e.setAttribute(\"type\",t),n&&(e.value=n),t}}}},removeAttr:function(e,t){var n,o=0,r=t&&t.match(L);if(r&&1===e.nodeType)for(;n=r[o++];)e.removeAttribute(n)}}),it={set:function(e,t,n){return!1===t?m.removeAttr(e,n):e.setAttribute(n,n),n}},m.each(m.expr.match.bool.source.match(/\\w+/g),function(e,t){var n=lt[t]||m.find.attr;lt[t]=function(e,t,o){var r,i,l=t.toLowerCase();return o||(i=lt[l],lt[l]=r,r=null!=n(e,t,o)?l:null,lt[l]=i),r}});var at=/^(?:input|select|textarea|button)$/i,st=/^(?:a|area)$/i;function ct(e){return(e.match(L)||[]).join(\" \")}function ut(e){return e.getAttribute&&e.getAttribute(\"class\")||\"\"}m.fn.extend({prop:function(e,t){return B(this,m.prop,e,t,arguments.length>1)},removeProp:function(e){return this.each(function(){delete this[m.propFix[e]||e]})}}),m.extend({prop:function(e,t,n){var o,r,i=e.nodeType;if(3!==i&&8!==i&&2!==i)return 1===i&&m.isXMLDoc(e)||(t=m.propFix[t]||t,r=m.propHooks[t]),void 0!==n?r&&\"set\"in r&&void 0!==(o=r.set(e,n,t))?o:e[t]=n:r&&\"get\"in r&&null!==(o=r.get(e,t))?o:e[t]},propHooks:{tabIndex:{get:function(e){var t=m.find.attr(e,\"tabindex\");return t?parseInt(t,10):at.test(e.nodeName)||st.test(e.nodeName)&&e.href?0:-1}}},propFix:{for:\"htmlFor\",class:\"className\"}}),h.optSelected||(m.propHooks.selected={get:function(e){var t=e.parentNode;return t&&t.parentNode&&t.parentNode.selectedIndex,null},set:function(e){var t=e.parentNode;t&&(t.selectedIndex,t.parentNode&&t.parentNode.selectedIndex)}}),m.each([\"tabIndex\",\"readOnly\",\"maxLength\",\"cellSpacing\",\"cellPadding\",\"rowSpan\",\"colSpan\",\"useMap\",\"frameBorder\",\"contentEditable\"],function(){m.propFix[this.toLowerCase()]=this}),m.fn.extend({addClass:function(e){var t,n,o,r,i,l,a,s=0;if(m.isFunction(e))return this.each(function(t){m(this).addClass(e.call(this,t,ut(this)))});if(\"string\"==typeof e&&e)for(t=e.match(L)||[];n=this[s++];)if(r=ut(n),o=1===n.nodeType&&\" \"+ct(r)+\" \"){for(l=0;i=t[l++];)o.indexOf(\" \"+i+\" \")<0&&(o+=i+\" 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0!==e&&\"boolean\"!==n||((t=ut(this))&&q.set(this,\"__className__\",t),this.setAttribute&&this.setAttribute(\"class\",t||!1===e?\"\":q.get(this,\"__className__\")||\"\"))})},hasClass:function(e){var t,n,o=0;for(t=\" \"+e+\" \";n=this[o++];)if(1===n.nodeType&&(\" \"+ct(ut(n))+\" \").indexOf(t)>-1)return!0;return!1}});var dt=/\\r/g;m.fn.extend({val:function(e){var t,n,o,r=this[0];return arguments.length?(o=m.isFunction(e),this.each(function(n){var r;1===this.nodeType&&(null==(r=o?e.call(this,n,m(this).val()):e)?r=\"\":\"number\"==typeof r?r+=\"\":Array.isArray(r)&&(r=m.map(r,function(e){return null==e?\"\":e+\"\"})),(t=m.valHooks[this.type]||m.valHooks[this.nodeName.toLowerCase()])&&\"set\"in t&&void 0!==t.set(this,r,\"value\")||(this.value=r))})):r?(t=m.valHooks[r.type]||m.valHooks[r.nodeName.toLowerCase()])&&\"get\"in t&&void 0!==(n=t.get(r,\"value\"))?n:\"string\"==typeof(n=r.value)?n.replace(dt,\"\"):null==n?\"\":n:void 0}}),m.extend({valHooks:{option:{get:function(e){var t=m.find.attr(e,\"value\");return null!=t?t:ct(m.text(e))}},select:{get:function(e){var t,n,o,r=e.options,i=e.selectedIndex,l=\"select-one\"===e.type,a=l?null:[],s=l?i+1:r.length;for(o=i<0?s:l?i:0;o<s;o++)if(((n=r[o]).selected||o===i)&&!n.disabled&&(!n.parentNode.disabled||!k(n.parentNode,\"optgroup\"))){if(t=m(n).val(),l)return t;a.push(t)}return a},set:function(e,t){for(var n,o,r=e.options,i=m.makeArray(t),l=r.length;l--;)((o=r[l]).selected=m.inArray(m.valHooks.option.get(o),i)>-1)&&(n=!0);return n||(e.selectedIndex=-1),i}}}}),m.each([\"radio\",\"checkbox\"],function(){m.valHooks[this]={set:function(e,t){if(Array.isArray(t))return e.checked=m.inArray(m(e).val(),t)>-1}},h.checkOn||(m.valHooks[this].get=function(e){return null===e.getAttribute(\"value\")?\"on\":e.value})});var pt=/^(?:focusinfocus|focusoutblur)$/;m.extend(m.event,{trigger:function(t,n,r,i){var l,a,s,c,u,p,f,h=[r||o],g=d.call(t,\"type\")?t.type:t,v=d.call(t,\"namespace\")?t.namespace.split(\".\"):[];if(a=s=r=r||o,3!==r.nodeType&&8!==r.nodeType&&!pt.test(g+m.event.triggered)&&(g.indexOf(\".\")>-1&&(v=g.split(\".\"),g=v.shift(),v.sort()),u=g.indexOf(\":\")<0&&\"on\"+g,(t=t[m.expando]?t:new m.Event(g,\"object\"==typeof t&&t)).isTrigger=i?2:3,t.namespace=v.join(\".\"),t.rnamespace=t.namespace?new RegExp(\"(^|\\\\.)\"+v.join(\"\\\\.(?:.*\\\\.|)\")+\"(\\\\.|$)\"):null,t.result=void 0,t.target||(t.target=r),n=null==n?[t]:m.makeArray(n,[t]),f=m.event.special[g]||{},i||!f.trigger||!1!==f.trigger.apply(r,n))){if(!i&&!f.noBubble&&!m.isWindow(r)){for(c=f.delegateType||g,pt.test(c+g)||(a=a.parentNode);a;a=a.parentNode)h.push(a),s=a;s===(r.ownerDocument||o)&&h.push(s.defaultView||s.parentWindow||e)}for(l=0;(a=h[l++])&&!t.isPropagationStopped();)t.type=l>1?c:f.bindType||g,(p=(q.get(a,\"events\")||{})[t.type]&&q.get(a,\"handle\"))&&p.apply(a,n),(p=u&&a[u])&&p.apply&&O(a)&&(t.result=p.apply(a,n),!1===t.result&&t.preventDefault());return t.type=g,i||t.isDefaultPrevented()||f._default&&!1!==f._default.apply(h.pop(),n)||!O(r)||u&&m.isFunction(r[g])&&!m.isWindow(r)&&((s=r[u])&&(r[u]=null),m.event.triggered=g,r[g](),m.event.triggered=void 0,s&&(r[u]=s)),t.result}},simulate:function(e,t,n){var o=m.extend(new m.Event,n,{type:e,isSimulated:!0});m.event.trigger(o,null,t)}}),m.fn.extend({trigger:function(e,t){return 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mousedown\",l.init,e),this.attachEvent&&this.attachEvent(\"ondragstart\",l.dontstart)}},teardown:function(){(o.data(this,l.datakey)||{}).related||(o.removeData(this,l.datakey),r.remove(this,\"touchstart mousedown\",l.init),l.textselect(!0),this.detachEvent&&this.detachEvent(\"ondragstart\",l.dontstart))},init:function(e){if(!l.touched){var t,n=e.data;if(!(0!=e.which&&n.which>0&&e.which!=n.which)&&!o(e.target).is(n.not)&&(!n.handle||o(e.target).closest(n.handle,e.currentTarget).length)&&(l.touched=\"touchstart\"==e.type?this:null,n.propagates=1,n.mousedown=this,n.interactions=[l.interaction(this,n)],n.target=e.target,n.pageX=e.pageX,n.pageY=e.pageY,n.dragging=null,t=l.hijack(e,\"draginit\",n),n.propagates))return(t=l.flatten(t))&&t.length&&(n.interactions=[],o.each(t,function(){n.interactions.push(l.interaction(this,n))})),n.propagates=n.interactions.length,!1!==n.drop&&i.drop&&i.drop.handler(e,n),l.textselect(!1),l.touched?r.add(l.touched,\"touchmove touchend\",l.handler,n):r.add(document,\"mousemove mouseup\",l.handler,n),!(!l.touched||n.live)&&void 0}},interaction:function(e,t){var n=e&&e.ownerDocument&&o(e)[t.relative?\"position\":\"offset\"]()||{top:0,left:0};return{drag:e,callback:new l.callback,droppable:[],offset:n}},handler:function(e){var t=e.data;switch(e.type){case!t.dragging&&\"touchmove\":e.preventDefault();case!t.dragging&&\"mousemove\":if(Math.pow(e.pageX-t.pageX,2)+Math.pow(e.pageY-t.pageY,2)<Math.pow(t.distance,2))break;e.target=t.target,l.hijack(e,\"dragstart\",t),t.propagates&&(t.dragging=!0);case\"touchmove\":e.preventDefault();case\"mousemove\":if(t.dragging){if(l.hijack(e,\"drag\",t),t.propagates){!1!==t.drop&&i.drop&&i.drop.handler(e,t);break}e.type=\"mouseup\"}case\"touchend\":case\"mouseup\":default:l.touched?r.remove(l.touched,\"touchmove touchend\",l.handler):r.remove(document,\"mousemove mouseup\",l.handler),t.dragging&&(!1!==t.drop&&i.drop&&i.drop.handler(e,t),l.hijack(e,\"dragend\",t)),l.textselect(!0),!1===t.click&&t.dragging&&o.data(t.mousedown,\"suppress.click\",(new Date).getTime()+5),t.dragging=l.touched=!1}},hijack:function(e,t,n,i,a){if(n){var s,c,u,d={event:e.originalEvent,type:e.type},p=t.indexOf(\"drop\")?\"drag\":\"drop\",f=i||0,h=isNaN(i)?n.interactions.length:i;e.type=t;var g=function(){};e.originalEvent=new o.Event(d.event,{preventDefault:g,stopPropagation:g,stopImmediatePropagation:g}),n.results=[];do{if(c=n.interactions[f]){if(\"dragend\"!==t&&c.cancelled)continue;u=l.properties(e,n,c),c.results=[],o(a||c[p]||n.droppable).each(function(i,a){if(u.target=a,e.isPropagationStopped=function(){return!1},!1===(s=a?r.dispatch.call(a,e,u):null)?(\"drag\"==p&&(c.cancelled=!0,n.propagates-=1),\"drop\"==t&&(c[p][i]=null)):\"dropinit\"==t&&c.droppable.push(l.element(s)||a),\"dragstart\"==t&&(c.proxy=o(l.element(s)||c.drag)[0]),c.results.push(s),delete e.result,\"dropinit\"!==t)return s}),n.results[f]=l.flatten(c.results),\"dropinit\"==t&&(c.droppable=l.flatten(c.droppable)),\"dragstart\"!=t||c.cancelled||u.update()}}while(++f<h);return e.type=d.type,e.originalEvent=d.event,l.flatten(n.results)}},properties:function(e,t,n){var o=n.callback;return o.drag=n.drag,o.proxy=n.proxy||n.drag,o.startX=t.pageX,o.startY=t.pageY,o.deltaX=e.pageX-t.pageX,o.deltaY=e.pageY-t.pageY,o.originalX=n.offset.left,o.originalY=n.offset.top,o.offsetX=o.originalX+o.deltaX,o.offsetY=o.originalY+o.deltaY,o.drop=l.flatten((n.drop||[]).slice()),o.available=l.flatten((n.droppable||[]).slice()),o},element:function(e){if(e&&(e.jquery||1==e.nodeType))return e},flatten:function(e){return o.map(e,function(e){return e&&e.jquery?o.makeArray(e):e&&e.length?l.flatten(e):e})},textselect:function(e){o(document)[e?\"off\":\"on\"](\"selectstart\",l.dontstart).css(\"MozUserSelect\",e?\"\":\"none\"),document.unselectable=e?\"off\":\"on\"},dontstart:function(){return!1},callback:function(){}};l.callback.prototype={update:function(){i.drop&&this.available.length&&o.each(this.available,function(e){i.drop.locate(this,e)})}};var a=r.dispatch;r.dispatch=function(e){if(!(o.data(this,\"suppress.\"+e.type)-(new Date).getTime()>0))return a.apply(this,arguments);o.removeData(this,\"suppress.\"+e.type)},i.draginit=i.dragstart=i.dragend=l},444:function(e,t,n){\n      /*!\n           * jquery.event.drop - v 2.3.0\n           * Copyright (c) 2010 Three Dub Media - http://threedubmedia.com\n           * Open Source MIT License - http://threedubmedia.com/code/license\n           */\n      var o=e(450);o.fn.drop=function(e,t,n){var r=\"string\"==typeof e?e:\"\",i=o.isFunction(e)?e:o.isFunction(t)?t:null;return 0!==r.indexOf(\"drop\")&&(r=\"drop\"+r),n=(e==i?t:n)||{},i?this.on(r,n,i):this.trigger(r)},o.drop=function(e){e=e||{},i.multi=!0===e.multi?1/0:!1===e.multi?1:isNaN(e.multi)?i.multi:e.multi,i.delay=e.delay||i.delay,i.tolerance=o.isFunction(e.tolerance)?e.tolerance:null===e.tolerance?null:i.tolerance,i.mode=e.mode||i.mode||\"intersect\"};var r=o.event.special,i=o.event.special.drop={multi:1,delay:20,mode:\"overlap\",targets:[],datakey:\"dropdata\",noBubble:!0,add:function(e){o.data(this,i.datakey).related+=1},remove:function(){o.data(this,i.datakey).related-=1},setup:function(){if(!o.data(this,i.datakey)){o.data(this,i.datakey,{related:0,active:[],anyactive:0,winner:0,location:{}}),i.targets.push(this)}},teardown:function(){if(!(o.data(this,i.datakey)||{}).related){o.removeData(this,i.datakey);var e=this;i.targets=o.grep(i.targets,function(t){return t!==e})}},handler:function(e,t){var n;if(t)switch(e.type){case\"mousedown\":case\"touchstart\":n=o(i.targets),\"string\"==typeof t.drop&&(n=n.filter(t.drop)),n.each(function(){var e=o.data(this,i.datakey);e.active=[],e.anyactive=0,e.winner=0}),t.droppable=n,r.drag.hijack(e,\"dropinit\",t);break;case\"mousemove\":case\"touchmove\":i.event=e,i.timer||i.tolerate(t);break;case\"mouseup\":case\"touchend\":i.timer=clearTimeout(i.timer),t.propagates&&(r.drag.hijack(e,\"drop\",t),r.drag.hijack(e,\"dropend\",t))}},locate:function(e,t){var n=o.data(e,i.datakey),r=o(e),l=r.offset()||{},a=r.outerHeight(),s=r.outerWidth(),c={elem:e,width:s,height:a,top:l.top,left:l.left,right:l.left+s,bottom:l.top+a};return n&&(n.location=c,n.index=t,n.elem=e),c},contains:function(e,t){return(t[0]||t.left)>=e.left&&(t[0]||t.right)<=e.right&&(t[1]||t.top)>=e.top&&(t[1]||t.bottom)<=e.bottom},modes:{intersect:function(e,t,n){return this.contains(n,[e.pageX,e.pageY])?1e9:this.modes.overlap.apply(this,arguments)},overlap:function(e,t,n){return Math.max(0,Math.min(n.bottom,t.bottom)-Math.max(n.top,t.top))*Math.max(0,Math.min(n.right,t.right)-Math.max(n.left,t.left))},fit:function(e,t,n){return this.contains(n,t)?1:0},middle:function(e,t,n){return this.contains(n,[t.left+.5*t.width,t.top+.5*t.height])?1:0}},sort:function(e,t){return t.winner-e.winner||e.index-t.index},tolerate:function(e){var t,n,l,a,s,c,u,d,p=0,f=e.interactions.length,h=[i.event.pageX,i.event.pageY],g=i.tolerance||i.modes[i.mode];do{if(d=e.interactions[p]){if(!d)return;d.drop=[],s=[],c=d.droppable.length,g&&(l=i.locate(d.proxy)),t=0;do{if(u=d.droppable[t]){if(!(n=(a=o.data(u,i.datakey)).location))continue;a.winner=g?g.call(i,i.event,l,n):i.contains(n,h)?1:0,s.push(a)}}while(++t<c);s.sort(i.sort),t=0;do{(a=s[t])&&(a.winner&&d.drop.length<i.multi?(a.active[p]||a.anyactive||(!1!==r.drag.hijack(i.event,\"dropstart\",e,p,a.elem)[0]?(a.active[p]=1,a.anyactive+=1):a.winner=0),a.winner&&d.drop.push(a.elem)):a.active[p]&&1==a.anyactive&&(r.drag.hijack(i.event,\"dropend\",e,p,a.elem),a.active[p]=0,a.anyactive-=1))}while(++t<c)}}while(++p<f);i.last&&h[0]==i.last.pageX&&h[1]==i.last.pageY?delete i.timer:i.timer=setTimeout(function(){i.tolerate(e)},i.delay),i.last=i.event}};r.dropinit=r.dropstart=r.dropend=i},445:function(e,t,n){var o=e(450),r=e(448),i=r.keyCode;t.exports={CellExternalCopyManager:function(e){var t,n,l=this,a=e||{},s=a.copiedCellStyleLayerKey||\"copy-manager\",c=a.copiedCellStyle||\"copied\",u=0,d=a.bodyElement||document.body,p=a.onCopyInit||null,f=a.onCopySuccess||null;function h(e){if(a.headerColumnValueExtractor){var t=a.headerColumnValueExtractor(e);if(t)return t}return e.name}function g(e,n,r){if(a.dataItemColumnValueExtractor){var i=a.dataItemColumnValueExtractor(e,n);if(i)return i}var l=\"\";if(n.editor){var s={container:o(\"<p>\"),column:n,position:{top:0,left:0},grid:t,event:r},c=new n.editor(s);c.loadValue(e),l=c.serializeValue(),c.destroy()}else l=e[n.field];return l}function m(e,n,r){if(a.dataItemColumnValueSetter)return a.dataItemColumnValueSetter(e,n,r);if(n.editor){var i={container:o(\"body\"),column:n,position:{top:0,left:0},grid:t},l=new n.editor(i);l.loadValue(e),l.applyValue(e,r),l.destroy()}else e[n.field]=r}function v(e){var t=document.createElement(\"textarea\");return t.style.position=\"absolute\",t.style.left=\"-1000px\",t.style.top=document.body.scrollTop+\"px\",t.value=e,d.appendChild(t),t.select(),t}function w(e,o){var r;if(!t.getEditorLock().isActive()||t.getOptions().autoEdit){if(e.which==i.ESC&&n&&(e.preventDefault(),y(),l.onCopyCancelled.notify({ranges:n}),n=null),(e.which===i.C||e.which===i.INSERT)&&(e.ctrlKey||e.metaKey)&&!e.shiftKey&&(p&&p.call(),0!=(r=t.getSelectionModel().getSelectedRanges()).length)){n=r,C(r),l.onCopyCells.notify({ranges:r});for(var s=t.getColumns(),c=\"\",u=0;u<r.length;u++){for(var w=r[u],b=[],x=w.fromRow;x<w.toRow+1;x++){var R=[],S=t.getDataItem(x);if(\"\"==b&&a.includeHeaderWhenCopying){for(var E=[],k=w.fromCell;k<w.toCell+1;k++)s[k].name.length>0&&E.push(h(s[k]));b.push(E.join(\"\\t\"))}for(k=w.fromCell;k<w.toCell+1;k++)R.push(g(S,s[k],e));b.push(R.join(\"\\t\"))}c+=b.join(\"\\r\\n\")+\"\\r\\n\"}if(window.clipboardData)return window.clipboardData.setData(\"Text\",c),!0;var T=document.activeElement;if((D=v(c)).focus(),setTimeout(function(){d.removeChild(D),T?T.focus():console.log(\"Not element to restore focus to after copy?\")},100),f){var P=0;P=1===r.length?r[0].toRow+1-r[0].fromRow:r.length,f.call(this,P)}return!1}if(!a.readOnlyMode&&(e.which===i.V&&(e.ctrlKey||e.metaKey)&&!e.shiftKey||e.which===i.INSERT&&e.shiftKey&&!e.ctrlKey)){var D=v(\"\");return setTimeout(function(){!function(e,t){var n=e.getColumns(),o=t.value.split(/[\\n\\f\\r]/);\"\"==o[o.length-1]&&o.pop();var r=[],i=0;d.removeChild(t);for(var s=0;s<o.length;s++)\"\"!=o[s]?r[i++]=o[s].split(\"\\t\"):r[s]=[\"\"];var c=e.getActiveCell(),u=e.getSelectionModel().getSelectedRanges(),p=u&&u.length?u[0]:null,f=null,h=null;if(p)f=p.fromRow,h=p.fromCell;else{if(!c)return;f=c.row,h=c.cell}var g=!1,v=r.length,w=r.length?r[0].length:0;1==r.length&&1==r[0].length&&p&&(g=!0,v=p.toRow-p.fromRow+1,w=p.toCell-p.fromCell+1);var y=e.getData().length-f,b=0;if(y<v&&a.newRowCreator){var x=e.getData();for(b=1;b<=v-y;b++)x.push({});e.setData(x),e.render()}var R=f+v>e.getDataLength();if(a.newRowCreator&&R){var S=f+v-e.getDataLength();a.newRowCreator(S)}var E={isClipboardCommand:!0,clippedRange:r,oldValues:[],cellExternalCopyManager:l,_options:a,setDataItemValueForColumn:m,markCopySelection:C,oneCellToMultiple:g,activeRow:f,activeCell:h,destH:v,destW:w,maxDestY:e.getDataLength(),maxDestX:e.getColumns().length,h:0,w:0,execute:function(){this.h=0;for(var t=0;t<this.destH;t++){this.oldValues[t]=[],this.w=0,this.h++;for(var o=0;o<this.destW;o++){this.w++;var i=f+t,l=h+o;if(i<this.maxDestY&&l<this.maxDestX){e.getCellNode(i,l);var a=e.getDataItem(i);this.oldValues[t][o]=a[n[l].field],g?this.setDataItemValueForColumn(a,n[l],r[0][0]):this.setDataItemValueForColumn(a,n[l],r[t]?r[t][o]:\"\"),e.updateCell(i,l),e.onCellChange.notify({row:i,cell:l,item:a,grid:e})}}}var s={fromCell:h,fromRow:f,toCell:h+this.w-1,toRow:f+this.h-1};this.markCopySelection([s]),e.getSelectionModel().setSelectedRanges([s]),this.cellExternalCopyManager.onPasteCells.notify({ranges:[s]})},undo:function(){for(var t=0;t<this.destH;t++)for(var o=0;o<this.destW;o++){var r=f+t,i=h+o;if(r<this.maxDestY&&i<this.maxDestX){e.getCellNode(r,i);var l=e.getDataItem(r);g?this.setDataItemValueForColumn(l,n[i],this.oldValues[0][0]):this.setDataItemValueForColumn(l,n[i],this.oldValues[t][o]),e.updateCell(r,i),e.onCellChange.notify({row:r,cell:i,item:l,grid:e})}}var a={fromCell:h,fromRow:f,toCell:h+this.w-1,toRow:f+this.h-1};if(this.markCopySelection([a]),e.getSelectionModel().setSelectedRanges([a]),this.cellExternalCopyManager.onPasteCells.notify({ranges:[a]}),b>1){for(var s=e.getData();b>1;b--)s.splice(s.length-1,1);e.setData(s),e.render()}}};a.clipboardCommandHandler?a.clipboardCommandHandler(E):E.execute()}(t,D)},100),!1}}}function C(e){y();for(var n=t.getColumns(),o={},r=0;r<e.length;r++)for(var i=e[r].fromRow;i<=e[r].toRow;i++){o[i]={};for(var a=e[r].fromCell;a<=e[r].toCell&&a<n.length;a++)o[i][n[a].id]=c}t.setCellCssStyles(s,o),clearTimeout(u),u=setTimeout(function(){l.clearCopySelection()},2e3)}function y(){t.removeCellCssStyles(s)}o.extend(this,{init:function(e){(t=e).onKeyDown.subscribe(w);var n=e.getSelectionModel();if(!n)throw new Error(\"Selection model is mandatory for this plugin. Please set a selection model on the grid before adding this plugin: grid.setSelectionModel(new Slick.CellSelectionModel())\");n.onSelectedRangesChanged.subscribe(function(e,n){t.focus()})},destroy:function(){t.onKeyDown.unsubscribe(w)},clearCopySelection:y,handleKeyDown:w,onCopyCells:new r.Event,onCopyCancelled:new r.Event,onPasteCells:new r.Event,setIncludeHeaderWhenCopying:function(e){a.includeHeaderWhenCopying=e}})}}},446:function(e,t,n){var o=e(450),r=e(448);t.exports={CheckboxSelectColumn:function(e){var t,n=v(),i=new r.EventHandler,l={},a=!1,s=o.extend(!0,{},{columnId:\"_checkbox_selector\",cssClass:null,hideSelectAllCheckbox:!1,toolTip:\"Select/Deselect All\",width:30,hideInColumnTitleRow:!1,hideInFilterHeaderRow:!0},e);function c(){t.updateColumnHeader(s.columnId,\"\",\"\")}function u(){o(\"#filter-checkbox-selectall-container\").hide()}function d(e,r){var i,c,u=t.getSelectedRows(),d={};for(c=0;c<u.length;c++)d[i=u[c]]=!0,d[i]!==l[i]&&(t.invalidateRow(i),delete l[i]);for(c in l)t.invalidateRow(c);l=d,t.render(),a=u.length&&u.length==t.getDataLength(),s.hideInColumnTitleRow||s.hideSelectAllCheckbox||(a?t.updateColumnHeader(s.columnId,\"<input id='header-selector\"+n+\"' type='checkbox' checked='checked'><label for='header-selector\"+n+\"'></label>\",s.toolTip):t.updateColumnHeader(s.columnId,\"<input id='header-selector\"+n+\"' type='checkbox'><label for='header-selector\"+n+\"'></label>\",s.toolTip)),s.hideInFilterHeaderRow||o(\"#header-filter-selector\"+n).prop(\"checked\",a)}function p(e,n){32==e.which&&t.getColumns()[n.cell].id===s.columnId&&(t.getEditorLock().isActive()&&!t.getEditorLock().commitCurrentEdit()||h(n.row),e.preventDefault(),e.stopImmediatePropagation())}function f(e,n){if(t.getColumns()[n.cell].id===s.columnId&&o(e.target).is(\":checkbox\")){if(t.getEditorLock().isActive()&&!t.getEditorLock().commitCurrentEdit())return e.preventDefault(),void e.stopImmediatePropagation();h(n.row),e.stopPropagation(),e.stopImmediatePropagation()}}function h(e){l[e]?t.setSelectedRows(o.grep(t.getSelectedRows(),function(t){return t!=e})):t.setSelectedRows(t.getSelectedRows().concat(e)),t.setActiveCell(e,function(){if(null===m){m=0;for(var e=t.getColumns(),n=0;n<e.length;n++)e[n].id==s.columnId&&(m=n)}return m}()),t.focus()}function g(e,n){if(n.column.id==s.columnId&&o(e.target).is(\":checkbox\")){if(t.getEditorLock().isActive()&&!t.getEditorLock().commitCurrentEdit())return e.preventDefault(),void e.stopImmediatePropagation();if(o(e.target).is(\":checked\")){for(var r=[],i=0;i<t.getDataLength();i++)r.push(i);t.setSelectedRows(r)}else t.setSelectedRows([]);e.stopPropagation(),e.stopImmediatePropagation()}}var m=null;function v(){return Math.round(1e7*Math.random())}function w(e,t,n,o,r){var i=v()+e;return r?l[e]?\"<input id='selector\"+i+\"' type='checkbox' checked='checked'><label for='selector\"+i+\"'></label>\":\"<input id='selector\"+i+\"' type='checkbox'><label for='selector\"+i+\"'></label>\":null}o.extend(this,{init:function(e){t=e,i.subscribe(t.onSelectedRowsChanged,d).subscribe(t.onClick,f).subscribe(t.onKeyDown,p),s.hideInFilterHeaderRow||function(e){e.onHeaderRowCellRendered.subscribe(function(e,t){\"sel\"===t.column.field&&(o(t.node).empty(),o(\"<span id='filter-checkbox-selectall-container'><input id='header-filter-selector\"+n+\"' type='checkbox'><label for='header-filter-selector\"+n+\"'></label></span>\").appendTo(t.node).on(\"click\",function(e){g(e,t)}))})}(e),s.hideInColumnTitleRow||i.subscribe(t.onHeaderClick,g)},destroy:function(){i.unsubscribeAll()},deSelectRows:function(e){var n,r=e.length,i=[];for(n=0;n<r;n++)l[e[n]]&&(i[i.length]=e[n]);t.setSelectedRows(o.grep(t.getSelectedRows(),function(e){return i.indexOf(e)<0}))},selectRows:function(e){var n,o=e.length,r=[];for(n=0;n<o;n++)l[e[n]]||(r[r.length]=e[n]);t.setSelectedRows(t.getSelectedRows().concat(r))},getColumnDefinition:function(){return{id:s.columnId,name:s.hideSelectAllCheckbox||s.hideInColumnTitleRow?\"\":\"<input id='header-selector\"+n+\"' type='checkbox'><label for='header-selector\"+n+\"'></label>\",toolTip:s.toolTip,field:\"sel\",width:s.width,resizable:!1,sortable:!1,cssClass:s.cssClass,hideSelectAllCheckbox:s.hideSelectAllCheckbox,formatter:w}},getOptions:function(){return s},setOptions:function(e){if((s=o.extend(!0,{},s,e)).hideSelectAllCheckbox)c(),u();else if(s.hideInColumnTitleRow?c():(a?t.updateColumnHeader(s.columnId,\"<input id='header-selector\"+n+\"' type='checkbox' checked='checked'><label for='header-selector\"+n+\"'></label>\",s.toolTip):t.updateColumnHeader(s.columnId,\"<input id='header-selector\"+n+\"' type='checkbox'><label for='header-selector\"+n+\"'></label>\",s.toolTip),i.subscribe(t.onHeaderClick,g)),s.hideInFilterHeaderRow)u();else{var r=o(\"#filter-checkbox-selectall-container\");r.show(),r.find('input[type=\"checkbox\"]').prop(\"checked\",a)}}})}}},447:function(e,t,n){var o=e(450),r=e(448);t.exports={RowSelectionModel:function(e){var t,n,i,l=[],a=this,s=new r.EventHandler,c={selectActiveRow:!0};function u(e){return function(){n||(n=!0,e.apply(this,arguments),n=!1)}}function d(e){for(var t=[],n=0;n<e.length;n++)for(var o=e[n].fromRow;o<=e[n].toRow;o++)t.push(o);return t}function p(e){for(var n=[],o=t.getColumns().length-1,i=0;i<e.length;i++)n.push(new r.Range(e[i],0,e[i],o));return n}function f(){return d(l)}function h(e){(l&&0!==l.length||e&&0!==e.length)&&(l=e,a.onSelectedRangesChanged.notify(l))}function g(e,n){i.selectActiveRow&&null!=n.row&&h([new r.Range(n.row,0,n.row,t.getColumns().length-1)])}function m(e){var n=t.getActiveCell();if(t.getOptions().multiSelect&&n&&e.shiftKey&&!e.ctrlKey&&!e.altKey&&!e.metaKey&&(e.which==r.keyCode.UP||e.which==r.keyCode.DOWN)){var o=f();o.sort(function(e,t){return e-t}),o.length||(o=[n.row]);var i,l=o[0],a=o[o.length-1];(i=e.which==r.keyCode.DOWN?n.row<a||l==a?++a:++l:n.row<a?--a:--l)>=0&&i<t.getDataLength()&&(t.scrollRowIntoView(i),h(p(function(e,t){var n,o=[];for(n=e;n<=t;n++)o.push(n);for(n=t;n<e;n++)o.push(n);return o}(l,a)))),e.preventDefault(),e.stopPropagation()}}function v(e){var n=t.getCellFromEvent(e);if(!n||!t.canCellBeActive(n.row,n.cell))return!1;if(!t.getOptions().multiSelect||!e.ctrlKey&&!e.shiftKey&&!e.metaKey)return!1;var r=d(l),i=o.inArray(n.row,r);if(-1===i&&(e.ctrlKey||e.metaKey))r.push(n.row),t.setActiveCell(n.row,n.cell);else if(-1!==i&&(e.ctrlKey||e.metaKey))r=o.grep(r,function(e,t){return e!==n.row}),t.setActiveCell(n.row,n.cell);else if(r.length&&e.shiftKey){var a=r.pop(),s=Math.min(n.row,a),c=Math.max(n.row,a);r=[];for(var u=s;u<=c;u++)u!==a&&r.push(u);r.push(a),t.setActiveCell(n.row,n.cell)}return h(p(r)),e.stopImmediatePropagation(),!0}o.extend(this,{getSelectedRows:f,setSelectedRows:function(e){h(p(e))},getSelectedRanges:function(){return l},setSelectedRanges:h,init:function(n){i=o.extend(!0,{},c,e),t=n,s.subscribe(t.onActiveCellChanged,u(g)),s.subscribe(t.onKeyDown,u(m)),s.subscribe(t.onClick,u(v))},destroy:function(){s.unsubscribeAll()},onSelectedRangesChanged:new r.Event})}}},448:function(e,t,n){function o(){var e=!1,t=!1;this.stopPropagation=function(){e=!0},this.isPropagationStopped=function(){return e},this.stopImmediatePropagation=function(){t=!0},this.isImmediatePropagationStopped=function(){return t}}function r(){this.__nonDataRow=!0}function i(){this.__group=!0,this.level=0,this.count=0,this.value=null,this.title=null,this.collapsed=!1,this.selectChecked=!1,this.totals=null,this.rows=[],this.groups=null,this.groupingKey=null}function l(){this.__groupTotals=!0,this.group=null,this.initialized=!1}function a(){var e=null;this.isActive=function(t){return t?e===t:null!==e},this.activate=function(t){if(t!==e){if(null!==e)throw new Error(\"SlickGrid.EditorLock.activate: an editController is still active, can't activate another editController\");if(!t.commitCurrentEdit)throw new Error(\"SlickGrid.EditorLock.activate: editController must implement .commitCurrentEdit()\");if(!t.cancelCurrentEdit)throw new Error(\"SlickGrid.EditorLock.activate: editController must implement .cancelCurrentEdit()\");e=t}},this.deactivate=function(t){if(e!==t)throw new Error(\"SlickGrid.EditorLock.deactivate: specified editController is not the currently active one\");e=null},this.commitCurrentEdit=function(){return!e||e.commitCurrentEdit()},this.cancelCurrentEdit=function(){return!e||e.cancelCurrentEdit()}}i.prototype=new r,i.prototype.equals=function(e){return this.value===e.value&&this.count===e.count&&this.collapsed===e.collapsed&&this.title===e.title},l.prototype=new r,t.exports={Event:function(){var e=[];this.subscribe=function(t){e.push(t)},this.unsubscribe=function(t){for(var n=e.length-1;n>=0;n--)e[n]===t&&e.splice(n,1)},this.notify=function(t,n,r){var i;n=n||new o,r=r||this;for(var l=0;l<e.length&&!n.isPropagationStopped()&&!n.isImmediatePropagationStopped();l++)i=e[l].call(r,n,t);return i}},EventData:o,EventHandler:function(){var e=[];this.subscribe=function(t,n){return e.push({event:t,handler:n}),t.subscribe(n),this},this.unsubscribe=function(t,n){for(var o=e.length;o--;)if(e[o].event===t&&e[o].handler===n)return e.splice(o,1),void t.unsubscribe(n);return this},this.unsubscribeAll=function(){for(var t=e.length;t--;)e[t].event.unsubscribe(e[t].handler);return e=[],this}},Range:function(e,t,n,o){void 0===n&&void 0===o&&(n=e,o=t),this.fromRow=Math.min(e,n),this.fromCell=Math.min(t,o),this.toRow=Math.max(e,n),this.toCell=Math.max(t,o),this.isSingleRow=function(){return this.fromRow==this.toRow},this.isSingleCell=function(){return this.fromRow==this.toRow&&this.fromCell==this.toCell},this.contains=function(e,t){return e>=this.fromRow&&e<=this.toRow&&t>=this.fromCell&&t<=this.toCell},this.toString=function(){return this.isSingleCell()?\"(\"+this.fromRow+\":\"+this.fromCell+\")\":\"(\"+this.fromRow+\":\"+this.fromCell+\" - \"+this.toRow+\":\"+this.toCell+\")\"}},NonDataRow:r,Group:i,GroupTotals:l,EditorLock:a,GlobalEditorLock:new a,keyCode:{BACKSPACE:8,DELETE:46,DOWN:40,END:35,ENTER:13,ESCAPE:27,ESC:27,HOME:36,INSERT:45,LEFT:37,PAGE_DOWN:34,PAGE_UP:33,RIGHT:39,TAB:9,UP:38,C:67,V:86},preClickClassName:\"slick-edit-preclick\"}},449:function _(require,module,exports){\n      /**\n           * @license\n           * (c) 2009-2016 Michael Leibman\n           * michael{dot}leibman{at}gmail{dot}com\n           * http://github.com/mleibman/slickgrid\n           *\n           * Distributed under MIT license.\n           * All rights reserved.\n           *\n           * SlickGrid v2.3\n           *\n           * NOTES:\n           *     Cell/row DOM manipulations are done directly bypassing jQuery's DOM manipulation methods.\n           *     This increases the speed dramatically, but can only be done safely because there are no event handlers\n           *     or data associated with any cell/row DOM nodes.  Cell editors must make sure they implement .destroy()\n           *     and do proper cleanup.\n           */\n      var $=require(450),Slick=require(448),scrollbarDimensions,maxSupportedCssHeight;function SlickGrid(container,data,columns,options){$.fn.drag||require(443),$.fn.drop||require(444);var defaults={alwaysShowVerticalScroll:!1,explicitInitialization:!1,rowHeight:25,defaultColumnWidth:80,enableAddRow:!1,leaveSpaceForNewRows:!1,editable:!1,autoEdit:!0,suppressActiveCellChangeOnEdit:!1,enableCellNavigation:!0,enableColumnReorder:!0,asyncEditorLoading:!1,asyncEditorLoadDelay:100,forceFitColumns:!1,enableAsyncPostRender:!1,asyncPostRenderDelay:50,enableAsyncPostRenderCleanup:!1,asyncPostRenderCleanupDelay:40,autoHeight:!1,editorLock:Slick.GlobalEditorLock,showHeaderRow:!1,headerRowHeight:25,createFooterRow:!1,showFooterRow:!1,footerRowHeight:25,createPreHeaderPanel:!1,showPreHeaderPanel:!1,preHeaderPanelHeight:25,showTopPanel:!1,topPanelHeight:25,formatterFactory:null,editorFactory:null,cellFlashingCssClass:\"flashing\",selectedCellCssClass:\"selected\",multiSelect:!0,enableTextSelectionOnCells:!1,dataItemColumnValueExtractor:null,fullWidthRows:!1,multiColumnSort:!1,numberedMultiColumnSort:!1,tristateMultiColumnSort:!1,sortColNumberInSeparateSpan:!1,defaultFormatter:defaultFormatter,forceSyncScrolling:!1,addNewRowCssClass:\"new-row\",preserveCopiedSelectionOnPaste:!1,showCellSelection:!0,viewportClass:null,minRowBuffer:3,emulatePagingWhenScrolling:!0,editorCellNavOnLRKeys:!1},columnDefaults={name:\"\",resizable:!0,sortable:!1,minWidth:30,rerenderOnResize:!1,headerCssClass:null,defaultSortAsc:!0,focusable:!0,selectable:!0},th,h,ph,n,cj,page=0,offset=0,vScrollDir=1,initialized=!1,$container,uid=\"slickgrid_\"+Math.round(1e6*Math.random()),self=this,$focusSink,$focusSink2,$headerScroller,$headers,$headerRow,$headerRowScroller,$headerRowSpacer,$footerRow,$footerRowScroller,$footerRowSpacer,$preHeaderPanel,$preHeaderPanelScroller,$preHeaderPanelSpacer,$topPanelScroller,$topPanel,$viewport,$canvas,$style,$boundAncestors,stylesheet,columnCssRulesL,columnCssRulesR,viewportH,viewportW,canvasWidth,viewportHasHScroll,viewportHasVScroll,headerColumnWidthDiff=0,headerColumnHeightDiff=0,cellWidthDiff=0,cellHeightDiff=0,jQueryNewWidthBehaviour=!1,absoluteColumnMinWidth,tabbingDirection=1,activePosX,activeRow,activeCell,activeCellNode=null,currentEditor=null,serializedEditorValue,editController,rowsCache={},renderedRows=0,numVisibleRows,prevScrollTop=0,scrollTop=0,lastRenderedScrollTop=0,lastRenderedScrollLeft=0,prevScrollLeft=0,scrollLeft=0,selectionModel,selectedRows=[],plugins=[],cellCssClasses={},columnsById={},sortColumns=[],columnPosLeft=[],columnPosRight=[],pagingActive=!1,pagingIsLastPage=!1,scrollThrottle=ActionThrottle(render,50),h_editorLoader=null,h_render=null,h_postrender=null,h_postrenderCleanup=null,postProcessedRows={},postProcessToRow=null,postProcessFromRow=null,postProcessedCleanupQueue=[],postProcessgroupId=0,counter_rows_rendered=0,counter_rows_removed=0,rowNodeFromLastMouseWheelEvent,zombieRowNodeFromLastMouseWheelEvent,zombieRowCacheFromLastMouseWheelEvent,zombieRowPostProcessedFromLastMouseWheelEvent,cssShow={position:\"absolute\",visibility:\"hidden\",display:\"block\"},$hiddenParents,oldProps=[],columnResizeDragging=!1;function init(){if(($container=container instanceof $?container:$(container)).length<1)throw new Error(\"SlickGrid requires a valid container, \"+container+\" does not exist in the DOM.\");cacheCssForHiddenInit(),maxSupportedCssHeight=maxSupportedCssHeight||getMaxSupportedCssHeight(),options=$.extend({},defaults,options),validateAndEnforceOptions(),columnDefaults.width=options.defaultColumnWidth,columnsById={};for(var e=0;e<columns.length;e++){var t=columns[e]=$.extend({},columnDefaults,columns[e]);columnsById[t.id]=e,t.minWidth&&t.width<t.minWidth&&(t.width=t.minWidth),t.maxWidth&&t.width>t.maxWidth&&(t.width=t.maxWidth)}if(options.enableColumnReorder&&!$.fn.sortable)throw new Error(\"SlickGrid's 'enableColumnReorder = true' option requires jquery-ui.sortable module to be loaded\");editController={commitCurrentEdit:commitCurrentEdit,cancelCurrentEdit:cancelCurrentEdit},$container.empty().css(\"overflow\",\"hidden\").css(\"outline\",0).addClass(uid).addClass(\"ui-widget\"),/relative|absolute|fixed/.test($container.css(\"position\"))||$container.css(\"position\",\"relative\"),$focusSink=$(\"<div tabIndex='0' hideFocus style='position:fixed;width:0;height:0;top:0;left:0;outline:0;'></div>\").appendTo($container),options.createPreHeaderPanel&&($preHeaderPanelScroller=$(\"<div class='slick-preheader-panel ui-state-default' style='overflow:hidden;position:relative;' />\").appendTo($container),$preHeaderPanel=$(\"<div />\").appendTo($preHeaderPanelScroller),$preHeaderPanelSpacer=$(\"<div style='display:block;height:1px;position:absolute;top:0;left:0;'></div>\").appendTo($preHeaderPanelScroller),options.showPreHeaderPanel||$preHeaderPanelScroller.hide()),$headerScroller=$(\"<div class='slick-header ui-state-default' />\").appendTo($container),$headers=$(\"<div class='slick-header-columns' style='left:-1000px' />\").appendTo($headerScroller),$headerRowScroller=$(\"<div class='slick-headerrow ui-state-default' />\").appendTo($container),$headerRow=$(\"<div class='slick-headerrow-columns' />\").appendTo($headerRowScroller),$headerRowSpacer=$(\"<div style='display:block;height:1px;position:absolute;top:0;left:0;'></div>\").appendTo($headerRowScroller),$topPanelScroller=$(\"<div class='slick-top-panel-scroller ui-state-default' />\").appendTo($container),$topPanel=$(\"<div class='slick-top-panel' style='width:10000px' />\").appendTo($topPanelScroller),options.showTopPanel||$topPanelScroller.hide(),options.showHeaderRow||$headerRowScroller.hide(),($viewport=$(\"<div class='slick-viewport' style='width:100%;overflow:auto;outline:0;position:relative;;'>\").appendTo($container)).css(\"overflow-y\",options.alwaysShowVerticalScroll?\"scroll\":options.autoHeight?\"hidden\":\"auto\"),$viewport.css(\"overflow-x\",options.forceFitColumns?\"hidden\":\"auto\"),options.viewportClass&&$viewport.toggleClass(options.viewportClass,!0),$canvas=$(\"<div class='grid-canvas' />\").appendTo($viewport),scrollbarDimensions=scrollbarDimensions||measureScrollbar(),$preHeaderPanelSpacer&&$preHeaderPanelSpacer.css(\"width\",getCanvasWidth()+scrollbarDimensions.width+\"px\"),$headers.width(getHeadersWidth()),$headerRowSpacer.css(\"width\",getCanvasWidth()+scrollbarDimensions.width+\"px\"),options.createFooterRow&&($footerRowScroller=$(\"<div class='slick-footerrow ui-state-default' />\").appendTo($container),$footerRow=$(\"<div class='slick-footerrow-columns' />\").appendTo($footerRowScroller),$footerRowSpacer=$(\"<div style='display:block;height:1px;position:absolute;top:0;left:0;'></div>\").css(\"width\",getCanvasWidth()+scrollbarDimensions.width+\"px\").appendTo($footerRowScroller),options.showFooterRow||$footerRowScroller.hide()),$focusSink2=$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.on(\"selectstart.ui\",function(e){return $(e.target).is(\"input,textarea\")}),updateColumnCaches(),createColumnHeaders(),setupColumnSort(),createCssRules(),resizeCanvas(),bindAncestorScrollEvents(),$container.on(\"resize.slickgrid\",resizeCanvas),$viewport.on(\"scroll\",handleScroll),$headerScroller.on(\"contextmenu\",handleHeaderContextMenu).on(\"click\",handleHeaderClick).on(\"mouseenter\",\".slick-header-column\",handleHeaderMouseEnter).on(\"mouseleave\",\".slick-header-column\",handleHeaderMouseLeave),$headerRowScroller.on(\"scroll\",handleHeaderRowScroll),options.createFooterRow&&$footerRowScroller.on(\"scroll\",handleFooterRowScroll),options.createPreHeaderPanel&&$preHeaderPanelScroller.on(\"scroll\",handlePreHeaderPanelScroll),$focusSink.add($focusSink2).on(\"keydown\",handleKeyDown),$canvas.on(\"keydown\",handleKeyDown).on(\"click\",handleClick).on(\"dblclick\",handleDblClick).on(\"contextmenu\",handleContextMenu).on(\"draginit\",handleDragInit).on(\"dragstart\",{distance:3},handleDragStart).on(\"drag\",handleDrag).on(\"dragend\",handleDragEnd).on(\"mouseenter\",\".slick-cell\",handleMouseEnter).on(\"mouseleave\",\".slick-cell\",handleMouseLeave),navigator.userAgent.toLowerCase().match(/webkit/)&&navigator.userAgent.toLowerCase().match(/macintosh/)&&$canvas.on(\"mousewheel\",handleMouseWheel),restoreCssFromHiddenInit())}function cacheCssForHiddenInit(){($hiddenParents=$container.parents().addBack().not(\":visible\")).each(function(){var e={};for(var t in cssShow)e[t]=this.style[t],this.style[t]=cssShow[t];oldProps.push(e)})}function restoreCssFromHiddenInit(){$hiddenParents.each(function(e){var t=oldProps[e];for(var n in cssShow)this.style[n]=t[n]})}function registerPlugin(e){plugins.unshift(e),e.init(self)}function unregisterPlugin(e){for(var t=plugins.length;t>=0;t--)if(plugins[t]===e){plugins[t].destroy&&plugins[t].destroy(),plugins.splice(t,1);break}}function setSelectionModel(e){selectionModel&&(selectionModel.onSelectedRangesChanged.unsubscribe(handleSelectedRangesChanged),selectionModel.destroy&&selectionModel.destroy()),(selectionModel=e)&&(selectionModel.init(self),selectionModel.onSelectedRangesChanged.subscribe(handleSelectedRangesChanged))}function getSelectionModel(){return selectionModel}function getCanvasNode(){return $canvas[0]}function measureScrollbar(){var e=$('<div class=\"'+$viewport.className+'\" style=\"position:absolute; top:-10000px; left:-10000px; overflow:auto; width:100px; height:100px;\"></div>').appendTo($viewport),t=$('<div style=\"width:200px; height:200px; overflow:auto;\"></div>').appendTo(e),n={width:e[0].offsetWidth-e[0].clientWidth,height:e[0].offsetHeight-e[0].clientHeight};return t.remove(),e.remove(),n}function getColumnTotalWidth(e){for(var t=0,n=0,o=columns.length;n<o;n++){t+=columns[n].width}return e&&(t+=scrollbarDimensions.width),t}function getHeadersWidth(){var e=getColumnTotalWidth(!options.autoHeight);return Math.max(e,viewportW)+1e3}function getCanvasWidth(){for(var e=viewportHasVScroll?viewportW-scrollbarDimensions.width:viewportW,t=0,n=columns.length;n--;)t+=columns[n].width;return options.fullWidthRows?Math.max(t,e):t}function updateCanvasWidth(e){var t=canvasWidth;(canvasWidth=getCanvasWidth())!=t&&($canvas.width(canvasWidth),$headerRow.width(canvasWidth),options.createFooterRow&&$footerRow.width(canvasWidth),options.createPreHeaderPanel&&$preHeaderPanel.width(canvasWidth),$headers.width(getHeadersWidth()),viewportHasHScroll=canvasWidth>viewportW-scrollbarDimensions.width);var n=canvasWidth+(viewportHasVScroll?scrollbarDimensions.width:0);$headerRowSpacer.width(n),options.createFooterRow&&$footerRowSpacer.width(n),options.createPreHeaderPanel&&$preHeaderPanelSpacer.width(n),(canvasWidth!=t||e)&&applyColumnWidths()}function disableSelection(e){e&&e.jquery&&e.attr(\"unselectable\",\"on\").css(\"MozUserSelect\",\"none\").on(\"selectstart.ui\",function(){return!1})}function getMaxSupportedCssHeight(){for(var e=1e6,t=navigator.userAgent.toLowerCase().match(/firefox/)?6e6:1e9,n=$(\"<div style='display:none' />\").appendTo(document.body);;){var o=2*e;if(n.css(\"height\",o),o>t||n.height()!==o)break;e=o}return n.remove(),e}function getUID(){return uid}function getHeaderColumnWidthDiff(){return headerColumnWidthDiff}function getScrollbarDimensions(){return scrollbarDimensions}function bindAncestorScrollEvents(){for(var e=$canvas[0];(e=e.parentNode)!=document.body&&null!=e;)if(e==$viewport[0]||e.scrollWidth!=e.clientWidth||e.scrollHeight!=e.clientHeight){var t=$(e);$boundAncestors=$boundAncestors?$boundAncestors.add(t):t,t.on(\"scroll.\"+uid,handleActiveCellPositionChange)}}function unbindAncestorScrollEvents(){$boundAncestors&&($boundAncestors.off(\"scroll.\"+uid),$boundAncestors=null)}function updateColumnHeader(e,t,n){if(initialized){var o=getColumnIndex(e);if(null!=o){var r=columns[o],i=$headers.children().eq(o);i&&(void 0!==t&&(columns[o].name=t),void 0!==n&&(columns[o].toolTip=n),trigger(self.onBeforeHeaderCellDestroy,{node:i[0],column:r,grid:self}),i.attr(\"title\",n||\"\").children().eq(0).html(t),trigger(self.onHeaderCellRendered,{node:i[0],column:r,grid:self}))}}}function getHeader(){return $headers[0]}function getHeaderColumn(e){var t=\"number\"==typeof e?e:getColumnIndex(e),n=$headers.children().eq(t);return n&&n[0]}function getHeaderRow(){return $headerRow[0]}function getFooterRow(){return $footerRow[0]}function getPreHeaderPanel(){return $preHeaderPanel[0]}function getHeaderRowColumn(e){var t=\"number\"==typeof e?e:getColumnIndex(e),n=$headerRow.children().eq(t);return n&&n[0]}function getFooterRowColumn(e){var t=\"number\"==typeof e?e:getColumnIndex(e),n=$footerRow.children().eq(t);return n&&n[0]}function createColumnHeaders(){function e(){$(this).addClass(\"ui-state-hover\")}function t(){$(this).removeClass(\"ui-state-hover\")}$headers.find(\".slick-header-column\").each(function(){var e=$(this).data(\"column\");e&&trigger(self.onBeforeHeaderCellDestroy,{node:this,column:e,grid:self})}),$headers.empty(),$headers.width(getHeadersWidth()),$headerRow.find(\".slick-headerrow-column\").each(function(){var e=$(this).data(\"column\");e&&trigger(self.onBeforeHeaderRowCellDestroy,{node:this,column:e,grid:self})}),$headerRow.empty(),options.createFooterRow&&($footerRow.find(\".slick-footerrow-column\").each(function(){var e=$(this).data(\"column\");e&&trigger(self.onBeforeFooterRowCellDestroy,{node:this,column:e})}),$footerRow.empty());for(var n=0;n<columns.length;n++){var o=columns[n],r=$(\"<div class='ui-state-default slick-header-column' />\").html(\"<span class='slick-column-name'>\"+o.name+\"</span>\").width(o.width-headerColumnWidthDiff).attr(\"id\",\"\"+uid+o.id).attr(\"title\",o.toolTip||\"\").data(\"column\",o).addClass(o.headerCssClass||\"\").appendTo($headers);if((options.enableColumnReorder||o.sortable)&&r.on(\"mouseenter\",e).on(\"mouseleave\",t),o.sortable&&(r.addClass(\"slick-header-sortable\"),r.append(\"<span class='slick-sort-indicator\"+(options.numberedMultiColumnSort&&!options.sortColNumberInSeparateSpan?\" slick-sort-indicator-numbered\":\"\")+\"' />\"),options.numberedMultiColumnSort&&options.sortColNumberInSeparateSpan&&r.append(\"<span class='slick-sort-indicator-numbered' />\")),trigger(self.onHeaderCellRendered,{node:r[0],column:o,grid:self}),options.showHeaderRow){var i=$(\"<div class='ui-state-default slick-headerrow-column l\"+n+\" r\"+n+\"'></div>\").data(\"column\",o).appendTo($headerRow);trigger(self.onHeaderRowCellRendered,{node:i[0],column:o,grid:self})}if(options.createFooterRow&&options.showFooterRow){var l=$(\"<div class='ui-state-default slick-footerrow-column l\"+n+\" r\"+n+\"'></div>\").data(\"column\",o).appendTo($footerRow);trigger(self.onFooterRowCellRendered,{node:l[0],column:o})}}setSortColumns(sortColumns),setupColumnResize(),options.enableColumnReorder&&(\"function\"==typeof options.enableColumnReorder?options.enableColumnReorder(self,$headers,headerColumnWidthDiff,setColumns,setupColumnResize,columns,getColumnIndex,uid,trigger):setupColumnReorder())}function setupColumnSort(){$headers.click(function(e){if(!columnResizeDragging&&(e.metaKey=e.metaKey||e.ctrlKey,!$(e.target).hasClass(\"slick-resizable-handle\"))){var t=$(e.target).closest(\".slick-header-column\");if(t.length){var n=t.data(\"column\");if(n.sortable){if(!getEditorLock().commitCurrentEdit())return;for(var o=null,r=0;r<sortColumns.length;r++)if(sortColumns[r].columnId==n.id){(o=sortColumns[r]).sortAsc=!o.sortAsc;break}var i=!!o;options.tristateMultiColumnSort?(o||(o={columnId:n.id,sortAsc:n.defaultSortAsc}),i&&o.sortAsc&&(sortColumns.splice(r,1),o=null),options.multiColumnSort||(sortColumns=[]),!o||i&&options.multiColumnSort||sortColumns.push(o)):e.metaKey&&options.multiColumnSort?o&&sortColumns.splice(r,1):((e.shiftKey||e.metaKey)&&options.multiColumnSort||(sortColumns=[]),o?0==sortColumns.length&&sortColumns.push(o):(o={columnId:n.id,sortAsc:n.defaultSortAsc},sortColumns.push(o))),setSortColumns(sortColumns),options.multiColumnSort?trigger(self.onSort,{multiColumnSort:!0,sortCols:$.map(sortColumns,function(e){return{sortCol:columns[getColumnIndex(e.columnId)],sortAsc:e.sortAsc}})},e):trigger(self.onSort,{multiColumnSort:!1,sortCol:sortColumns.length>0?n:null,sortAsc:!(sortColumns.length>0)||sortColumns[0].sortAsc},e)}}}})}function setupColumnReorder(){$headers.filter(\":ui-sortable\").sortable(\"destroy\"),$headers.sortable({containment:\"parent\",distance:3,axis:\"x\",cursor:\"default\",tolerance:\"intersection\",helper:\"clone\",placeholder:\"slick-sortable-placeholder ui-state-default slick-header-column\",start:function(e,t){t.placeholder.width(t.helper.outerWidth()-headerColumnWidthDiff),$(t.helper).addClass(\"slick-header-column-active\")},beforeStop:function(e,t){$(t.helper).removeClass(\"slick-header-column-active\")},stop:function(e){if(getEditorLock().commitCurrentEdit()){for(var t=$headers.sortable(\"toArray\"),n=[],o=0;o<t.length;o++)n.push(columns[getColumnIndex(t[o].replace(uid,\"\"))]);setColumns(n),trigger(self.onColumnsReordered,{}),e.stopPropagation(),setupColumnResize()}else $(this).sortable(\"cancel\")}})}function setupColumnResize(){var e,t,n,o,r,i,l,a;(o=$headers.children()).find(\".slick-resizable-handle\").remove(),o.each(function(e,t){e>=columns.length||columns[e].resizable&&(void 0===l&&(l=e),a=e)}),void 0!==l&&o.each(function(s,c){s>=columns.length||s<l||options.forceFitColumns&&s>=a||($(c),$(\"<div class='slick-resizable-handle' />\").appendTo(c).on(\"dragstart\",function(l,a){if(!getEditorLock().commitCurrentEdit())return!1;n=l.pageX,$(this).parent().addClass(\"slick-header-column-active\");var c=null,u=null;if(o.each(function(e,t){e>=columns.length||(columns[e].previousWidth=$(t).outerWidth())}),options.forceFitColumns)for(c=0,u=0,e=s+1;e<columns.length;e++)(t=columns[e]).resizable&&(null!==u&&(t.maxWidth?u+=t.maxWidth-t.previousWidth:u=null),c+=t.previousWidth-Math.max(t.minWidth||0,absoluteColumnMinWidth));var d=0,p=0;for(e=0;e<=s;e++)(t=columns[e]).resizable&&(null!==p&&(t.maxWidth?p+=t.maxWidth-t.previousWidth:p=null),d+=t.previousWidth-Math.max(t.minWidth||0,absoluteColumnMinWidth));null===c&&(c=1e5),null===d&&(d=1e5),null===u&&(u=1e5),null===p&&(p=1e5),i=n+Math.min(c,p),r=n-Math.min(d,u)}).on(\"drag\",function(o,l){columnResizeDragging=!0;var a,c,u=Math.min(i,Math.max(r,o.pageX))-n;if(u<0){for(c=u,e=s;e>=0;e--)(t=columns[e]).resizable&&(a=Math.max(t.minWidth||0,absoluteColumnMinWidth),c&&t.previousWidth+c<a?(c+=t.previousWidth-a,t.width=a):(t.width=t.previousWidth+c,c=0));if(options.forceFitColumns)for(c=-u,e=s+1;e<columns.length;e++)(t=columns[e]).resizable&&(c&&t.maxWidth&&t.maxWidth-t.previousWidth<c?(c-=t.maxWidth-t.previousWidth,t.width=t.maxWidth):(t.width=t.previousWidth+c,c=0))}else{for(c=u,e=s;e>=0;e--)(t=columns[e]).resizable&&(c&&t.maxWidth&&t.maxWidth-t.previousWidth<c?(c-=t.maxWidth-t.previousWidth,t.width=t.maxWidth):(t.width=t.previousWidth+c,c=0));if(options.forceFitColumns)for(c=-u,e=s+1;e<columns.length;e++)(t=columns[e]).resizable&&(a=Math.max(t.minWidth||0,absoluteColumnMinWidth),c&&t.previousWidth+c<a?(c+=t.previousWidth-a,t.width=a):(t.width=t.previousWidth+c,c=0))}applyColumnHeaderWidths(),options.syncColumnCellResize&&applyColumnWidths()}).on(\"dragend\",function(n,r){var i;for($(this).parent().removeClass(\"slick-header-column-active\"),e=0;e<columns.length;e++)t=columns[e],i=$(o[e]).outerWidth(),t.previousWidth!==i&&t.rerenderOnResize&&invalidateAllRows();updateCanvasWidth(!0),render(),trigger(self.onColumnsResized,{}),setTimeout(function(){columnResizeDragging=!1},300)}))})}function getVBoxDelta(e){var t=0;return $.each([\"borderTopWidth\",\"borderBottomWidth\",\"paddingTop\",\"paddingBottom\"],function(n,o){t+=parseFloat(e.css(o))||0}),t}function measureCellPaddingAndBorder(){var e,t=[\"borderLeftWidth\",\"borderRightWidth\",\"paddingLeft\",\"paddingRight\"],n=[\"borderTopWidth\",\"borderBottomWidth\",\"paddingTop\",\"paddingBottom\"],o=$.fn.jquery.split(\".\");jQueryNewWidthBehaviour=1==o[0]&&o[1]>=8||o[0]>=2,e=$(\"<div class='ui-state-default slick-header-column' style='visibility:hidden'>-</div>\").appendTo($headers),headerColumnWidthDiff=headerColumnHeightDiff=0,\"border-box\"!=e.css(\"box-sizing\")&&\"border-box\"!=e.css(\"-moz-box-sizing\")&&\"border-box\"!=e.css(\"-webkit-box-sizing\")&&($.each(t,function(t,n){headerColumnWidthDiff+=parseFloat(e.css(n))||0}),$.each(n,function(t,n){headerColumnHeightDiff+=parseFloat(e.css(n))||0})),e.remove();var r=$(\"<div class='slick-row' />\").appendTo($canvas);e=$(\"<div class='slick-cell' id='' style='visibility:hidden'>-</div>\").appendTo(r),cellWidthDiff=cellHeightDiff=0,\"border-box\"!=e.css(\"box-sizing\")&&\"border-box\"!=e.css(\"-moz-box-sizing\")&&\"border-box\"!=e.css(\"-webkit-box-sizing\")&&($.each(t,function(t,n){cellWidthDiff+=parseFloat(e.css(n))||0}),$.each(n,function(t,n){cellHeightDiff+=parseFloat(e.css(n))||0})),r.remove(),absoluteColumnMinWidth=Math.max(headerColumnWidthDiff,cellWidthDiff)}function createCssRules(){$style=$(\"<style type='text/css' rel='stylesheet' />\").appendTo($(\"head\"));for(var e=options.rowHeight-cellHeightDiff,t=[\".\"+uid+\" .slick-header-column { left: 1000px; }\",\".\"+uid+\" .slick-top-panel { height:\"+options.topPanelHeight+\"px; }\",\".\"+uid+\" .slick-preheader-panel { height:\"+options.preHeaderPanelHeight+\"px; }\",\".\"+uid+\" .slick-headerrow-columns { height:\"+options.headerRowHeight+\"px; }\",\".\"+uid+\" .slick-footerrow-columns { height:\"+options.footerRowHeight+\"px; }\",\".\"+uid+\" .slick-cell { height:\"+e+\"px; }\",\".\"+uid+\" .slick-row { height:\"+options.rowHeight+\"px; }\"],n=0;n<columns.length;n++)t.push(\".\"+uid+\" .l\"+n+\" { }\"),t.push(\".\"+uid+\" .r\"+n+\" { }\");$style[0].styleSheet?$style[0].styleSheet.cssText=t.join(\" \"):$style[0].appendChild(document.createTextNode(t.join(\" \")))}function getColumnCssRules(e){var t;if(!stylesheet){var n=document.styleSheets;for(t=0;t<n.length;t++)if((n[t].ownerNode||n[t].owningElement)==$style[0]){stylesheet=n[t];break}if(!stylesheet)throw new Error(\"Cannot find stylesheet.\");columnCssRulesL=[],columnCssRulesR=[];var o,r,i=stylesheet.cssRules||stylesheet.rules;for(t=0;t<i.length;t++){var l=i[t].selectorText;(o=/\\.l\\d+/.exec(l))?(r=parseInt(o[0].substr(2,o[0].length-2),10),columnCssRulesL[r]=i[t]):(o=/\\.r\\d+/.exec(l))&&(r=parseInt(o[0].substr(2,o[0].length-2),10),columnCssRulesR[r]=i[t])}}return{left:columnCssRulesL[e],right:columnCssRulesR[e]}}function removeCssRules(){$style.remove(),stylesheet=null}function destroy(){getEditorLock().cancelCurrentEdit(),trigger(self.onBeforeDestroy,{});for(var e=plugins.length;e--;)unregisterPlugin(plugins[e]);options.enableColumnReorder&&$headers.filter(\":ui-sortable\").sortable(\"destroy\"),unbindAncestorScrollEvents(),$container.off(\".slickgrid\"),removeCssRules(),$canvas.off(\"draginit dragstart dragend drag\"),$container.empty().removeClass(uid)}function trigger(e,t,n){return n=n||new Slick.EventData,(t=t||{}).grid=self,e.notify(t,n,self)}function getEditorLock(){return options.editorLock}function getEditController(){return editController}function getColumnIndex(e){return columnsById[e]}function autosizeColumns(){var e,t,n,o=[],r=0,i=0,l=viewportHasVScroll?viewportW-scrollbarDimensions.width:viewportW;for(e=0;e<columns.length;e++)t=columns[e],o.push(t.width),i+=t.width,t.resizable&&(r+=t.width-Math.max(t.minWidth,absoluteColumnMinWidth));for(n=i;i>l&&r;){var a=(i-l)/r;for(e=0;e<columns.length&&i>l;e++){t=columns[e];var s=o[e];if(!(!t.resizable||s<=t.minWidth||s<=absoluteColumnMinWidth)){var c=Math.max(t.minWidth,absoluteColumnMinWidth),u=Math.floor(a*(s-c))||1;i-=u=Math.min(u,s-c),r-=u,o[e]-=u}}if(n<=i)break;n=i}for(n=i;i<l;){var d=l/i;for(e=0;e<columns.length&&i<l;e++){t=columns[e];var p,f=o[e];i+=p=!t.resizable||t.maxWidth<=f?0:Math.min(Math.floor(d*f)-f,t.maxWidth-f||1e6)||1,o[e]+=i<=l?p:0}if(n>=i)break;n=i}var h=!1;for(e=0;e<columns.length;e++)columns[e].rerenderOnResize&&columns[e].width!=o[e]&&(h=!0),columns[e].width=o[e];applyColumnHeaderWidths(),updateCanvasWidth(!0),trigger(self.onAutosizeColumns,{columns:columns}),h&&(invalidateAllRows(),render())}function applyColumnHeaderWidths(){if(initialized){for(var e,t=0,n=$headers.children(),o=columns.length;t<o;t++)e=$(n[t]),jQueryNewWidthBehaviour?e.outerWidth()!==columns[t].width&&e.outerWidth(columns[t].width):e.width()!==columns[t].width-headerColumnWidthDiff&&e.width(columns[t].width-headerColumnWidthDiff);updateColumnCaches()}}function applyColumnWidths(){for(var e,t,n=0,o=0;o<columns.length;o++)e=columns[o].width,(t=getColumnCssRules(o)).left.style.left=n+\"px\",t.right.style.right=canvasWidth-n-e+\"px\",n+=columns[o].width}function setSortColumn(e,t){setSortColumns([{columnId:e,sortAsc:t}])}function setSortColumns(e){sortColumns=e;var t=options.numberedMultiColumnSort&&sortColumns.length>1,n=$headers.children();n.removeClass(\"slick-header-column-sorted\").find(\".slick-sort-indicator\").removeClass(\"slick-sort-indicator-asc slick-sort-indicator-desc\"),n.find(\".slick-sort-indicator-numbered\").text(\"\"),$.each(sortColumns,function(e,o){null==o.sortAsc&&(o.sortAsc=!0);var r=getColumnIndex(o.columnId);null!=r&&(n.eq(r).addClass(\"slick-header-column-sorted\").find(\".slick-sort-indicator\").addClass(o.sortAsc?\"slick-sort-indicator-asc\":\"slick-sort-indicator-desc\"),t&&n.eq(r).find(\".slick-sort-indicator-numbered\").text(e+1))})}function getSortColumns(){return sortColumns}function handleSelectedRangesChanged(e,t){selectedRows=[];for(var n={},o=0;o<t.length;o++)for(var r=t[o].fromRow;r<=t[o].toRow;r++){n[r]||(selectedRows.push(r),n[r]={});for(var i=t[o].fromCell;i<=t[o].toCell;i++)canCellBeSelected(r,i)&&(n[r][columns[i].id]=options.selectedCellCssClass)}setCellCssStyles(options.selectedCellCssClass,n),trigger(self.onSelectedRowsChanged,{rows:getSelectedRows()},e)}function getColumns(){return columns}function updateColumnCaches(){columnPosLeft=[],columnPosRight=[];for(var e=0,t=0,n=columns.length;t<n;t++)columnPosLeft[t]=e,columnPosRight[t]=e+columns[t].width,e+=columns[t].width}function setColumns(e){columns=e,columnsById={};for(var t=0;t<columns.length;t++){var n=columns[t]=$.extend({},columnDefaults,columns[t]);columnsById[n.id]=t,n.minWidth&&n.width<n.minWidth&&(n.width=n.minWidth),n.maxWidth&&n.width>n.maxWidth&&(n.width=n.maxWidth)}updateColumnCaches(),initialized&&(invalidateAllRows(),createColumnHeaders(),removeCssRules(),createCssRules(),resizeCanvas(),applyColumnWidths(),handleScroll())}function getOptions(){return options}function setOptions(e,t){getEditorLock().commitCurrentEdit()&&(makeActiveCellNormal(),options.enableAddRow!==e.enableAddRow&&invalidateRow(getDataLength()),options=$.extend(options,e),validateAndEnforceOptions(),$viewport.css(\"overflow-y\",options.autoHeight?\"hidden\":\"auto\"),t||render())}function validateAndEnforceOptions(){options.autoHeight&&(options.leaveSpaceForNewRows=!1)}function setData(e,t){data=e,invalidateAllRows(),updateRowCount(),t&&scrollTo(0)}function getData(){return data}function getDataLength(){return data.getLength?data.getLength():data.length}function getDataLengthIncludingAddNew(){return getDataLength()+(options.enableAddRow&&(!pagingActive||pagingIsLastPage)?1:0)}function getDataItem(e){return data.getItem?data.getItem(e):data[e]}function getTopPanel(){return $topPanel[0]}function setTopPanelVisibility(e){options.showTopPanel!=e&&(options.showTopPanel=e,e?$topPanelScroller.slideDown(\"fast\",resizeCanvas):$topPanelScroller.slideUp(\"fast\",resizeCanvas))}function setHeaderRowVisibility(e){options.showHeaderRow!=e&&(options.showHeaderRow=e,e?$headerRowScroller.slideDown(\"fast\",resizeCanvas):$headerRowScroller.slideUp(\"fast\",resizeCanvas))}function setFooterRowVisibility(e){options.showFooterRow!=e&&(options.showFooterRow=e,e?$footerRowScroller.slideDown(\"fast\",resizeCanvas):$footerRowScroller.slideUp(\"fast\",resizeCanvas))}function setPreHeaderPanelVisibility(e){options.showPreHeaderPanel!=e&&(options.showPreHeaderPanel=e,e?$preHeaderPanelScroller.slideDown(\"fast\",resizeCanvas):$preHeaderPanelScroller.slideUp(\"fast\",resizeCanvas))}function getContainerNode(){return $container.get(0)}function getRowTop(e){return options.rowHeight*e-offset}function getRowFromPosition(e){return Math.floor((e+offset)/options.rowHeight)}function scrollTo(e){e=Math.max(e,0),e=Math.min(e,th-viewportH+(viewportHasHScroll?scrollbarDimensions.height:0));var t=offset;page=Math.min(n-1,Math.floor(e/ph));var o=e-(offset=Math.round(page*cj));offset!=t&&(cleanupRows(getVisibleRange(o)),updateRowPositions());prevScrollTop!=o&&(vScrollDir=prevScrollTop+t<o+offset?1:-1,$viewport[0].scrollTop=lastRenderedScrollTop=scrollTop=prevScrollTop=o,trigger(self.onViewportChanged,{}))}function defaultFormatter(e,t,n,o,r,i){return null==n?\"\":(n+\"\").replace(/&/g,\"&amp;\").replace(/</g,\"&lt;\").replace(/>/g,\"&gt;\")}function getFormatter(e,t){var n=data.getItemMetadata&&data.getItemMetadata(e),o=n&&n.columns&&(n.columns[t.id]||n.columns[getColumnIndex(t.id)]);return o&&o.formatter||n&&n.formatter||t.formatter||options.formatterFactory&&options.formatterFactory.getFormatter(t)||options.defaultFormatter}function getEditor(e,t){var n=columns[t],o=data.getItemMetadata&&data.getItemMetadata(e),r=o&&o.columns;return r&&r[n.id]&&void 0!==r[n.id].editor?r[n.id].editor:r&&r[t]&&void 0!==r[t].editor?r[t].editor:n.editor||options.editorFactory&&options.editorFactory.getEditor(n)}function getDataItemValueForColumn(e,t){return options.dataItemColumnValueExtractor?options.dataItemColumnValueExtractor(e,t):e[t.field]}function appendRowHtml(e,t,n,o){var r=getDataItem(t),i=\"slick-row\"+(t<o&&!r?\" loading\":\"\")+(t===activeRow&&options.showCellSelection?\" active\":\"\")+(t%2==1?\" odd\":\" even\");r||(i+=\" \"+options.addNewRowCssClass);var l,a,s=data.getItemMetadata&&data.getItemMetadata(t);s&&s.cssClasses&&(i+=\" \"+s.cssClasses),e.push(\"<div class='ui-widget-content \"+i+\"' style='top:\"+getRowTop(t)+\"px'>\");for(var c=0,u=columns.length;c<u;c++){if(a=columns[c],l=1,s&&s.columns){var d=s.columns[a.id]||s.columns[c];\"*\"===(l=d&&d.colspan||1)&&(l=u-c)}if(columnPosRight[Math.min(u-1,c+l-1)]>n.leftPx){if(columnPosLeft[c]>n.rightPx)break;appendCellHtml(e,t,c,l,r)}l>1&&(c+=l-1)}e.push(\"</div>\")}function appendCellHtml(e,t,n,o,r){var i=columns[n],l=\"slick-cell l\"+n+\" r\"+Math.min(columns.length-1,n+o-1)+(i.cssClass?\" \"+i.cssClass:\"\");for(var a in t===activeRow&&n===activeCell&&options.showCellSelection&&(l+=\" active\"),cellCssClasses)cellCssClasses[a][t]&&cellCssClasses[a][t][i.id]&&(l+=\" \"+cellCssClasses[a][t][i.id]);var s=null,c=\"\";r&&(s=getDataItemValueForColumn(r,i),null==(c=getFormatter(t,i)(t,n,s,i,r,self))&&(c=\"\"));var u=trigger(self.onBeforeAppendCell,{row:t,cell:n,value:s,dataContext:r})||\"\";u+=c&&c.addClasses?(u?\" \":\"\")+c.addClasses:\"\",e.push(\"<div class='\"+l+(u?\" \"+u:\"\")+\"'>\"),r&&e.push(\"[object Object]\"!==Object.prototype.toString.call(c)?c:c.text),e.push(\"</div>\"),rowsCache[t].cellRenderQueue.push(n),rowsCache[t].cellColSpans[n]=o}function cleanupRows(e){for(var t in rowsCache)(t=parseInt(t,10))!==activeRow&&(t<e.top||t>e.bottom)&&removeRowFromCache(t);options.enableAsyncPostRenderCleanup&&startPostProcessingCleanup()}function invalidate(){updateRowCount(),invalidateAllRows(),render()}function invalidateAllRows(){for(var e in currentEditor&&makeActiveCellNormal(),rowsCache)removeRowFromCache(e);options.enableAsyncPostRenderCleanup&&startPostProcessingCleanup()}function queuePostProcessedRowForCleanup(e,t,n){for(var o in postProcessgroupId++,t)t.hasOwnProperty(o)&&postProcessedCleanupQueue.push({actionType:\"C\",groupId:postProcessgroupId,node:e.cellNodesByColumnIdx[0|o],columnIdx:0|o,rowIdx:n});postProcessedCleanupQueue.push({actionType:\"R\",groupId:postProcessgroupId,node:e.rowNode}),$(e.rowNode).detach()}function queuePostProcessedCellForCleanup(e,t,n){postProcessedCleanupQueue.push({actionType:\"C\",groupId:postProcessgroupId,node:e,columnIdx:t,rowIdx:n}),$(e).detach()}function removeRowFromCache(e){var t=rowsCache[e];t&&(t.rowNode&&(rowNodeFromLastMouseWheelEvent===t.rowNode?(t.rowNode.style.display=\"none\",zombieRowNodeFromLastMouseWheelEvent=rowNodeFromLastMouseWheelEvent,zombieRowCacheFromLastMouseWheelEvent=t,zombieRowPostProcessedFromLastMouseWheelEvent=postProcessedRows[e]):options.enableAsyncPostRenderCleanup&&postProcessedRows[e]?queuePostProcessedRowForCleanup(t,postProcessedRows[e],e):$canvas[0].removeChild(t.rowNode)),delete rowsCache[e],delete postProcessedRows[e],renderedRows--,counter_rows_removed++)}function invalidateRows(e){var t,n;if(e&&e.length){for(vScrollDir=0,n=e.length,t=0;t<n;t++)currentEditor&&activeRow===e[t]&&makeActiveCellNormal(),rowsCache[e[t]]&&removeRowFromCache(e[t]);options.enableAsyncPostRenderCleanup&&startPostProcessingCleanup()}}function invalidateRow(e){(e||0===e)&&invalidateRows([e])}function applyFormatResultToCellNode(e,t,n){null==e&&(e=\"\"),\"[object Object]\"===Object.prototype.toString.call(e)?(t.innerHTML=e.text,e.removeClasses&&!n&&$(t).removeClass(e.removeClasses),e.addClasses&&$(t).addClass(e.addClasses)):t.innerHTML=e}function updateCell(e,t){var n=getCellNode(e,t);if(n){var o=columns[t],r=getDataItem(e);if(currentEditor&&activeRow===e&&activeCell===t)currentEditor.loadValue(r);else applyFormatResultToCellNode(r?getFormatter(e,o)(e,t,getDataItemValueForColumn(r,o),o,r,self):\"\",n),invalidatePostProcessingResults(e)}}function updateRow(e){var t=rowsCache[e];if(t){ensureCellNodesInRowsCache(e);var n=getDataItem(e);for(var o in t.cellNodesByColumnIdx)if(t.cellNodesByColumnIdx.hasOwnProperty(o)){var r=columns[o|=0],i=t.cellNodesByColumnIdx[o];e===activeRow&&o===activeCell&&currentEditor?currentEditor.loadValue(n):n?applyFormatResultToCellNode(getFormatter(e,r)(e,o,getDataItemValueForColumn(n,r),r,n,self),i):i.innerHTML=\"\"}invalidatePostProcessingResults(e)}}function getViewportHeight(){return parseFloat($.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)-(options.createFooterRow&&options.showFooterRow?options.footerRowHeight+getVBoxDelta($footerRowScroller):0)-(options.createPreHeaderPanel&&options.showPreHeaderPanel?options.preHeaderPanelHeight+getVBoxDelta($preHeaderPanelScroller):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||$viewport.height(viewportH),scrollbarDimensions&&scrollbarDimensions.width||(scrollbarDimensions=measureScrollbar()),options.forceFitColumns&&autosizeColumns(),updateRowCount(),handleScroll(),lastRenderedScrollLeft=-1,render())}function updatePagingStatusFromView(e){pagingActive=0!==e.pageSize,pagingIsLastPage=e.pageNum==e.totalPages-1}function updateRowCount(){if(initialized){var e=getDataLength(),t=getDataLengthIncludingAddNew()+(options.leaveSpaceForNewRows?numVisibleRows-1:0),o=viewportHasVScroll;viewportHasVScroll=options.alwaysShowVerticalScroll||!options.autoHeight&&t*options.rowHeight>viewportH,viewportHasHScroll=canvasWidth>viewportW-scrollbarDimensions.width,makeActiveCellNormal();var r=e-1;for(var i in rowsCache)i>r&&removeRowFromCache(i);options.enableAsyncPostRenderCleanup&&startPostProcessingCleanup(),activeCellNode&&activeRow>r&&resetActiveCell();var l=h;(th=Math.max(options.rowHeight*t,viewportH-scrollbarDimensions.height))<maxSupportedCssHeight?(h=ph=th,n=1,cj=0):(ph=(h=maxSupportedCssHeight)/100,n=Math.floor(th/ph),cj=(th-h)/(n-1)),h!==l&&($canvas.css(\"height\",h),scrollTop=$viewport[0].scrollTop);var a=scrollTop+offset<=th-viewportH;0==th||0==scrollTop?page=offset=0:scrollTo(a?scrollTop+offset:th-viewportH),h!=l&&options.autoHeight&&resizeCanvas(),options.forceFitColumns&&o!=viewportHasVScroll&&autosizeColumns(),updateCanvasWidth(!1)}}function getVisibleRange(e,t){return null==e&&(e=scrollTop),null==t&&(t=scrollLeft),{top:getRowFromPosition(e),bottom:getRowFromPosition(e+viewportH)+1,leftPx:t,rightPx:t+viewportW}}function getRenderedRange(e,t){var n=getVisibleRange(e,t),o=Math.round(viewportH/options.rowHeight),r=options.minRowBuffer;return-1==vScrollDir?(n.top-=o,n.bottom+=r):1==vScrollDir?(n.top-=r,n.bottom+=o):(n.top-=r,n.bottom+=r),n.top=Math.max(0,n.top),n.bottom=Math.min(getDataLengthIncludingAddNew()-1,n.bottom),n.leftPx-=viewportW,n.rightPx+=viewportW,n.leftPx=Math.max(0,n.leftPx),n.rightPx=Math.min(canvasWidth,n.rightPx),n}function ensureCellNodesInRowsCache(e){var t=rowsCache[e];if(t&&t.cellRenderQueue.length)for(var n=t.rowNode.lastChild;t.cellRenderQueue.length;){var o=t.cellRenderQueue.pop();t.cellNodesByColumnIdx[o]=n,n=n.previousSibling}}function cleanUpCells(e,t){var n,o,r=rowsCache[t],i=[];for(var l in r.cellNodesByColumnIdx)if(r.cellNodesByColumnIdx.hasOwnProperty(l)){l|=0;var a=r.cellColSpans[l];(columnPosLeft[l]>e.rightPx||columnPosRight[Math.min(columns.length-1,l+a-1)]<e.leftPx)&&(t==activeRow&&l==activeCell||i.push(l))}for(postProcessgroupId++;null!=(n=i.pop());)o=r.cellNodesByColumnIdx[n],options.enableAsyncPostRenderCleanup&&postProcessedRows[t]&&postProcessedRows[t][n]?queuePostProcessedCellForCleanup(o,n,t):r.rowNode.removeChild(o),delete r.cellColSpans[n],delete r.cellNodesByColumnIdx[n],postProcessedRows[t]&&delete postProcessedRows[t][n],0}function cleanUpAndRenderCells(e){for(var t,n,o,r=[],i=[],l=e.top,a=e.bottom;l<=a;l++)if(t=rowsCache[l]){ensureCellNodesInRowsCache(l),cleanUpCells(e,l),n=0;var s=data.getItemMetadata&&data.getItemMetadata(l);s=s&&s.columns;for(var c=getDataItem(l),u=0,d=columns.length;u<d&&!(columnPosLeft[u]>e.rightPx);u++)if(null==(o=t.cellColSpans[u])){if(o=1,s){var p=s[columns[u].id]||s[u];\"*\"===(o=p&&p.colspan||1)&&(o=d-u)}columnPosRight[Math.min(d-1,u+o-1)]>e.leftPx&&(appendCellHtml(r,l,u,o,c),n++),u+=o>1?o-1:0}else u+=o>1?o-1:0;n&&(n,i.push(l))}if(r.length){var f,h,g=document.createElement(\"div\");for(g.innerHTML=r.join(\"\");null!=(f=i.pop());){var m;for(t=rowsCache[f];null!=(m=t.cellRenderQueue.pop());)h=g.lastChild,t.rowNode.appendChild(h),t.cellNodesByColumnIdx[m]=h}}}function renderRows(e){for(var t=$canvas[0],n=[],o=[],r=!1,i=getDataLength(),l=e.top,a=e.bottom;l<=a;l++)rowsCache[l]||(renderedRows++,o.push(l),rowsCache[l]={rowNode:null,cellColSpans:[],cellNodesByColumnIdx:[],cellRenderQueue:[]},appendRowHtml(n,l,e,i),activeCellNode&&activeRow===l&&(r=!0),counter_rows_rendered++);if(o.length){var s=document.createElement(\"div\");s.innerHTML=n.join(\"\");for(l=0,a=o.length;l<a;l++)rowsCache[o[l]].rowNode=t.appendChild(s.firstChild);r&&(activeCellNode=getCellNode(activeRow,activeCell))}}function startPostProcessing(){options.enableAsyncPostRender&&(clearTimeout(h_postrender),h_postrender=setTimeout(asyncPostProcessRows,options.asyncPostRenderDelay))}function startPostProcessingCleanup(){options.enableAsyncPostRenderCleanup&&(clearTimeout(h_postrenderCleanup),h_postrenderCleanup=setTimeout(asyncPostProcessCleanupRows,options.asyncPostRenderCleanupDelay))}function invalidatePostProcessingResults(e){for(var t in postProcessedRows[e])postProcessedRows[e].hasOwnProperty(t)&&(postProcessedRows[e][t]=\"C\");postProcessFromRow=Math.min(postProcessFromRow,e),postProcessToRow=Math.max(postProcessToRow,e),startPostProcessing()}function updateRowPositions(){for(var e in rowsCache)rowsCache[e].rowNode.style.top=getRowTop(e)+\"px\"}function render(){if(initialized){scrollThrottle.dequeue();var e=getVisibleRange(),t=getRenderedRange();cleanupRows(t),lastRenderedScrollLeft!=scrollLeft&&cleanUpAndRenderCells(t),renderRows(t),postProcessFromRow=e.top,postProcessToRow=Math.min(getDataLengthIncludingAddNew()-1,e.bottom),startPostProcessing(),lastRenderedScrollTop=scrollTop,lastRenderedScrollLeft=scrollLeft,h_render=null,trigger(self.onRendered,{startRow:e.top,endRow:e.bottom,grid:self})}}function handleHeaderScroll(){handleElementScroll($headerScroller[0])}function handleHeaderRowScroll(){handleElementScroll($headerRowScroller[0])}function handleFooterRowScroll(){handleElementScroll($footerRowScroller[0])}function handlePreHeaderPanelScroll(){handleElementScroll($preHeaderPanelScroller[0])}function handleElementScroll(e){var t=e.scrollLeft;t!=$viewport[0].scrollLeft&&($viewport[0].scrollLeft=t)}function handleScroll(){scrollTop=$viewport[0].scrollTop,scrollLeft=$viewport[0].scrollLeft;var e=Math.abs(scrollTop-prevScrollTop),t=Math.abs(scrollLeft-prevScrollLeft);if(t&&(prevScrollLeft=scrollLeft,$headerScroller[0].scrollLeft=scrollLeft,$topPanelScroller[0].scrollLeft=scrollLeft,$headerRowScroller[0].scrollLeft=scrollLeft,options.createFooterRow&&($footerRowScroller[0].scrollLeft=scrollLeft),options.createPreHeaderPanel&&($preHeaderPanelScroller[0].scrollLeft=scrollLeft)),e)if(vScrollDir=prevScrollTop<scrollTop?1:-1,prevScrollTop=scrollTop,e<viewportH)scrollTo(scrollTop+offset);else{var o=offset;page=h==viewportH?0:Math.min(n-1,Math.floor(scrollTop*((th-viewportH)/(h-viewportH))*(1/ph))),o!=(offset=Math.round(page*cj))&&invalidateAllRows()}if(t||e){var r=Math.abs(lastRenderedScrollLeft-scrollLeft),i=Math.abs(lastRenderedScrollTop-scrollTop);(r>20||i>20)&&(options.forceSyncScrolling||i<viewportH&&r<viewportW?render():scrollThrottle.enqueue(),trigger(self.onViewportChanged,{}))}trigger(self.onScroll,{scrollLeft:scrollLeft,scrollTop:scrollTop})}function ActionThrottle(e,t){var n=!1,o=!1;function r(){o=!1}function i(){n=!0,setTimeout(l,t),e()}function l(){o?(r(),i()):n=!1}return{enqueue:function(){n?o=!0:i()},dequeue:r}}function asyncPostProcessRows(){for(var e=getDataLength();postProcessFromRow<=postProcessToRow;){var t=vScrollDir>=0?postProcessFromRow++:postProcessToRow--,n=rowsCache[t];if(n&&!(t>=e)){for(var o in postProcessedRows[t]||(postProcessedRows[t]={}),ensureCellNodesInRowsCache(t),n.cellNodesByColumnIdx)if(n.cellNodesByColumnIdx.hasOwnProperty(o)){var r=columns[o|=0],i=postProcessedRows[t][o];if(r.asyncPostRender&&\"R\"!==i){var l=n.cellNodesByColumnIdx[o];l&&r.asyncPostRender(l,t,getDataItem(t),r,\"C\"===i),postProcessedRows[t][o]=\"R\"}}return void(h_postrender=setTimeout(asyncPostProcessRows,options.asyncPostRenderDelay))}}}function asyncPostProcessCleanupRows(){if(postProcessedCleanupQueue.length>0){for(var e=postProcessedCleanupQueue[0].groupId;postProcessedCleanupQueue.length>0&&postProcessedCleanupQueue[0].groupId==e;){var t=postProcessedCleanupQueue.shift();if(\"R\"==t.actionType&&$(t.node).remove(),\"C\"==t.actionType){var n=columns[t.columnIdx];n.asyncPostRenderCleanup&&t.node&&n.asyncPostRenderCleanup(t.node,t.rowIdx,n)}}h_postrenderCleanup=setTimeout(asyncPostProcessCleanupRows,options.asyncPostRenderCleanupDelay)}}function updateCellCssStylesOnRenderedRows(e,t){var n,o,r,i;for(var l in rowsCache){if(i=t&&t[l],r=e&&e[l],i)for(o in i)r&&i[o]==r[o]||(n=getCellNode(l,getColumnIndex(o)))&&$(n).removeClass(i[o]);if(r)for(o in r)i&&i[o]==r[o]||(n=getCellNode(l,getColumnIndex(o)))&&$(n).addClass(r[o])}}function addCellCssStyles(e,t){if(cellCssClasses[e])throw new Error(\"addCellCssStyles: cell CSS hash with key '\"+e+\"' already exists.\");cellCssClasses[e]=t,updateCellCssStylesOnRenderedRows(t,null),trigger(self.onCellCssStylesChanged,{key:e,hash:t,grid:self})}function removeCellCssStyles(e){cellCssClasses[e]&&(updateCellCssStylesOnRenderedRows(null,cellCssClasses[e]),delete cellCssClasses[e],trigger(self.onCellCssStylesChanged,{key:e,hash:null,grid:self}))}function setCellCssStyles(e,t){var n=cellCssClasses[e];cellCssClasses[e]=t,updateCellCssStylesOnRenderedRows(t,n),trigger(self.onCellCssStylesChanged,{key:e,hash:t,grid:self})}function getCellCssStyles(e){return cellCssClasses[e]}function flashCell(e,t,n){if(n=n||100,rowsCache[e]){var o=$(getCellNode(e,t)),r=function(e){e&&setTimeout(function(){o.queue(function(){o.toggleClass(options.cellFlashingCssClass).dequeue(),r(e-1)})},n)};r(4)}}function handleMouseWheel(e){var t=$(e.target).closest(\".slick-row\")[0];t!=rowNodeFromLastMouseWheelEvent&&(zombieRowNodeFromLastMouseWheelEvent&&zombieRowNodeFromLastMouseWheelEvent!=t&&(options.enableAsyncPostRenderCleanup&&zombieRowPostProcessedFromLastMouseWheelEvent?queuePostProcessedRowForCleanup(zombieRowCacheFromLastMouseWheelEvent,zombieRowPostProcessedFromLastMouseWheelEvent):$canvas[0].removeChild(zombieRowNodeFromLastMouseWheelEvent),zombieRowNodeFromLastMouseWheelEvent=null,zombieRowCacheFromLastMouseWheelEvent=null,zombieRowPostProcessedFromLastMouseWheelEvent=null,options.enableAsyncPostRenderCleanup&&startPostProcessingCleanup()),rowNodeFromLastMouseWheelEvent=t)}function handleDragInit(e,t){var n=getCellFromEvent(e);if(!n||!cellExists(n.row,n.cell))return!1;var o=trigger(self.onDragInit,t,e);return!!e.isImmediatePropagationStopped()&&o}function handleDragStart(e,t){var n=getCellFromEvent(e);if(!n||!cellExists(n.row,n.cell))return!1;var o=trigger(self.onDragStart,t,e);return!!e.isImmediatePropagationStopped()&&o}function handleDrag(e,t){return trigger(self.onDrag,t,e)}function handleDragEnd(e,t){trigger(self.onDragEnd,t,e)}function handleKeyDown(e){trigger(self.onKeyDown,{row:activeRow,cell:activeCell},e);var t=e.isImmediatePropagationStopped(),n=Slick.keyCode;if(!t&&!e.shiftKey&&!e.altKey){if(options.editable&&currentEditor&&currentEditor.keyCaptureList&&currentEditor.keyCaptureList.indexOf(e.which)>-1)return;e.which==n.HOME?t=e.ctrlKey?navigateTop():navigateRowStart():e.which==n.END&&(t=e.ctrlKey?navigateBottom():navigateRowEnd())}if(!t)if(e.shiftKey||e.altKey||e.ctrlKey)e.which!=n.TAB||!e.shiftKey||e.ctrlKey||e.altKey||(t=navigatePrev());else{if(options.editable&&currentEditor&&currentEditor.keyCaptureList&&currentEditor.keyCaptureList.indexOf(e.which)>-1)return;if(e.which==n.ESCAPE){if(!getEditorLock().isActive())return;cancelEditAndSetFocus()}else e.which==n.PAGE_DOWN?(navigatePageDown(),t=!0):e.which==n.PAGE_UP?(navigatePageUp(),t=!0):e.which==n.LEFT?t=navigateLeft():e.which==n.RIGHT?t=navigateRight():e.which==n.UP?t=navigateUp():e.which==n.DOWN?t=navigateDown():e.which==n.TAB?t=navigateNext():e.which==n.ENTER&&(options.editable&&(currentEditor?activeRow===getDataLength()?navigateDown():commitEditAndSetFocus():getEditorLock().commitCurrentEdit()&&makeActiveCellEditable(void 0,void 0,e)),t=!0)}if(t){e.stopPropagation(),e.preventDefault();try{e.originalEvent.keyCode=0}catch(e){}}}function handleClick(e){currentEditor||(e.target!=document.activeElement||$(e.target).hasClass(\"slick-cell\"))&&setFocus();var t=getCellFromEvent(e);if(t&&(null===currentEditor||activeRow!=t.row||activeCell!=t.cell)&&(trigger(self.onClick,{row:t.row,cell:t.cell},e),!e.isImmediatePropagationStopped()&&canCellBeActive(t.row,t.cell)&&(!getEditorLock().isActive()||getEditorLock().commitCurrentEdit()))){scrollRowIntoView(t.row,!1);var n=e.target&&e.target.className===Slick.preClickClassName,o=columns[t.cell],r=!!(options.editable&&o&&o.editor&&options.suppressActiveCellChangeOnEdit);setActiveCellInternal(getCellNode(t.row,t.cell),null,n,r,e)}}function handleContextMenu(e){var t=$(e.target).closest(\".slick-cell\",$canvas);0!==t.length&&(activeCellNode===t[0]&&null!==currentEditor||trigger(self.onContextMenu,{},e))}function handleDblClick(e){var t=getCellFromEvent(e);!t||null!==currentEditor&&activeRow==t.row&&activeCell==t.cell||(trigger(self.onDblClick,{row:t.row,cell:t.cell},e),e.isImmediatePropagationStopped()||options.editable&&gotoCell(t.row,t.cell,!0,e))}function handleHeaderMouseEnter(e){trigger(self.onHeaderMouseEnter,{column:$(this).data(\"column\"),grid:self},e)}function handleHeaderMouseLeave(e){trigger(self.onHeaderMouseLeave,{column:$(this).data(\"column\"),grid:self},e)}function handleHeaderContextMenu(e){var t=$(e.target).closest(\".slick-header-column\",\".slick-header-columns\"),n=t&&t.data(\"column\");trigger(self.onHeaderContextMenu,{column:n},e)}function handleHeaderClick(e){if(!columnResizeDragging){var t=$(e.target).closest(\".slick-header-column\",\".slick-header-columns\"),n=t&&t.data(\"column\");n&&trigger(self.onHeaderClick,{column:n},e)}}function handleMouseEnter(e){trigger(self.onMouseEnter,{},e)}function handleMouseLeave(e){trigger(self.onMouseLeave,{},e)}function cellExists(e,t){return!(e<0||e>=getDataLength()||t<0||t>=columns.length)}function getCellFromPoint(e,t){for(var n=getRowFromPosition(t),o=0,r=0,i=0;i<columns.length&&r<e;i++)r+=columns[i].width,o++;return o<0&&(o=0),{row:n,cell:o-1}}function getCellFromNode(e){var t=/l\\d+/.exec(e.className);if(!t)throw new Error(\"getCellFromNode: cannot get cell - \"+e.className);return parseInt(t[0].substr(1,t[0].length-1),10)}function getRowFromNode(e){for(var t in rowsCache)if(rowsCache[t].rowNode===e)return 0|t;return null}function getCellFromEvent(e){var t=$(e.target).closest(\".slick-cell\",$canvas);if(!t.length)return null;var n=getRowFromNode(t[0].parentNode),o=getCellFromNode(t[0]);return null==n||null==o?null:{row:n,cell:o}}function getCellNodeBox(e,t){if(!cellExists(e,t))return null;for(var n=getRowTop(e),o=n+options.rowHeight-1,r=0,i=0;i<t;i++)r+=columns[i].width;return{top:n,left:r,bottom:o,right:r+columns[t].width}}function resetActiveCell(){setActiveCellInternal(null,!1)}function setFocus(){-1==tabbingDirection?$focusSink[0].focus():$focusSink2[0].focus()}function scrollCellIntoView(e,t,n){scrollRowIntoView(e,n);var o=getColspan(e,t);internalScrollColumnIntoView(columnPosLeft[t],columnPosRight[t+(o>1?o-1:0)])}function internalScrollColumnIntoView(e,t){var n=scrollLeft+viewportW;e<scrollLeft?($viewport.scrollLeft(e),handleScroll(),render()):t>n&&($viewport.scrollLeft(Math.min(e,t-$viewport[0].clientWidth)),handleScroll(),render())}function scrollColumnIntoView(e){internalScrollColumnIntoView(columnPosLeft[e],columnPosRight[e])}function setActiveCellInternal(e,t,n,o,r){null!==activeCellNode&&(makeActiveCellNormal(),$(activeCellNode).removeClass(\"active\"),rowsCache[activeRow]&&$(rowsCache[activeRow].rowNode).removeClass(\"active\"));null!=(activeCellNode=e)?(activeRow=getRowFromNode(activeCellNode.parentNode),activeCell=activePosX=getCellFromNode(activeCellNode),null==t&&(t=activeRow==getDataLength()||options.autoEdit),options.showCellSelection&&($(activeCellNode).addClass(\"active\"),$(rowsCache[activeRow].rowNode).addClass(\"active\")),options.editable&&t&&isCellPotentiallyEditable(activeRow,activeCell)&&(clearTimeout(h_editorLoader),options.asyncEditorLoading?h_editorLoader=setTimeout(function(){makeActiveCellEditable(void 0,n,r)},options.asyncEditorLoadDelay):makeActiveCellEditable(void 0,n,r))):activeRow=activeCell=null,o||trigger(self.onActiveCellChanged,getActiveCell())}function clearTextSelection(){if(document.selection&&document.selection.empty)try{document.selection.empty()}catch(e){}else if(window.getSelection){var e=window.getSelection();e&&e.removeAllRanges&&e.removeAllRanges()}}function isCellPotentiallyEditable(e,t){var n=getDataLength();return!(e<n&&!getDataItem(e))&&(!(columns[t].cannotTriggerInsert&&e>=n)&&!!getEditor(e,t))}function makeActiveCellNormal(){if(currentEditor){if(trigger(self.onBeforeCellEditorDestroy,{editor:currentEditor}),currentEditor.destroy(),currentEditor=null,activeCellNode){var e=getDataItem(activeRow);if($(activeCellNode).removeClass(\"editable invalid\"),e){var t=columns[activeCell];applyFormatResultToCellNode(getFormatter(activeRow,t)(activeRow,activeCell,getDataItemValueForColumn(e,t),t,e,self),activeCellNode),invalidatePostProcessingResults(activeRow)}}navigator.userAgent.toLowerCase().match(/msie/)&&clearTextSelection(),getEditorLock().deactivate(editController)}}function makeActiveCellEditable(e,t,n){if(activeCellNode){if(!options.editable)throw new Error(\"Grid : makeActiveCellEditable : should never get called when options.editable is false\");if(clearTimeout(h_editorLoader),isCellPotentiallyEditable(activeRow,activeCell)){var o=columns[activeCell],r=getDataItem(activeRow);if(!1!==trigger(self.onBeforeEditCell,{row:activeRow,cell:activeCell,item:r,column:o})){getEditorLock().activate(editController),$(activeCellNode).addClass(\"editable\");var i=e||getEditor(activeRow,activeCell);e||i.suppressClearOnEdit||(activeCellNode.innerHTML=\"\"),currentEditor=new i({grid:self,gridPosition:absBox($container[0]),position:absBox(activeCellNode),container:activeCellNode,column:o,item:r||{},event:n,commitChanges:commitEditAndSetFocus,cancelChanges:cancelEditAndSetFocus}),r&&(currentEditor.loadValue(r),t&&currentEditor.preClick&&currentEditor.preClick()),serializedEditorValue=currentEditor.serializeValue(),currentEditor.position&&handleActiveCellPositionChange()}else setFocus()}}}function commitEditAndSetFocus(){getEditorLock().commitCurrentEdit()&&(setFocus(),options.autoEdit&&navigateDown())}function cancelEditAndSetFocus(){getEditorLock().cancelCurrentEdit()&&setFocus()}function absBox(e){var t={top:e.offsetTop,left:e.offsetLeft,bottom:0,right:0,width:$(e).outerWidth(),height:$(e).outerHeight(),visible:!0};t.bottom=t.top+t.height,t.right=t.left+t.width;for(var n=e.offsetParent;(e=e.parentNode)!=document.body&&null!=e;)t.visible&&e.scrollHeight!=e.offsetHeight&&\"visible\"!=$(e).css(\"overflowY\")&&(t.visible=t.bottom>e.scrollTop&&t.top<e.scrollTop+e.clientHeight),t.visible&&e.scrollWidth!=e.offsetWidth&&\"visible\"!=$(e).css(\"overflowX\")&&(t.visible=t.right>e.scrollLeft&&t.left<e.scrollLeft+e.clientWidth),t.left-=e.scrollLeft,t.top-=e.scrollTop,e===n&&(t.left+=e.offsetLeft,t.top+=e.offsetTop,n=e.offsetParent),t.bottom=t.top+t.height,t.right=t.left+t.width;return t}function getActiveCellPosition(){return absBox(activeCellNode)}function getGridPosition(){return absBox($container[0])}function handleActiveCellPositionChange(){if(activeCellNode&&(trigger(self.onActiveCellPositionChanged,{}),currentEditor)){var e=getActiveCellPosition();currentEditor.show&&currentEditor.hide&&(e.visible?currentEditor.show():currentEditor.hide()),currentEditor.position&&currentEditor.position(e)}}function getCellEditor(){return currentEditor}function getActiveCell(){return activeCellNode?{row:activeRow,cell:activeCell}:null}function getActiveCellNode(){return activeCellNode}function scrollRowIntoView(e,t){var n=e*options.rowHeight,o=(e+1)*options.rowHeight-viewportH+(viewportHasHScroll?scrollbarDimensions.height:0);(e+1)*options.rowHeight>scrollTop+viewportH+offset?(scrollTo(t?n:o),render()):e*options.rowHeight<scrollTop+offset&&(scrollTo(t?o:n),render())}function scrollRowToTop(e){scrollTo(e*options.rowHeight),render()}function scrollPage(e){var t=e*numVisibleRows;if(scrollTo((getRowFromPosition(scrollTop)+t)*options.rowHeight),render(),options.enableCellNavigation&&null!=activeRow){var n=activeRow+t,o=getDataLengthIncludingAddNew();n>=o&&(n=o-1),n<0&&(n=0);for(var r=0,i=null,l=activePosX;r<=activePosX;)canCellBeActive(n,r)&&(i=r),r+=getColspan(n,r);null!==i?(setActiveCellInternal(getCellNode(n,i)),activePosX=l):resetActiveCell()}}function navigatePageDown(){scrollPage(1)}function navigatePageUp(){scrollPage(-1)}function 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navigate(e){if(!options.enableCellNavigation)return!1;if(!activeCellNode&&\"prev\"!=e&&\"next\"!=e)return!1;if(!getEditorLock().commitCurrentEdit())return!0;setFocus();tabbingDirection={up:-1,down:1,left:-1,right:1,prev:-1,next:1,home:-1,end:1}[e];var t=(0,{up:gotoUp,down:gotoDown,left:gotoLeft,right:gotoRight,prev:gotoPrev,next:gotoNext,home:gotoRowStart,end:gotoRowEnd}[e])(activeRow,activeCell,activePosX);if(t){var n=t.row==getDataLength();return scrollCellIntoView(t.row,t.cell,!n&&options.emulatePagingWhenScrolling),setActiveCellInternal(getCellNode(t.row,t.cell)),activePosX=t.posX,!0}return setActiveCellInternal(getCellNode(activeRow,activeCell)),!1}function getCellNode(e,t){return rowsCache[e]?(ensureCellNodesInRowsCache(e),rowsCache[e].cellNodesByColumnIdx[t]):null}function setActiveCell(e,t,n,o,r){initialized&&(e>getDataLength()||e<0||t>=columns.length||t<0||options.enableCellNavigation&&(scrollCellIntoView(e,t,!1),setActiveCellInternal(getCellNode(e,t),n,o,r)))}function canCellBeActive(e,t){if(!options.enableCellNavigation||e>=getDataLengthIncludingAddNew()||e<0||t>=columns.length||t<0)return!1;var n=data.getItemMetadata&&data.getItemMetadata(e);if(n&&void 0!==n.focusable)return!!n.focusable;var o=n&&n.columns;return o&&o[columns[t].id]&&void 0!==o[columns[t].id].focusable?!!o[columns[t].id].focusable:o&&o[t]&&void 0!==o[t].focusable?!!o[t].focusable:!!columns[t].focusable}function canCellBeSelected(e,t){if(e>=getDataLength()||e<0||t>=columns.length||t<0)return!1;var n=data.getItemMetadata&&data.getItemMetadata(e);if(n&&void 0!==n.selectable)return!!n.selectable;var o=n&&n.columns&&(n.columns[columns[t].id]||n.columns[t]);return o&&void 0!==o.selectable?!!o.selectable:!!columns[t].selectable}function 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Slick.Event,registerPlugin:registerPlugin,unregisterPlugin:unregisterPlugin,getColumns:getColumns,setColumns:setColumns,getColumnIndex:getColumnIndex,updateColumnHeader:updateColumnHeader,setSortColumn:setSortColumn,setSortColumns:setSortColumns,getSortColumns:getSortColumns,autosizeColumns:autosizeColumns,getOptions:getOptions,setOptions:setOptions,getData:getData,getDataLength:getDataLength,getDataItem:getDataItem,setData:setData,getSelectionModel:getSelectionModel,setSelectionModel:setSelectionModel,getSelectedRows:getSelectedRows,setSelectedRows:setSelectedRows,getContainerNode:getContainerNode,updatePagingStatusFromView:updatePagingStatusFromView,render:render,invalidate:invalidate,invalidateRow:invalidateRow,invalidateRows:invalidateRows,invalidateAllRows:invalidateAllRows,updateCell:updateCell,updateRow:updateRow,getViewport:getVisibleRange,getRenderedRange:getRenderedRange,resizeCanvas:resizeCanvas,updateRowCount:updateRowCount,scrollRowIntoView:scrollRowIntoView,scrollRowToTop:scrollRowToTop,scrollCellIntoView:scrollCellIntoView,scrollColumnIntoView:scrollColumnIntoView,getCanvasNode:getCanvasNode,getUID:getUID,getHeaderColumnWidthDiff:getHeaderColumnWidthDiff,getScrollbarDimensions:getScrollbarDimensions,getHeadersWidth:getHeadersWidth,getCanvasWidth:getCanvasWidth,focus:setFocus,scrollTo:scrollTo,getCellFromPoint:getCellFromPoint,getCellFromEvent:getCellFromEvent,getActiveCell:getActiveCell,setActiveCell:setActiveCell,getActiveCellNode:getActiveCellNode,getActiveCellPosition:getActiveCellPosition,resetActiveCell:resetActiveCell,editActiveCell:makeActiveCellEditable,getCellEditor:getCellEditor,getCellNode:getCellNode,getCellNodeBox:getCellNodeBox,canCellBeSelected:canCellBeSelected,canCellBeActive:canCellBeActive,navigatePrev:navigatePrev,navigateNext:navigateNext,navigateUp:navigateUp,navigateDown:navigateDown,navigateLeft:navigateLeft,navigateRight:navigateRight,navigatePageUp:navigatePageUp,navigatePageDown:navigatePageDown,navigateTop:navigateTop,navigateBottom:navigateBottom,navigateRowStart:navigateRowStart,navigateRowEnd:navigateRowEnd,gotoCell:gotoCell,getTopPanel:getTopPanel,setTopPanelVisibility:setTopPanelVisibility,getPreHeaderPanel:getPreHeaderPanel,setPreHeaderPanelVisibility:setPreHeaderPanelVisibility,getHeader:getHeader,getHeaderColumn:getHeaderColumn,setHeaderRowVisibility:setHeaderRowVisibility,getHeaderRow:getHeaderRow,getHeaderRowColumn:getHeaderRowColumn,setFooterRowVisibility:setFooterRowVisibility,getFooterRow:getFooterRow,getFooterRowColumn:getFooterRowColumn,getGridPosition:getGridPosition,flashCell:flashCell,addCellCssStyles:addCellCssStyles,setCellCssStyles:setCellCssStyles,removeCellCssStyles:removeCellCssStyles,getCellCssStyles:getCellCssStyles,init:finishInitialization,destroy:destroy,getEditorLock:getEditorLock,getEditController:getEditController}),init()}module.exports={Grid:SlickGrid}},450:function(e,t,n){t.exports=\"undefined\"!=typeof 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AND CONTRIBUTORS \"AS IS\"\n       * AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE\n       * IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE\n       * ARE DISCLAIMED. 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rendering\"),!1;if(_=100/Math.min(Math.max(Math.abs(f[1]-f[0]),1e-12),1e12),h=100/Math.min(Math.max(Math.abs(d[1]-d[0]),1e-12),1e12),a=this.glyph.renderer.map_to_screen([r*_,o*_,l*_],[r*h,o*h,l*h]),f=a[0],d=a[1],Math.abs(f[1]-f[0]-(f[2]-f[1]))>1e-6||Math.abs(d[1]-d[0]-(d[2]-d[1]))>1e-6)return s.logger.warn(\"WebGL backend (\"+this.glyph.model.type+\"): falling back to canvas rendering\"),!1;var u=[(f[1]-f[0])/_,(d[1]-d[0])/h],g=u[0],p=u[1],v=this.glyph.renderer.plot_view.gl.canvas,m=v.width,x=v.height,y={pixel_ratio:this.glyph.renderer.plot_view.canvas.pixel_ratio,width:m,height:x,dx:f[0]/g,dy:d[0]/p,sx:g,sy:p};return this.draw(e,n,y),!0},t}();function r(t,e){for(var n=new Float32Array(t),a=0,s=t;a<s;a++)n[a]=e;return n}function o(t,e){return void 0!==t[e].spec.value}n.BaseGLGlyph=i,n.line_width=function(t){return t<2&&(t=Math.sqrt(2*t)),t},n.fill_array_with_float=r,n.fill_array_with_vec=function(t,e,n){for(var a=new Float32Array(t*e),s=0;s<t;s++)for(var i=0;i<e;i++)a[s*e+i]=n[i];return a},n.visual_prop_is_singular=o,n.attach_float=function(t,e,n,a,s,i){if(s.doit)if(o(s,i))e.used=!1,t.set_attribute(n,\"float\",s[i].value());else{e.used=!0;var r=new Float32Array(s.cache[i+\"_array\"]);e.set_size(4*a),e.set_data(0,r),t.set_attribute(n,\"float\",e)}else e.used=!1,t.set_attribute(n,\"float\",[0])},n.attach_color=function(t,e,n,s,i,l){var _,h=l+\"_color\",c=l+\"_alpha\";if(i.doit)if(o(i,h)&&o(i,c))e.used=!1,_=a.color2rgba(i[h].value(),i[c].value()),t.set_attribute(n,\"vec4\",_);else{var f=void 0,d=void 0;e.used=!0,d=o(i,h)?function(){for(var t=[],e=0,n=s;e<n;e++)t.push(i[h].value());return t}():i.cache[h+\"_array\"],f=o(i,c)?r(s,i[c].value()):i.cache[c+\"_array\"];for(var u=new Float32Array(4*s),g=0,p=s;g<p;g++){_=a.color2rgba(d[g],f[g]);for(var v=0;v<4;v++)u[4*g+v]=_[v]}e.set_size(4*s*4),e.set_data(0,u),t.set_attribute(n,\"vec4\",e)}else e.used=!1,t.set_attribute(n,\"vec4\",[0,0,0,0])}},454:function(t,e,n){var a=t(388);a.__exportStar(t(456),n),a.__exportStar(t(460),n)},455:function(t,e,n){n.fragment_shader=\"\\nprecision mediump float;\\n\\nconst float PI = 3.14159265358979323846264;\\nconst float THETA = 15.0 * 3.14159265358979323846264/180.0;\\n\\nuniform sampler2D u_dash_atlas;\\n\\nuniform vec2 u_linecaps;\\nuniform float u_miter_limit;\\nuniform float u_linejoin;\\nuniform float u_antialias;\\nuniform float u_dash_phase;\\nuniform float u_dash_period;\\nuniform float u_dash_index;\\nuniform vec2 u_dash_caps;\\nuniform float u_closed;\\n\\nvarying vec4  v_color;\\nvarying vec2  v_segment;\\nvarying vec2  v_angles;\\nvarying vec2  v_texcoord;\\nvarying vec2  v_miter;\\nvarying float v_length;\\nvarying float v_linewidth;\\n\\n// Compute distance to cap ----------------------------------------------------\\nfloat cap( int type, float dx, float dy, float t, float linewidth )\\n{\\n    float d = 0.0;\\n    dx = abs(dx);\\n    dy = abs(dy);\\n    if      (type == 0)  discard;  // None\\n    else if (type == 1)  d = sqrt(dx*dx+dy*dy);  // Round\\n    else if (type == 3)  d = (dx+abs(dy));  // Triangle in\\n    else if (type == 2)  d = max(abs(dy),(t+dx-abs(dy)));  // Triangle out\\n    else if (type == 4)  d = max(dx,dy);  // Square\\n    else if (type == 5)  d = max(dx+t,dy);  // Butt\\n    return d;\\n}\\n\\n// Compute distance to join -------------------------------------------------\\nfloat join( in int type, in float d, in vec2 segment, in vec2 texcoord, in vec2 miter,\\n           in float linewidth )\\n{\\n    // texcoord.x is distance from start\\n    // texcoord.y is distance from centerline\\n    // segment.x and y indicate the limits (as for texcoord.x) for this segment\\n\\n    float dx = texcoord.x;\\n\\n    // Round join\\n    if( type == 1 ) {\\n        if (dx < segment.x) {\\n            d = max(d,length( texcoord - vec2(segment.x,0.0)));\\n            //d = length( texcoord - vec2(segment.x,0.0));\\n        } else if (dx > segment.y) {\\n            d = max(d,length( texcoord - vec2(segment.y,0.0)));\\n            //d = length( texcoord - vec2(segment.y,0.0));\\n        }\\n    }\\n    // Bevel join\\n    else if ( type == 2 ) {\\n        if (dx < segment.x) {\\n            vec2 x = texcoord - vec2(segment.x,0.0);\\n            d = max(d, max(abs(x.x), abs(x.y)));\\n\\n        } else if (dx > segment.y) {\\n            vec2 x = texcoord - vec2(segment.y,0.0);\\n            d = max(d, max(abs(x.x), abs(x.y)));\\n        }\\n        /*  Original code for bevel which does not work for us\\n        if( (dx < segment.x) ||  (dx > segment.y) )\\n            d = max(d, min(abs(x.x),abs(x.y)));\\n        */\\n    }\\n\\n    return d;\\n}\\n\\nvoid main()\\n{\\n    // If color is fully transparent we just discard the fragment\\n    if( v_color.a <= 0.0 ) {\\n        discard;\\n    }\\n\\n    // Test if dash pattern is the solid one (0)\\n    bool solid =  (u_dash_index == 0.0);\\n\\n    // Test if path is closed\\n    bool closed = (u_closed > 0.0);\\n\\n    vec4 color = v_color;\\n    float dx = v_texcoord.x;\\n    float dy = v_texcoord.y;\\n    float t = v_linewidth/2.0-u_antialias;\\n    float width = 1.0;  //v_linewidth; original code had dashes scale with line width, we do not\\n    float d = 0.0;\\n\\n    vec2 linecaps = u_linecaps;\\n    vec2 dash_caps = u_dash_caps;\\n    float line_start = 0.0;\\n    float line_stop = v_length;\\n\\n    // Apply miter limit; fragments too far into the miter are simply discarded\\n    if( (dx < v_segment.x) || (dx > v_segment.y) ) {\\n        float into_miter = max(v_segment.x - dx, dx - v_segment.y);\\n        if (into_miter > u_miter_limit*v_linewidth/2.0)\\n          discard;\\n    }\\n\\n    // Solid line --------------------------------------------------------------\\n    if( solid ) {\\n        d = abs(dy);\\n        if( (!closed) && (dx < line_start) ) {\\n            d = cap( int(u_linecaps.x), abs(dx), abs(dy), t, v_linewidth );\\n        }\\n        else if( (!closed) &&  (dx > line_stop) ) {\\n            d = cap( int(u_linecaps.y), abs(dx)-line_stop, abs(dy), t, v_linewidth );\\n        }\\n        else {\\n            d = join( int(u_linejoin), abs(dy), v_segment, v_texcoord, v_miter, v_linewidth );\\n        }\\n\\n    // Dash line --------------------------------------------------------------\\n    } else {\\n        float segment_start = v_segment.x;\\n        float segment_stop  = v_segment.y;\\n        float segment_center= (segment_start+segment_stop)/2.0;\\n        float freq          = u_dash_period*width;\\n        float u = mod( dx + u_dash_phase*width, freq);\\n        vec4 tex = texture2D(u_dash_atlas, vec2(u/freq, u_dash_index)) * 255.0 -10.0;  // conversion to int-like\\n        float dash_center= tex.x * width;\\n        float dash_type  = tex.y;\\n        float _start = tex.z * width;\\n        float _stop  = tex.a * width;\\n        float dash_start = dx - u + _start;\\n        float dash_stop  = dx - u + _stop;\\n\\n        // Compute extents of the first dash (the one relative to v_segment.x)\\n        // Note: this could be computed in the vertex shader\\n        if( (dash_stop < segment_start) && (dash_caps.x != 5.0) ) {\\n            float u = mod(segment_start + u_dash_phase*width, freq);\\n            vec4 tex = texture2D(u_dash_atlas, vec2(u/freq, u_dash_index)) * 255.0 -10.0;  // conversion to int-like\\n            dash_center= tex.x * width;\\n            //dash_type  = tex.y;\\n            float _start = tex.z * width;\\n            float _stop  = tex.a * width;\\n            dash_start = segment_start - u + _start;\\n            dash_stop = segment_start - u + _stop;\\n        }\\n\\n        // Compute extents of the last dash (the one relatives to v_segment.y)\\n        // Note: This could be computed in the vertex shader\\n        else if( (dash_start > segment_stop)  && (dash_caps.y != 5.0) ) {\\n            float u = mod(segment_stop + u_dash_phase*width, freq);\\n            vec4 tex = texture2D(u_dash_atlas, vec2(u/freq, u_dash_index)) * 255.0 -10.0;  // conversion to int-like\\n            dash_center= tex.x * width;\\n            //dash_type  = tex.y;\\n            float _start = tex.z * width;\\n            float _stop  = tex.a * width;\\n            dash_start = segment_stop - u + _start;\\n            dash_stop  = segment_stop - u + _stop;\\n        }\\n\\n        // This test if the we are dealing with a discontinuous angle\\n        bool discontinuous = ((dx <  segment_center) && abs(v_angles.x) > THETA) ||\\n                             ((dx >= segment_center) && abs(v_angles.y) > THETA);\\n        //if( dx < line_start) discontinuous = false;\\n        //if( dx > line_stop)  discontinuous = false;\\n\\n        float d_join = join( int(u_linejoin), abs(dy),\\n                            v_segment, v_texcoord, v_miter, v_linewidth );\\n\\n        // When path is closed, we do not have room for linecaps, so we make room\\n        // by shortening the total length\\n        if (closed) {\\n             line_start += v_linewidth/2.0;\\n             line_stop  -= v_linewidth/2.0;\\n        }\\n\\n        // We also need to take antialias area into account\\n        //line_start += u_antialias;\\n        //line_stop  -= u_antialias;\\n\\n        // Check is dash stop is before line start\\n        if( dash_stop <= line_start ) {\\n            discard;\\n        }\\n        // Check is dash start is beyond line stop\\n        if( dash_start >= line_stop ) {\\n            discard;\\n        }\\n\\n        // Check if current dash start is beyond segment stop\\n        if( discontinuous ) {\\n            // Dash start is beyond segment, we discard\\n            if( (dash_start > segment_stop) ) {\\n                discard;\\n                //gl_FragColor = vec4(1.0,0.0,0.0,.25); return;\\n            }\\n\\n            // Dash stop is before segment, we discard\\n            if( (dash_stop < segment_start) ) {\\n                discard;  //gl_FragColor = vec4(0.0,1.0,0.0,.25); return;\\n            }\\n\\n            // Special case for round caps (nicer with this)\\n            if( dash_caps.x == 1.0 ) {\\n                if( (u > _stop) && (dash_stop > segment_stop )  && (abs(v_angles.y) < PI/2.0)) {\\n                    discard;\\n                }\\n            }\\n\\n            // Special case for round caps  (nicer with this)\\n            if( dash_caps.y == 1.0 ) {\\n                if( (u < _start) && (dash_start < segment_start )  && (abs(v_angles.x) < PI/2.0)) {\\n                    discard;\\n                }\\n            }\\n\\n            // Special case for triangle caps (in & out) and square\\n            // We make sure the cap stop at crossing frontier\\n            if( (dash_caps.x != 1.0) && (dash_caps.x != 5.0) ) {\\n                if( (dash_start < segment_start )  && (abs(v_angles.x) < PI/2.0) ) {\\n                    float a = v_angles.x/2.0;\\n                    float x = (segment_start-dx)*cos(a) - dy*sin(a);\\n                    float y = (segment_start-dx)*sin(a) + dy*cos(a);\\n                    if( x > 0.0 ) discard;\\n                    // We transform the cap into square to avoid holes\\n                    dash_caps.x = 4.0;\\n                }\\n            }\\n\\n            // Special case for triangle caps (in & out) and square\\n            // We make sure the cap stop at crossing frontier\\n            if( (dash_caps.y != 1.0) && (dash_caps.y != 5.0) ) {\\n                if( (dash_stop > segment_stop )  && (abs(v_angles.y) < PI/2.0) ) {\\n                    float a = v_angles.y/2.0;\\n                    float x = (dx-segment_stop)*cos(a) - dy*sin(a);\\n                    float y = (dx-segment_stop)*sin(a) + dy*cos(a);\\n                    if( x > 0.0 ) discard;\\n                    // We transform the caps into square to avoid holes\\n                    dash_caps.y = 4.0;\\n                }\\n            }\\n        }\\n\\n        // Line cap at start\\n        if( (dx < line_start) && (dash_start < line_start) && (dash_stop > line_start) ) {\\n            d = cap( int(linecaps.x), dx-line_start, dy, t, v_linewidth);\\n        }\\n        // Line cap at stop\\n        else if( (dx > line_stop) && (dash_stop > line_stop) && (dash_start < line_stop) ) {\\n            d = cap( int(linecaps.y), dx-line_stop, dy, t, v_linewidth);\\n        }\\n        // Dash cap left - dash_type = -1, 0 or 1, but there may be roundoff errors\\n        else if( dash_type < -0.5 ) {\\n            d = cap( int(dash_caps.y), abs(u-dash_center), dy, t, v_linewidth);\\n            if( (dx > line_start) && (dx < line_stop) )\\n                d = max(d,d_join);\\n        }\\n        // Dash cap right\\n        else if( dash_type > 0.5 ) {\\n            d = cap( int(dash_caps.x), abs(dash_center-u), dy, t, v_linewidth);\\n            if( (dx > line_start) && (dx < line_stop) )\\n                d = max(d,d_join);\\n        }\\n        // Dash body (plain)\\n        else {// if( dash_type > -0.5 &&  dash_type < 0.5) {\\n            d = abs(dy);\\n        }\\n\\n        // Line join\\n        if( (dx > line_start) && (dx < line_stop)) {\\n            if( (dx <= segment_start) && (dash_start <= segment_start)\\n                && (dash_stop >= segment_start) ) {\\n                d = d_join;\\n                // Antialias at outer border\\n                float angle = PI/2.+v_angles.x;\\n                float f = abs( (segment_start - dx)*cos(angle) - dy*sin(angle));\\n                d = max(f,d);\\n            }\\n            else if( (dx > segment_stop) && (dash_start <= segment_stop)\\n                     && (dash_stop >= segment_stop) ) {\\n                d = d_join;\\n                // Antialias at outer border\\n                float angle = PI/2.+v_angles.y;\\n                float f = abs((dx - segment_stop)*cos(angle) - dy*sin(angle));\\n                d = max(f,d);\\n            }\\n            else if( dx < (segment_start - v_linewidth/2.)) {\\n                discard;\\n            }\\n            else if( dx > (segment_stop + v_linewidth/2.)) {\\n                discard;\\n            }\\n        }\\n        else if( dx < (segment_start - v_linewidth/2.)) {\\n            discard;\\n        }\\n        else if( dx > (segment_stop + v_linewidth/2.)) {\\n            discard;\\n        }\\n    }\\n\\n    // Distance to border ------------------------------------------------------\\n    d = d - t;\\n    if( d < 0.0 ) {\\n        gl_FragColor = color;\\n    } else {\\n        d /= u_antialias;\\n        gl_FragColor = vec4(color.rgb, exp(-d*d)*color.a);\\n    }\\n}\\n\"},456:function(t,e,n){var a=t(388),s=t(462),i=t(453),r=t(457),o=t(455),l=t(30),_=function(){function t(t){this._atlas={},this._index=0,this._width=256,this._height=256,this.tex=new s.Texture2D(t),this.tex.set_wrapping(t.REPEAT,t.REPEAT),this.tex.set_interpolation(t.NEAREST,t.NEAREST),this.tex.set_size([this._height,this._width],t.RGBA),this.tex.set_data([0,0],[this._height,this._width],new Uint8Array(this._height*this._width*4)),this.get_atlas_data([1])}return t.prototype.get_atlas_data=function(t){var e=t.join(\"-\"),n=this._atlas[e];if(void 0===n){var a=this.make_pattern(t),s=a[0],i=a[1];this.tex.set_data([this._index,0],[1,this._width],new Uint8Array(s.map(function(t){return t+10}))),this._atlas[e]=[this._index/this._height,i],this._index+=1}return this._atlas[e]},t.prototype.make_pattern=function(t){t.length>1&&t.length%2&&(t=t.concat(t));for(var e=0,n=0,a=t;n<a.length;n++){var s=a[n];e+=s}for(var i=[],r=0,o=0,l=t.length+2;o<l;o+=2){var _=Math.max(1e-4,t[o%t.length]),h=Math.max(1e-4,t[(o+1)%t.length]);i.push(r,r+_),r+=_+h}for(var c=this._width,f=new Float32Array(4*c),o=0,l=c;o<l;o++){for(var d=void 0,u=void 0,g=void 0,p=e*o/(c-1),v=0,m=1e16,x=0,y=i.length;x<y;x++){var b=Math.abs(i[x]-p);b<m&&(v=x,m=b)}v%2==0?(g=p<=i[v]?1:0,u=i[v],d=i[v+1]):(g=p>i[v]?-1:0,u=i[v-1],d=i[v]),f[4*o+0]=i[v],f[4*o+1]=g,f[4*o+2]=u,f[4*o+3]=d}return[f,e]},t}(),h={miter:0,round:1,bevel:2},c={\"\":0,none:0,\".\":0,round:1,\")\":1,\"(\":1,o:1,\"triangle in\":2,\"<\":2,\"triangle out\":3,\">\":3,square:4,\"[\":4,\"]\":4,\"=\":4,butt:5,\"|\":5},f=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return a.__extends(e,t),e.prototype.init=function(){var t=this.gl;this._scale_aspect=0;var e=r.vertex_shader,n=o.fragment_shader;this.prog=new s.Program(t),this.prog.set_shaders(e,n),this.index_buffer=new s.IndexBuffer(t),this.vbo_position=new s.VertexBuffer(t),this.vbo_tangents=new s.VertexBuffer(t),this.vbo_segment=new s.VertexBuffer(t),this.vbo_angles=new s.VertexBuffer(t),this.vbo_texcoord=new s.VertexBuffer(t),this.dash_atlas=new _(t)},e.prototype.draw=function(t,e,n){var a=e.glglyph;if(a.data_changed){if(!isFinite(n.dx)||!isFinite(n.dy))return;a._baked_offset=[n.dx,n.dy],a._set_data(),a.data_changed=!1}this.visuals_changed&&(this._set_visuals(),this.visuals_changed=!1);var s=n.sx,i=n.sy,r=Math.sqrt(s*s+i*i);s/=r,i/=r,Math.abs(this._scale_aspect-i/s)>Math.abs(.001*this._scale_aspect)&&(a._update_scale(s,i),this._scale_aspect=i/s),this.prog.set_attribute(\"a_position\",\"vec2\",a.vbo_position),this.prog.set_attribute(\"a_tangents\",\"vec4\",a.vbo_tangents),this.prog.set_attribute(\"a_segment\",\"vec2\",a.vbo_segment),this.prog.set_attribute(\"a_angles\",\"vec2\",a.vbo_angles),this.prog.set_attribute(\"a_texcoord\",\"vec2\",a.vbo_texcoord),this.prog.set_uniform(\"u_length\",\"float\",[a.cumsum]),this.prog.set_texture(\"u_dash_atlas\",this.dash_atlas.tex);var o=a._baked_offset;if(this.prog.set_uniform(\"u_pixel_ratio\",\"float\",[n.pixel_ratio]),this.prog.set_uniform(\"u_canvas_size\",\"vec2\",[n.width,n.height]),this.prog.set_uniform(\"u_offset\",\"vec2\",[n.dx-o[0],n.dy-o[1]]),this.prog.set_uniform(\"u_scale_aspect\",\"vec2\",[s,i]),this.prog.set_uniform(\"u_scale_length\",\"float\",[r]),this.I_triangles=a.I_triangles,this.I_triangles.length<65535)this.index_buffer.set_size(2*this.I_triangles.length),this.index_buffer.set_data(0,new Uint16Array(this.I_triangles)),this.prog.draw(this.gl.TRIANGLES,this.index_buffer);else{t=Array.from(this.I_triangles);for(var l=this.I_triangles.length,_=[],h=0,c=Math.ceil(l/64008);h<c;h++)_.push([]);for(var h=0,c=t.length;h<c;h++){var f=t[h]%64008,d=Math.floor(t[h]/64008);_[d].push(f)}for(var d=0,c=_.length;d<c;d++){var u=new Uint16Array(_[d]),g=64008*d*4;0!==u.length&&(this.prog.set_attribute(\"a_position\",\"vec2\",a.vbo_position,0,2*g),this.prog.set_attribute(\"a_tangents\",\"vec4\",a.vbo_tangents,0,4*g),this.prog.set_attribute(\"a_segment\",\"vec2\",a.vbo_segment,0,2*g),this.prog.set_attribute(\"a_angles\",\"vec2\",a.vbo_angles,0,2*g),this.prog.set_attribute(\"a_texcoord\",\"vec2\",a.vbo_texcoord,0,2*g),this.index_buffer.set_size(2*u.length),this.index_buffer.set_data(0,u),this.prog.draw(this.gl.TRIANGLES,this.index_buffer))}}},e.prototype._set_data=function(){this._bake(),this.vbo_position.set_size(4*this.V_position.length),this.vbo_position.set_data(0,this.V_position),this.vbo_tangents.set_size(4*this.V_tangents.length),this.vbo_tangents.set_data(0,this.V_tangents),this.vbo_angles.set_size(4*this.V_angles.length),this.vbo_angles.set_data(0,this.V_angles),this.vbo_texcoord.set_size(4*this.V_texcoord.length),this.vbo_texcoord.set_data(0,this.V_texcoord)},e.prototype._set_visuals=function(){var t,e=l.color2rgba(this.glyph.visuals.line.line_color.value(),this.glyph.visuals.line.line_alpha.value()),n=c[this.glyph.visuals.line.line_cap.value()],a=h[this.glyph.visuals.line.line_join.value()];this.prog.set_uniform(\"u_color\",\"vec4\",e),this.prog.set_uniform(\"u_linewidth\",\"float\",[this.glyph.visuals.line.line_width.value()]),this.prog.set_uniform(\"u_antialias\",\"float\",[.9]),this.prog.set_uniform(\"u_linecaps\",\"vec2\",[n,n]),this.prog.set_uniform(\"u_linejoin\",\"float\",[a]),this.prog.set_uniform(\"u_miter_limit\",\"float\",[10]);var s=this.glyph.visuals.line.line_dash.value(),i=0,r=1;s.length&&(t=this.dash_atlas.get_atlas_data(s),i=t[0],r=t[1]),this.prog.set_uniform(\"u_dash_index\",\"float\",[i]),this.prog.set_uniform(\"u_dash_phase\",\"float\",[this.glyph.visuals.line.line_dash_offset.value()]),this.prog.set_uniform(\"u_dash_period\",\"float\",[r]),this.prog.set_uniform(\"u_dash_caps\",\"vec2\",[n,n]),this.prog.set_uniform(\"u_closed\",\"float\",[0])},e.prototype._bake=function(){for(var t,e,n,a,s,i,r,o,l=this.nvertices,_=new Float64Array(this.glyph._x),h=new Float64Array(this.glyph._y),c=r=new Float32Array(2*l),f=new Float32Array(2*l),d=o=new Float32Array(4*l),u=0,g=l;u<g;u++)c[2*u+0]=_[u]+this._baked_offset[0],c[2*u+1]=h[u]+this._baked_offset[1];this.tangents=e=new Float32Array(2*l-2);for(var u=0,g=l-1;u<g;u++)e[2*u+0]=r[2*(u+1)+0]-r[2*u+0],e[2*u+1]=r[2*(u+1)+1]-r[2*u+1];for(var u=0,g=l-1;u<g;u++)d[4*(u+1)+0]=e[2*u+0],d[4*(u+1)+1]=e[2*u+1],d[4*u+2]=e[2*u+0],d[4*u+3]=e[2*u+1];d[0]=e[0],d[1]=e[1],d[4*(l-1)+2]=e[2*(l-2)+0],d[4*(l-1)+3]=e[2*(l-2)+1];for(var p=new Float32Array(l),u=0,g=l;u<g;u++)p[u]=Math.atan2(o[4*u+0]*o[4*u+3]-o[4*u+1]*o[4*u+2],o[4*u+0]*o[4*u+2]+o[4*u+1]*o[4*u+3]);for(var u=0,g=l-1;u<g;u++)f[2*u+0]=p[u],f[2*u+1]=p[u+1];var v=4*l-4;this.V_position=a=new Float32Array(2*v),this.V_angles=n=new Float32Array(2*v),this.V_tangents=s=new Float32Array(4*v),this.V_texcoord=i=new Float32Array(2*v);for(var u=0,g=l;u<g;u++)for(var m=0;m<4;m++){for(var x=0;x<2;x++)a[2*(4*u+m-2)+x]=c[2*u+x],n[2*(4*u+m)+x]=f[2*u+x];for(var x=0;x<4;x++)s[4*(4*u+m-2)+x]=d[4*u+x]}for(var u=0,g=l;u<g;u++)i[2*(4*u+0)+0]=-1,i[2*(4*u+1)+0]=-1,i[2*(4*u+2)+0]=1,i[2*(4*u+3)+0]=1,i[2*(4*u+0)+1]=-1,i[2*(4*u+1)+1]=1,i[2*(4*u+2)+1]=-1,i[2*(4*u+3)+1]=1;var y=6*(l-1);this.I_triangles=t=new Uint32Array(y);for(var u=0,g=l;u<g;u++)t[6*u+0]=0+4*u,t[6*u+1]=1+4*u,t[6*u+2]=3+4*u,t[6*u+3]=2+4*u,t[6*u+4]=0+4*u,t[6*u+5]=3+4*u},e.prototype._update_scale=function(t,e){var n,a=this.nvertices,s=4*a-4,i=this.tangents,r=new Float32Array(a-1),o=new Float32Array(2*a);this.V_segment=n=new Float32Array(2*s);for(var l=0,_=a-1;l<_;l++)r[l]=Math.sqrt(Math.pow(i[2*l+0]*t,2)+Math.pow(i[2*l+1]*e,2));for(var h=0,l=0,_=a-1;l<_;l++)h+=r[l],o[2*(l+1)+0]=h,o[2*l+1]=h;for(var l=0,_=a;l<_;l++)for(var c=0;c<4;c++)for(var f=0;f<2;f++)n[2*(4*l+c)+f]=o[2*l+f];this.cumsum=h,this.vbo_segment.set_size(4*this.V_segment.length),this.vbo_segment.set_data(0,this.V_segment)},e}(i.BaseGLGlyph);n.LineGLGlyph=f},457:function(t,e,n){n.vertex_shader=\"\\nprecision mediump float;\\n\\nconst float PI = 3.14159265358979323846264;\\nconst float THETA = 15.0 * 3.14159265358979323846264/180.0;\\n\\nuniform float u_pixel_ratio;\\nuniform vec2 u_canvas_size, u_offset;\\nuniform vec2 u_scale_aspect;\\nuniform float u_scale_length;\\n\\nuniform vec4 u_color;\\nuniform float u_antialias;\\nuniform float u_length;\\nuniform float u_linewidth;\\nuniform float u_dash_index;\\nuniform float u_closed;\\n\\nattribute vec2 a_position;\\nattribute vec4 a_tangents;\\nattribute vec2 a_segment;\\nattribute vec2 a_angles;\\nattribute vec2 a_texcoord;\\n\\nvarying vec4  v_color;\\nvarying vec2  v_segment;\\nvarying vec2  v_angles;\\nvarying vec2  v_texcoord;\\nvarying vec2  v_miter;\\nvarying float v_length;\\nvarying float v_linewidth;\\n\\nfloat cross(in vec2 v1, in vec2 v2)\\n{\\n    return v1.x*v2.y - v1.y*v2.x;\\n}\\n\\nfloat signed_distance(in vec2 v1, in vec2 v2, in vec2 v3)\\n{\\n    return cross(v2-v1,v1-v3) / length(v2-v1);\\n}\\n\\nvoid rotate( in vec2 v, in float alpha, out vec2 result )\\n{\\n    float c = cos(alpha);\\n    float s = sin(alpha);\\n    result = vec2( c*v.x - s*v.y,\\n                   s*v.x + c*v.y );\\n}\\n\\nvoid main()\\n{\\n    bool closed = (u_closed > 0.0);\\n\\n    // Attributes and uniforms to varyings\\n    v_color = u_color;\\n    v_linewidth = u_linewidth;\\n    v_segment = a_segment * u_scale_length;\\n    v_length = u_length * u_scale_length;\\n\\n    // Scale to map to pixel coordinates. The original algorithm from the paper\\n    // assumed isotropic scale. We obviously do not have this.\\n    vec2 abs_scale_aspect = abs(u_scale_aspect);\\n    vec2 abs_scale = u_scale_length * abs_scale_aspect;\\n\\n    // Correct angles for aspect ratio\\n    vec2 av;\\n    av = vec2(1.0, tan(a_angles.x)) / abs_scale_aspect;\\n    v_angles.x = atan(av.y, av.x);\\n    av = vec2(1.0, tan(a_angles.y)) / abs_scale_aspect;\\n    v_angles.y = atan(av.y, av.x);\\n\\n    // Thickness below 1 pixel are represented using a 1 pixel thickness\\n    // and a modified alpha\\n    v_color.a = min(v_linewidth, v_color.a);\\n    v_linewidth = max(v_linewidth, 1.0);\\n\\n    // If color is fully transparent we just will discard the fragment anyway\\n    if( v_color.a <= 0.0 ) {\\n        gl_Position = vec4(0.0,0.0,0.0,1.0);\\n        return;\\n    }\\n\\n    // This is the actual half width of the line\\n    float w = ceil(u_antialias+v_linewidth)/2.0;\\n\\n    vec2 position = (a_position + u_offset) * abs_scale;\\n\\n    vec2 t1 = normalize(a_tangents.xy * abs_scale_aspect);  // note the scaling for aspect ratio here\\n    vec2 t2 = normalize(a_tangents.zw * abs_scale_aspect);\\n    float u = a_texcoord.x;\\n    float v = a_texcoord.y;\\n    vec2 o1 = vec2( +t1.y, -t1.x);\\n    vec2 o2 = vec2( +t2.y, -t2.x);\\n\\n    // This is a join\\n    // ----------------------------------------------------------------\\n    if( t1 != t2 ) {\\n        float angle = atan (t1.x*t2.y-t1.y*t2.x, t1.x*t2.x+t1.y*t2.y);  // Angle needs recalculation for some reason\\n        vec2 t  = normalize(t1+t2);\\n        vec2 o  = vec2( + t.y, - t.x);\\n\\n        if ( u_dash_index > 0.0 )\\n        {\\n            // Broken angle\\n            // ----------------------------------------------------------------\\n            if( (abs(angle) > THETA) ) {\\n                position += v * w * o / cos(angle/2.0);\\n                float s = sign(angle);\\n                if( angle < 0.0 ) {\\n                    if( u == +1.0 ) {\\n                        u = v_segment.y + v * w * tan(angle/2.0);\\n                        if( v == 1.0 ) {\\n                            position -= 2.0 * w * t1 / sin(angle);\\n                            u -= 2.0 * w / sin(angle);\\n                        }\\n                    } else {\\n                        u = v_segment.x - v * w * tan(angle/2.0);\\n                        if( v == 1.0 ) {\\n                            position += 2.0 * w * t2 / sin(angle);\\n                            u += 2.0*w / sin(angle);\\n                        }\\n                    }\\n                } else {\\n                    if( u == +1.0 ) {\\n                        u = v_segment.y + v * w * tan(angle/2.0);\\n                        if( v == -1.0 ) {\\n                            position += 2.0 * w * t1 / sin(angle);\\n                            u += 2.0 * w / sin(angle);\\n                        }\\n                    } else {\\n                        u = v_segment.x - v * w * tan(angle/2.0);\\n                        if( v == -1.0 ) {\\n                            position -= 2.0 * w * t2 / sin(angle);\\n                            u -= 2.0*w / sin(angle);\\n                        }\\n                    }\\n                }\\n                // Continuous angle\\n                // ------------------------------------------------------------\\n            } else {\\n                position += v * w * o / cos(angle/2.0);\\n                if( u == +1.0 ) u = v_segment.y;\\n                else            u = v_segment.x;\\n            }\\n        }\\n\\n        // Solid line\\n        // --------------------------------------------------------------------\\n        else\\n        {\\n            position.xy += v * w * o / cos(angle/2.0);\\n            if( angle < 0.0 ) {\\n                if( u == +1.0 ) {\\n                    u = v_segment.y + v * w * tan(angle/2.0);\\n                } else {\\n                    u = v_segment.x - v * w * tan(angle/2.0);\\n                }\\n            } else {\\n                if( u == +1.0 ) {\\n                    u = v_segment.y + v * w * tan(angle/2.0);\\n                } else {\\n                    u = v_segment.x - v * w * tan(angle/2.0);\\n                }\\n            }\\n        }\\n\\n    // This is a line start or end (t1 == t2)\\n    // ------------------------------------------------------------------------\\n    } else {\\n        position += v * w * o1;\\n        if( u == -1.0 ) {\\n            u = v_segment.x - w;\\n            position -= w * t1;\\n        } else {\\n            u = v_segment.y + w;\\n            position += w * t2;\\n        }\\n    }\\n\\n    // Miter distance\\n    // ------------------------------------------------------------------------\\n    vec2 t;\\n    vec2 curr = a_position * abs_scale;\\n    if( a_texcoord.x < 0.0 ) {\\n        vec2 next = curr + t2*(v_segment.y-v_segment.x);\\n\\n        rotate( t1, +v_angles.x/2.0, t);\\n        v_miter.x = signed_distance(curr, curr+t, position);\\n\\n        rotate( t2, +v_angles.y/2.0, t);\\n        v_miter.y = signed_distance(next, next+t, position);\\n    } else {\\n        vec2 prev = curr - t1*(v_segment.y-v_segment.x);\\n\\n        rotate( t1, -v_angles.x/2.0,t);\\n        v_miter.x = signed_distance(prev, prev+t, position);\\n\\n        rotate( t2, -v_angles.y/2.0,t);\\n        v_miter.y = signed_distance(curr, curr+t, position);\\n    }\\n\\n    if (!closed && v_segment.x <= 0.0) {\\n        v_miter.x = 1e10;\\n    }\\n    if (!closed && v_segment.y >= v_length)\\n    {\\n        v_miter.y = 1e10;\\n    }\\n\\n    v_texcoord = vec2( u, v*w );\\n\\n    // Calculate position in device coordinates. Note that we\\n    // already scaled with abs scale above.\\n    vec2 normpos = position * sign(u_scale_aspect);\\n    normpos += 0.5;  // make up for Bokeh's offset\\n    normpos /= u_canvas_size / u_pixel_ratio;  // in 0..1\\n    gl_Position = vec4(normpos*2.0-1.0, 0.0, 1.0);\\n    gl_Position.y *= -1.0;\\n}\\n\"},458:function(t,e,n){t(454)},459:function(t,e,n){n.fragment_shader=function(t){return\"\\nprecision 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\\n\"+t+\"\\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}\\n\"},n.circle=\"\\nfloat marker(vec2 P, float size)\\n{\\n    return length(P) - size/2.0;\\n}\\n\",n.square=\"\\nfloat marker(vec2 P, float size)\\n{\\n    return max(abs(P.x), abs(P.y)) - size/2.0;\\n}\\n\",n.diamond=\"\\nfloat marker(vec2 P, float size)\\n{\\n    float x = SQRT_2 / 2.0 * (P.x * 1.5 - P.y);\\n    float y = SQRT_2 / 2.0 * (P.x * 1.5 + P.y);\\n    float r1 = max(abs(x), abs(y)) - size / (2.0 * SQRT_2);\\n    return r1 / SQRT_2;\\n}\\n\",n.hex=\"\\nfloat marker(vec2 P, float size)\\n{\\n    vec2 q = abs(P);\\n    return max(q.y * 0.57735 + q.x - 1.0 * size/2.0, q.y - 0.866 * size/2.0);\\n}\\n\",n.triangle=\"\\nfloat marker(vec2 P, float size)\\n{\\n    P.y -= size * 0.3;\\n    float x = SQRT_2 / 2.0 * (P.x * 1.7 - P.y);\\n    float y = SQRT_2 / 2.0 * (P.x * 1.7 + P.y);\\n    float r1 = max(abs(x), abs(y)) - size / 1.6;\\n    float r2 = P.y;\\n    return max(r1 / SQRT_2, r2);  // Intersect diamond with rectangle\\n}\\n\",n.invertedtriangle=\"\\nfloat marker(vec2 P, float size)\\n{\\n    P.y += size * 0.3;\\n    float x = SQRT_2 / 2.0 * (P.x * 1.7 - P.y);\\n    float y = SQRT_2 / 2.0 * (P.x * 1.7 + P.y);\\n    float r1 = max(abs(x), abs(y)) - size / 1.6;\\n    float r2 = - P.y;\\n    return max(r1 / SQRT_2, r2);  // Intersect diamond with rectangle\\n}\\n\",n.cross='\\nfloat marker(vec2 P, float size)\\n{\\n    float square = max(abs(P.x), abs(P.y)) - size / 2.5;   // 2.5 is a tweak\\n    float cross = min(abs(P.x), abs(P.y)) - size / 100.0;  // bit of \"width\" for aa\\n    return max(square, cross);\\n}\\n',n.circlecross=\"\\nfloat marker(vec2 P, float size)\\n{\\n    // Define quadrants\\n    float qs = size / 2.0;  // quadrant size\\n    float s1 = max(abs(P.x - qs), abs(P.y - qs)) - qs;\\n    float s2 = max(abs(P.x + qs), abs(P.y - qs)) - qs;\\n    float s3 = max(abs(P.x - qs), abs(P.y + qs)) - qs;\\n    float s4 = max(abs(P.x + qs), abs(P.y + qs)) - qs;\\n    // Intersect main shape with quadrants (to form cross)\\n    float circle = length(P) - size/2.0;\\n    float c1 = max(circle, s1);\\n    float c2 = max(circle, s2);\\n    float c3 = max(circle, s3);\\n    float c4 = max(circle, s4);\\n    // Union\\n    return min(min(min(c1, c2), c3), c4);\\n}\\n\",n.squarecross=\"\\nfloat marker(vec2 P, float size)\\n{\\n    // Define quadrants\\n    float qs = size / 2.0;  // quadrant size\\n    float s1 = max(abs(P.x - qs), abs(P.y - qs)) - qs;\\n    float s2 = max(abs(P.x + qs), abs(P.y - qs)) - qs;\\n    float s3 = max(abs(P.x - qs), abs(P.y + qs)) - qs;\\n    float s4 = max(abs(P.x + qs), abs(P.y + qs)) - qs;\\n    // Intersect main shape with quadrants (to form cross)\\n    float square = max(abs(P.x), abs(P.y)) - size/2.0;\\n    float c1 = max(square, s1);\\n    float c2 = max(square, s2);\\n    float c3 = max(square, s3);\\n    float c4 = max(square, s4);\\n    // Union\\n    return min(min(min(c1, c2), c3), c4);\\n}\\n\",n.diamondcross=\"\\nfloat marker(vec2 P, float size)\\n{\\n    // Define quadrants\\n    float qs = size / 2.0;  // quadrant size\\n    float s1 = max(abs(P.x - qs), abs(P.y - qs)) - qs;\\n    float s2 = max(abs(P.x + qs), abs(P.y - qs)) - qs;\\n    float s3 = max(abs(P.x - qs), abs(P.y + qs)) - qs;\\n    float s4 = max(abs(P.x + qs), abs(P.y + qs)) - qs;\\n    // Intersect main shape with quadrants (to form cross)\\n    float x = SQRT_2 / 2.0 * (P.x * 1.5 - P.y);\\n    float y = SQRT_2 / 2.0 * (P.x * 1.5 + P.y);\\n    float diamond = max(abs(x), abs(y)) - size / (2.0 * SQRT_2);\\n    diamond /= SQRT_2;\\n    float c1 = max(diamond, s1);\\n    float c2 = max(diamond, s2);\\n    float c3 = max(diamond, s3);\\n    float c4 = max(diamond, s4);\\n    // Union\\n    return min(min(min(c1, c2), c3), c4);\\n}\\n\",n.x='\\nfloat marker(vec2 P, float size)\\n{\\n    float circle = length(P) - size / 1.6;\\n    float X = min(abs(P.x - P.y), abs(P.x + P.y)) - size / 100.0;  // bit of \"width\" for aa\\n    return max(circle, X);\\n}\\n',n.circlex='\\nfloat marker(vec2 P, float size)\\n{\\n    float x = P.x - P.y;\\n    float y = P.x + P.y;\\n    // Define quadrants\\n    float qs = size / 2.0;  // quadrant size\\n    float s1 = max(abs(x - qs), abs(y - qs)) - qs;\\n    float s2 = max(abs(x + qs), abs(y - qs)) - qs;\\n    float s3 = max(abs(x - qs), abs(y + qs)) - qs;\\n    float s4 = max(abs(x + qs), abs(y + qs)) - qs;\\n    // Intersect main shape with quadrants (to form cross)\\n    float circle = length(P) - size/2.0;\\n    float c1 = max(circle, s1);\\n    float c2 = max(circle, s2);\\n    float c3 = max(circle, s3);\\n    float c4 = max(circle, s4);\\n    // Union\\n    float almost = min(min(min(c1, c2), c3), c4);\\n    // In this case, the X is also outside of the main shape\\n    float Xmask = length(P) - size / 1.6;  // a circle\\n    float X = min(abs(P.x - P.y), abs(P.x + P.y)) - size / 100.0;  // bit of \"width\" for aa\\n    return min(max(X, Xmask), almost);\\n}\\n',n.squarex=\"\\nfloat marker(vec2 P, float size)\\n{\\n    float x = P.x - P.y;\\n    float y = P.x + P.y;\\n    // Define quadrants\\n    float qs = size / 2.0;  // quadrant size\\n    float s1 = max(abs(x - qs), abs(y - qs)) - qs;\\n    float s2 = max(abs(x + qs), abs(y - qs)) - qs;\\n    float s3 = max(abs(x - qs), abs(y + qs)) - qs;\\n    float s4 = max(abs(x + qs), abs(y + qs)) - qs;\\n    // Intersect main shape with quadrants (to form cross)\\n    float square = max(abs(P.x), abs(P.y)) - size/2.0;\\n    float c1 = max(square, s1);\\n    float c2 = max(square, s2);\\n    float c3 = max(square, s3);\\n    float c4 = max(square, s4);\\n    // Union\\n    return min(min(min(c1, c2), c3), c4);\\n}\\n\",n.asterisk='\\nfloat marker(vec2 P, float size)\\n{\\n    // Masks\\n    float diamond = max(abs(SQRT_2 / 2.0 * (P.x - P.y)), abs(SQRT_2 / 2.0 * (P.x + P.y))) - size / (2.0 * SQRT_2);\\n    float square = max(abs(P.x), abs(P.y)) - size / (2.0 * SQRT_2);\\n    // Shapes\\n    float X = min(abs(P.x - P.y), abs(P.x + P.y)) - size / 100.0;  // bit of \"width\" for aa\\n    float cross = min(abs(P.x), abs(P.y)) - size / 100.0;  // bit of \"width\" for aa\\n    // Result is union of masked shapes\\n    return min(max(X, diamond), max(cross, square));\\n}\\n'},460:function(t,e,n){var a=t(388),s=t(462),i=t(453),r=t(461),o=t(459),l=t(123),_=t(25),h=t(17),c=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return a.__extends(e,t),e.prototype.init=function(){var t=this.gl,e=r.vertex_shader,n=o.fragment_shader(this._marker_code);this.prog=new s.Program(t),this.prog.set_shaders(e,n),this.vbo_x=new s.VertexBuffer(t),this.prog.set_attribute(\"a_x\",\"float\",this.vbo_x),this.vbo_y=new s.VertexBuffer(t),this.prog.set_attribute(\"a_y\",\"float\",this.vbo_y),this.vbo_s=new s.VertexBuffer(t),this.prog.set_attribute(\"a_size\",\"float\",this.vbo_s),this.vbo_a=new s.VertexBuffer(t),this.prog.set_attribute(\"a_angle\",\"float\",this.vbo_a),this.vbo_linewidth=new s.VertexBuffer(t),this.vbo_fg_color=new s.VertexBuffer(t),this.vbo_bg_color=new s.VertexBuffer(t),this.index_buffer=new s.IndexBuffer(t)},e.prototype.draw=function(t,e,n){var a=e.glglyph,s=a.nvertices;if(a.data_changed){if(!isFinite(n.dx)||!isFinite(n.dy))return;a._baked_offset=[n.dx,n.dy],a._set_data(s),a.data_changed=!1}else this.glyph instanceof l.CircleView&&null!=this.glyph._radius&&(null==this.last_trans||n.sx!=this.last_trans.sx||n.sy!=this.last_trans.sy)&&(this.last_trans=n,this.vbo_s.set_data(0,new Float32Array(_.map(this.glyph.sradius,function(t){return 2*t}))));this.visuals_changed&&(this._set_visuals(s),this.visuals_changed=!1);var i=a._baked_offset;if(this.prog.set_uniform(\"u_pixel_ratio\",\"float\",[n.pixel_ratio]),this.prog.set_uniform(\"u_canvas_size\",\"vec2\",[n.width,n.height]),this.prog.set_uniform(\"u_offset\",\"vec2\",[n.dx-i[0],n.dy-i[1]]),this.prog.set_uniform(\"u_scale\",\"vec2\",[n.sx,n.sy]),this.prog.set_attribute(\"a_x\",\"float\",a.vbo_x),this.prog.set_attribute(\"a_y\",\"float\",a.vbo_y),this.prog.set_attribute(\"a_size\",\"float\",a.vbo_s),this.prog.set_attribute(\"a_angle\",\"float\",a.vbo_a),0!=t.length)if(t.length===s)this.prog.draw(this.gl.POINTS,[0,s]);else if(s<65535){var r=window.navigator.userAgent;r.indexOf(\"MSIE \")+r.indexOf(\"Trident/\")+r.indexOf(\"Edge/\")>0&&h.logger.warn(\"WebGL warning: IE is known to produce 1px sprites whith selections.\"),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)}else{for(var o=[],c=0,f=Math.ceil(s/64e3);c<f;c++)o.push([]);for(var c=0,f=t.length;c<f;c++){var d=t[c]%64e3,u=Math.floor(t[c]/64e3);o[u].push(d)}for(var u=0,f=o.length;u<f;u++){var g=new Uint16Array(o[u]),p=64e3*u*4;0!==g.length&&(this.prog.set_attribute(\"a_x\",\"float\",a.vbo_x,0,p),this.prog.set_attribute(\"a_y\",\"float\",a.vbo_y,0,p),this.prog.set_attribute(\"a_size\",\"float\",a.vbo_s,0,p),this.prog.set_attribute(\"a_angle\",\"float\",a.vbo_a,0,p),this.vbo_linewidth.used&&this.prog.set_attribute(\"a_linewidth\",\"float\",this.vbo_linewidth,0,p),this.vbo_fg_color.used&&this.prog.set_attribute(\"a_fg_color\",\"vec4\",this.vbo_fg_color,0,4*p),this.vbo_bg_color.used&&this.prog.set_attribute(\"a_bg_color\",\"vec4\",this.vbo_bg_color,0,4*p),this.index_buffer.set_size(2*g.length),this.index_buffer.set_data(0,g),this.prog.draw(this.gl.POINTS,this.index_buffer))}}},e.prototype._set_data=function(t){var 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);for(var n=new Float64Array(this.glyph._x),a=new Float64Array(this.glyph._y),s=0,i=t;s<i;s++)n[s]+=this._baked_offset[0],a[s]+=this._baked_offset[1];this.vbo_x.set_data(0,new Float32Array(n)),this.vbo_y.set_data(0,new Float32Array(a)),null!=this.glyph._angle&&this.vbo_a.set_data(0,new Float32Array(this.glyph._angle)),this.glyph instanceof l.CircleView&&null!=this.glyph._radius?this.vbo_s.set_data(0,new Float32Array(_.map(this.glyph.sradius,function(t){return 2*t}))):this.vbo_s.set_data(0,new Float32Array(this.glyph._size))},e.prototype._set_visuals=function(t){i.attach_float(this.prog,this.vbo_linewidth,\"a_linewidth\",t,this.glyph.visuals.line,\"line_width\"),i.attach_color(this.prog,this.vbo_fg_color,\"a_fg_color\",t,this.glyph.visuals.line,\"line\"),i.attach_color(this.prog,this.vbo_bg_color,\"a_bg_color\",t,this.glyph.visuals.fill,\"fill\"),this.prog.set_uniform(\"u_antialias\",\"float\",[.8])},e}(i.BaseGLGlyph);function f(t){return function(e){function n(){return null!==e&&e.apply(this,arguments)||this}return a.__extends(n,e),Object.defineProperty(n.prototype,\"_marker_code\",{get:function(){return t},enumerable:!0,configurable:!0}),n}(c)}n.MarkerGLGlyph=c;var d=t(459);n.CircleGLGlyph=f(d.circle),n.SquareGLGlyph=f(d.square),n.DiamondGLGlyph=f(d.diamond),n.TriangleGLGlyph=f(d.triangle),n.InvertedTriangleGLGlyph=f(d.invertedtriangle),n.HexGLGlyph=f(d.hex),n.CrossGLGlyph=f(d.cross),n.CircleCrossGLGlyph=f(d.circlecross),n.SquareCrossGLGlyph=f(d.squarecross),n.DiamondCrossGLGlyph=f(d.diamondcross),n.XGLGlyph=f(d.x),n.CircleXGLGlyph=f(d.circlex),n.SquareXGLGlyph=f(d.squarex),n.AsteriskGLGlyph=f(d.asterisk)},461:function(t,e,n){n.vertex_shader=\"\\nprecision mediump float;\\nconst float SQRT_2 = 1.4142135623730951;\\n//\\nuniform float u_pixel_ratio;\\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 * u_pixel_ratio;\\n    v_linewidth = a_linewidth * u_pixel_ratio;\\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_offset) * u_scale; // in pixels\\n    pos += 0.5;  // make up for Bokeh's offset\\n    pos /= u_canvas_size / u_pixel_ratio;  // 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 * (v_linewidth + 1.5*u_antialias);\\n}\\n\"},462:function(t,e,n){var a,s,i,r,o,l,_,h,c,f=function(t,e){return Array.isArray(t)&&Array.isArray(e)?t.concat(e):t+e},d=function(t,e){if(null==e);else{if(Array.isArray(e)){for(var n=0;n<e.length;n++)if(u(t,e[n]))return!0;return!1}if(e.constructor===Object){for(var a in e)if(t==a)return!0;return!1}if(e.constructor==String)return e.indexOf(t)>=0}var s=Error(\"Not a container: \"+e);throw s.name=\"TypeError\",s},u=function t(e,n){if(null==e||null==n);else{if(Array.isArray(e)&&Array.isArray(n)){for(var a=0,s=e.length==n.length;s&&a<e.length;)s=t(e[a],n[a]),a+=1;return s}if(e.constructor===Object&&n.constructor===Object){var i=Object.keys(e),r=Object.keys(n);i.sort(),r.sort();for(var o,a=0,s=t(i,r);s&&a<i.length;)o=i[a],s=t(e[o],n[o]),a+=1;return s}}return e==n},g=function(t,e){if(void 0===t||\"undefined\"!=typeof window&&window===t||\"undefined\"!=typeof global&&global===t)throw\"Class constructor is called as a function.\";for(var n in t)void 0!==Object[n]||\"function\"!=typeof t[n]||t[n].nobind||(t[n]=t[n].bind(t));t.__init__&&t.__init__.apply(t,e)},p=function(t,e){if((\"number\"==typeof t)+(\"number\"==typeof e)===1){if(t.constructor===String)return b.call(t,e);if(e.constructor===String)return b.call(e,t);if(Array.isArray(e)){var n=t;t=e,e=n}if(Array.isArray(t)){for(var a=[],s=0;s<e;s++)a=a.concat(t);return a}}return t*e},v=function(t){return null===t||\"object\"!=typeof t?t:void 0!==t.length?!!t.length&&t:void 0!==t.byteLength?!!t.byteLength&&t:t.constructor!==Object||!!Object.getOwnPropertyNames(t).length&&t},m=function(t){if(!Array.isArray(this))return this.append.apply(this,arguments);this.push(t)},x=function(t,e){return this.constructor!==Object?this.get.apply(this,arguments):void 0!==this[t]?this[t]:void 0!==e?e:null},y=function(t){if(!Array.isArray(this))return this.remove.apply(this,arguments);for(var e=0;e<this.length;e++)if(u(this[e],t))return void this.splice(e,1);var n=Error(t);throw n.name=\"ValueError\",n},b=function(t){if(this.repeat)return this.repeat(t);if(t<1)return\"\";for(var e=\"\",n=this.valueOf();t>1;)1&t&&(e+=n),t>>=1,n+=n;return e+n},w=function(t){return this.constructor!==String?this.startswith.apply(this,arguments):0==this.indexOf(t)};c=window.console,h=function(t,e){var n,a,s,i,r,o,l;for(e=void 0===e?\"periodic check\":e,i=[];a=t.getError(),!(u(a,t.NO_ERROR)||v(i)&&u(a,i[i.length-1]));)m.call(i,a);if(i.length){for(r=\"\",\"object\"!=typeof(o=i)||Array.isArray(o)||(o=Object.keys(o)),l=0;l<o.length;l+=1)n=o[l],r=f(r,n);throw(s=new Error(\"RuntimeError:OpenGL got errors (\"+e+\"): \"+r)).name=\"RuntimeError\",s}return null},(s=function(){g(this,arguments)}).prototype._base_class=Object,s.prototype._class_name=\"GlooObject\",s.prototype.__init__=function(t){if(this._gl=t,this.handle=null,this._create(),null===this.handle)throw\"AssertionError: this.handle !== null\";return null},s.prototype._create=function(){var t;throw(t=new Error(\"NotImplementedError:\")).name=\"NotImplementedError\",t},((r=function(){g(this,arguments)}).prototype=Object.create(s.prototype))._base_class=s.prototype,r.prototype._class_name=\"Program\",r.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\"},r.prototype.ATYPEMAP={float:\"vertexAttrib1f\",vec2:\"vertexAttrib2f\",vec3:\"vertexAttrib3f\",vec4:\"vertexAttrib4f\"},r.prototype.ATYPEINFO={float:[1,5126],vec2:[2,5126],vec3:[3,5126],vec4:[4,5126]},r.prototype._create=function(){return this.handle=this._gl.createProgram(),this.locations={},this._unset_variables=[],this._validated=!1,this._samplers={},this._attributes={},this._known_invalid=[],null},r.prototype.delete=function(){return this._gl.deleteProgram(this.handle),null},r.prototype.activate=function(){return this._gl.useProgram(this.handle),null},r.prototype.deactivate=function(){return this._gl.useProgram(0),null},r.prototype.set_shaders=function(t,e){var n,a,s,i,r,o,l,_,h,c,d,u,g;for(o=this._gl,this._linked=!1,g=o.createShader(o.VERTEX_SHADER),r=o.createShader(o.FRAGMENT_SHADER),d=[[t,g,\"vertex\"],[e,r,\"fragment\"]],_=0;_<2;_+=1)if(n=(c=d[_])[0],l=c[1],u=c[2],o.shaderSource(l,n),o.compileShader(l),h=o.getShaderParameter(l,o.COMPILE_STATUS),!v(h))throw i=o.getShaderInfoLog(l),(s=new Error(\"RuntimeError:\"+f(\"errors in \"+u+\" shader:\\n\",i))).name=\"RuntimeError\",s;if(o.attachShader(this.handle,g),o.attachShader(this.handle,r),o.linkProgram(this.handle),!v(o.getProgramParameter(this.handle,o.LINK_STATUS)))throw(a=new Error(\"RuntimeError:Program link error:\\n\"+o.getProgramInfoLog(this.handle))).name=\"RuntimeError\",a;return this._unset_variables=this._get_active_attributes_and_uniforms(),o.detachShader(this.handle,g),o.detachShader(this.handle,r),o.deleteShader(g),o.deleteShader(r),this._known_invalid=[],this._linked=!0,null},r.prototype._get_active_attributes_and_uniforms=function(){var t,e,n,a,s,i,r,o,l,_,h,c,d,u,g,p,x,y,b;for(o=this._gl,this.locations={},u=new window.RegExp(\"(\\\\w+)\\\\s*(\\\\[(\\\\d+)\\\\])\\\\s*\"),s=o.getProgramParameter(this.handle,o.ACTIVE_UNIFORMS),e=o.getProgramParameter(this.handle,o.ACTIVE_ATTRIBUTES),y=[],\"object\"!=typeof(p=[[t=[],e,o.getActiveAttrib,o.getAttribLocation],[y,s,o.getActiveUniform,o.getUniformLocation]])||Array.isArray(p)||(p=Object.keys(p)),x=0;x<p.length;x+=1)for(b=p[x],n=(g=b)[0],a=g[1],i=g[2],r=g[3],l=0;l<a;l+=1){if(_=i.call(o,this.handle,l),d=_.name,c=d.match(u),v(c))for(d=c[1],h=0;h<_.size;h+=1)m.call(n,[d+\"[\"+h+\"]\",_.type]);else m.call(n,[d,_.type]);this.locations[d]=r.call(o,this.handle,d)}return f(function(){var e,n,a,s=[];for(\"object\"!=typeof(n=t)||Array.isArray(n)||(n=Object.keys(n)),a=0;a<n.length;a++)e=n[a],s.push(e[0]);return s}.apply(this),function(){var t,e,n,a=[];for(\"object\"!=typeof(e=y)||Array.isArray(e)||(e=Object.keys(e)),n=0;n<e.length;n++)t=e[n],a.push(t[0]);return a}.apply(this))},r.prototype.set_texture=function(t,e){var n,a,s;if(!v(this._linked))throw(n=new Error(\"RuntimeError:Cannot set uniform when program has no code\")).name=\"RuntimeError\",n;return a=x.call(this.locations,t,-1),v(a<0)?(d(t,this._known_invalid)||(m.call(this._known_invalid,t),c.log(\"Variable \"+t+\" is not an active texture\")),null):(d(t,this._unset_variables)&&y.call(this._unset_variables,t),this.activate(),s=function(){return\"function\"==typeof this.keys?this.keys.apply(this,arguments):Object.keys(this)}.call(this._samplers).length,d(t,this._samplers)&&(s=this._samplers[t][this._samplers[t].length-1]),this._samplers[t]=[e._target,e.handle,s],this._gl.uniform1i(a,s),null)},r.prototype.set_uniform=function(t,e,n){var a,s,i,r,o,l,_;if(!v(this._linked))throw(i=new Error(\"RuntimeError:Cannot set uniform when program has no code\")).name=\"RuntimeError\",i;if(o=x.call(this.locations,t,-1),v(o<0))return d(t,this._known_invalid)||(m.call(this._known_invalid,t),c.log(\"Variable \"+t+\" is not an active uniform\")),null;if(d(t,this._unset_variables)&&y.call(this._unset_variables,t),s=1,w.call(e,\"mat\")||(a=x.call({int:\"float\",bool:\"float\"},e,function(t){if(this.constructor!==String)return this.lstrip.apply(this,arguments);t=void 0===t?\" \\t\\r\\n\":t;for(var e=0;e<this.length;e++)if(t.indexOf(this[e])<0)return this.slice(e);return\"\"}.call(e,\"ib\")),s=Math.floor(n.length/this.ATYPEINFO[a][0])),v(s>1))for(l=0;l<s;l+=1)d(t+\"[\"+l+\"]\",this._unset_variables)&&d(_=t+\"[\"+l+\"]\",this._unset_variables)&&y.call(this._unset_variables,_);return r=this.UTYPEMAP[e],this.activate(),w.call(e,\"mat\")?this._gl[r](o,!1,n):this._gl[r](o,n),null},r.prototype.set_attribute=function(t,e,n,a,s){var i,r,o,l,h,f,u,g;if(a=void 0===a?0:a,s=void 0===s?0:s,!v(this._linked))throw(r=new Error(\"RuntimeError:Cannot set attribute when program has no code\")).name=\"RuntimeError\",r;return f=n instanceof _,h=x.call(this.locations,t,-1),v(h<0)?(d(t,this._known_invalid)||(m.call(this._known_invalid,t),v(f)&&v(s>0)||c.log(\"Variable \"+t+\" is not an active attribute\")),null):(d(t,this._unset_variables)&&y.call(this._unset_variables,t),this.activate(),v(f)?(g=this.ATYPEINFO[e],u=g[0],l=g[1],o=\"vertexAttribPointer\",i=[u,l,this._gl.FALSE,a,s],this._attributes[t]=[n.handle,h,o,i]):(o=this.ATYPEMAP[e],this._attributes[t]=[0,h,o,n]),null)},r.prototype._pre_draw=function(){var t,e,n,a,s,i,r,o,l,_,h,c;for(c in this.activate(),r=this._samplers)r.hasOwnProperty(c)&&(c=r[c],l=(i=c)[0],o=i[1],_=i[2],this._gl.activeTexture(f(this._gl.TEXTURE0,_)),this._gl.bindTexture(l,o));for(c in s=this._attributes)s.hasOwnProperty(c)&&(c=s[c],h=(a=c)[0],e=a[1],n=a[2],t=a[3],v(h)?(this._gl.bindBuffer(this._gl.ARRAY_BUFFER,h),this._gl.enableVertexAttribArray(e),this._gl[n].apply(this._gl,[].concat([e],t))):(this._gl.bindBuffer(this._gl.ARRAY_BUFFER,null),this._gl.disableVertexAttribArray(e),this._gl[n].apply(this._gl,[].concat([e],t))));return v(this._validated)||(this._validated=!0,this._validate()),null},r.prototype._validate=function(){var t;if(this._unset_variables.length&&c.log(\"Program has unset variables: \"+this._unset_variables),this._gl.validateProgram(this.handle),!v(this._gl.getProgramParameter(this.handle,this._gl.VALIDATE_STATUS)))throw c.log(this._gl.getProgramInfoLog(this.handle)),(t=new Error(\"RuntimeError:Program validation error\")).name=\"RuntimeError\",t;return null},r.prototype.draw=function(t,e){var n,a,s,r,o;if(!v(this._linked))throw(a=new Error(\"RuntimeError:Cannot draw program if code has not been set\")).name=\"RuntimeError\",a;return h(this._gl,\"before draw\"),v(e instanceof i)?(this._pre_draw(),e.activate(),n=e._buffer_size/2,r=this._gl.UNSIGNED_SHORT,this._gl.drawElements(t,n,r,0),e.deactivate()):(s=(o=e)[0],n=o[1],v(n)&&(this._pre_draw(),this._gl.drawArrays(t,s,n))),h(this._gl,\"after draw\"),null},((a=function(){g(this,arguments)}).prototype=Object.create(s.prototype))._base_class=s.prototype,a.prototype._class_name=\"Buffer\",a.prototype._target=null,a.prototype._usage=35048,a.prototype._create=function(){return this.handle=this._gl.createBuffer(),this._buffer_size=0,null},a.prototype.delete=function(){return this._gl.deleteBuffer(this.handle),null},a.prototype.activate=function(){return this._gl.bindBuffer(this._target,this.handle),null},a.prototype.deactivate=function(){return this._gl.bindBuffer(this._target,null),null},a.prototype.set_size=function(t){return u(t,this._buffer_size)||(this.activate(),this._gl.bufferData(this._target,t,this._usage),this._buffer_size=t),null},a.prototype.set_data=function(t,e){return this.activate(),this._gl.bufferSubData(this._target,t,e),null},(_=function(){g(this,arguments)}).prototype=Object.create(a.prototype),_.prototype._base_class=a.prototype,_.prototype._class_name=\"VertexBuffer\",_.prototype._target=34962,(i=function(){g(this,arguments)}).prototype=Object.create(a.prototype),i.prototype._base_class=a.prototype,i.prototype._class_name=\"IndexBuffer\",i.prototype._target=34963,((o=function(){g(this,arguments)}).prototype=Object.create(s.prototype))._base_class=s.prototype,o.prototype._class_name=\"Texture2D\",o.prototype._target=3553,o.prototype._types={Int8Array:5120,Uint8Array:5121,Int16Array:5122,Uint16Array:5123,Int32Array:5124,Uint32Array:5125,Float32Array:5126},o.prototype._create=function(){return this.handle=this._gl.createTexture(),this._shape_format=null,null},o.prototype.delete=function(){return this._gl.deleteTexture(this.handle),null},o.prototype.activate=function(){return this._gl.bindTexture(this._target,this.handle),null},o.prototype.deactivate=function(){return this._gl.bindTexture(this._target,0),null},o.prototype._get_alignment=function(t){var e,n,a;for(\"object\"!=typeof(n=[4,8,2,1])||Array.isArray(n)||(n=Object.keys(n)),a=0;a<n.length;a+=1)if(e=n[a],u(t%e,0))return e;return null},o.prototype.set_wrapping=function(t,e){return this.activate(),this._gl.texParameterf(this._target,this._gl.TEXTURE_WRAP_S,t),this._gl.texParameterf(this._target,this._gl.TEXTURE_WRAP_T,e),null},o.prototype.set_interpolation=function(t,e){return this.activate(),this._gl.texParameterf(this._target,this._gl.TEXTURE_MIN_FILTER,t),this._gl.texParameterf(this._target,this._gl.TEXTURE_MAG_FILTER,e),null},o.prototype.set_size=function(t,e){var n,a,s;return n=(a=t)[0],s=a[1],u([n,s,e],this._shape_format)||(this._shape_format=[n,s,e],this.activate(),this._gl.texImage2D(this._target,0,e,s,n,0,e,this._gl.UNSIGNED_BYTE,null)),this.u_shape=[n,s],null},o.prototype.set_data=function(t,e,n){var a,s,i,r,o,l,_,h,c,f;if(u(e.length,2)&&(e=[e[0],e[1],1]),this.activate(),i=this._shape_format[2],o=(l=e)[0],h=l[1],l[2],f=(_=t)[0],c=_[1],null===(r=x.call(this._types,n.constructor.name,null)))throw(s=new Error(\"ValueError:Type \"+n.constructor.name+\" not allowed for texture\")).name=\"ValueError\",s;return a=this._get_alignment(p(e[e.length-2],e[e.length-1])),u(a,4)||this._gl.pixelStorei(this._gl.UNPACK_ALIGNMENT,a),this._gl.texSubImage2D(this._target,0,c,f,h,o,i,r,n),u(a,4)||this._gl.pixelStorei(this._gl.UNPACK_ALIGNMENT,4),null},((l=function(){g(this,arguments)}).prototype=Object.create(o.prototype))._base_class=o.prototype,l.prototype._class_name=\"Texture3DLike\",l.prototype.GLSL_SAMPLE_NEAREST=\"\\n        vec4 sample3D(sampler2D tex, vec3 texcoord, 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nrows = tiles.y, ncols = tiles.x;\\n            // Don't let adjacent frames be interpolated into this one\\n            texcoord.x = min(texcoord.x * shape.x, shape.x - 0.5);\\n            texcoord.x = max(0.5, texcoord.x) / shape.x;\\n            texcoord.y = min(texcoord.y * shape.y, shape.y - 0.5);\\n            texcoord.y = max(0.5, texcoord.y) / shape.y;\\n\\n            float z = texcoord.z * shape.z;\\n            float zindex1 = floor(z);\\n            float u1 = (mod(zindex1, ncols) + texcoord.x) / ncols;\\n            float v1 = (floor(zindex1 / ncols) + texcoord.y) / nrows;\\n\\n            float zindex2 = zindex1 + 1.0;\\n            float u2 = (mod(zindex2, ncols) + texcoord.x) / ncols;\\n            float v2 = (floor(zindex2 / ncols) + texcoord.y) / nrows;\\n\\n            vec4 s1 = texture2D(tex, vec2(u1, v1));\\n            vec4 s2 = texture2D(tex, vec2(u2, v2));\\n\\n            return s1 * (zindex2 - z) + s2 * (z - zindex1);\\n        }\\n    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now)\")).name=\"ValueError\",r;if(f=this._get_tile_info(e),_=f[0],o=f[1],c=[p(e[1],_),p(e[2],o),e[3]],u(o,1))l.prototype._base_class.set_data.call(this,[0,0],c,n);else for(a=n.constructor,x=new a(p(p(c[0],c[1]),c[2])),l.prototype._base_class.set_data.call(this,[0,0],c,x),m=0;m<e[0];m+=1)d=[Math.floor(m/o),m%o],h=d[0],s=d[1],i=Math.floor(n.length/e[0]),g=n.slice(p(m,i),p(m+1,i)),l.prototype._base_class.set_data.call(this,[p(h,e[1]),p(s,e[2])],e.slice(1),g);return null},e.exports={Buffer:a,GlooObject:s,IndexBuffer:i,Program:r,Texture2D:o,Texture3DLike:l,VertexBuffer:_,check_error:h,console:c}}})}(this);\n      //# sourceMappingURL=bokeh-gl.min.js.map\n      /* END bokeh-gl.min.js */\n    },\n    \n    function(Bokeh) {\n      Bokeh.set_log_level(\"info\");\n    },\n    \n    function(Bokeh) {\n      \n    },\n    function(Bokeh) {} // ensure no trailing comma for IE\n  ];\n\n  function run_inline_js() {\n    \n    if ((root.Bokeh !== undefined) || (force === true)) {\n      for (var i = 0; i < inline_js.length; i++) {\n        inline_js[i].call(root, root.Bokeh);\n      }} else if (Date.now() < root._bokeh_timeout) {\n      setTimeout(run_inline_js, 100);\n    } else if (!root._bokeh_failed_load) {\n      console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n      root._bokeh_failed_load = true;\n    } else if (force !== true) {\n      var cell = $(document.getElementById(null)).parents('.cell').data().cell;\n      cell.output_area.append_execute_result(NB_LOAD_WARNING)\n    }\n\n  }\n\n  if (root._bokeh_is_loading === 0) {\n    console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n    run_inline_js();\n  } else {\n    load_libs(css_urls, js_urls, function() {\n      console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n      run_inline_js();\n    });\n  }\n}(window));"
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     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "\n",
       "<link rel=\"stylesheet\" href=\"https://code.jquery.com/ui/1.10.4/themes/smoothness/jquery-ui.css\">\n",
       "<style>div.hololayout {\n",
       "  display: flex;\n",
       "  align-items: center;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       "div.holoframe {\n",
       "  width: 75%;\n",
       "}\n",
       "\n",
       "div.holowell {\n",
       "  display: flex;\n",
       "  align-items: center;\n",
       "}\n",
       "\n",
       "form.holoform {\n",
       "  background-color: #fafafa;\n",
       "  border-radius: 5px;\n",
       "  overflow: hidden;\n",
       "  padding-left: 0.8em;\n",
       "  padding-right: 0.8em;\n",
       "  padding-top: 0.4em;\n",
       "  padding-bottom: 0.4em;\n",
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       "  margin-bottom: 20px;\n",
       "  border: 1px solid #e3e3e3;\n",
       "}\n",
       "\n",
       "div.holowidgets {\n",
       "  padding-right: 0;\n",
       "  width: 25%;\n",
       "}\n",
       "\n",
       "div.holoslider {\n",
       "  min-height: 0 !important;\n",
       "  height: 0.8em;\n",
       "  width: 100%;\n",
       "}\n",
       "\n",
       "div.holoformgroup {\n",
       "  padding-top: 0.5em;\n",
       "  margin-bottom: 0.5em;\n",
       "}\n",
       "\n",
       "div.hologroup {\n",
       "  padding-left: 0;\n",
       "  padding-right: 0.8em;\n",
       "  width: 100%;\n",
       "}\n",
       "\n",
       ".holoselect {\n",
       "  width: 92%;\n",
       "  margin-left: 0;\n",
       "  margin-right: 0;\n",
       "}\n",
       "\n",
       ".holotext {\n",
       "  padding-left:  0.5em;\n",
       "  padding-right: 0;\n",
       "  width: 100%;\n",
       "}\n",
       "\n",
       ".holowidgets .ui-resizable-se {\n",
       "  visibility: hidden\n",
       "}\n",
       "\n",
       ".holoframe > .ui-resizable-se {\n",
       "  visibility: hidden\n",
       "}\n",
       "\n",
       ".holowidgets .ui-resizable-s {\n",
       "  visibility: hidden\n",
       "}\n",
       "\n",
       "\n",
       "/* CSS rules for noUISlider based slider used by JupyterLab extension  */\n",
       "\n",
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       "  width: 20px !important;\n",
       "  height: 20px !important;\n",
       "  left: -5px !important;\n",
       "  top: -5px !important;\n",
       "}\n",
       "\n",
       ".noUi-handle:before, .noUi-handle:after {\n",
       "  visibility: hidden;\n",
       "  height: 0px;\n",
       "}\n",
       "\n",
       ".noUi-target {\n",
       "  margin-left: 0.5em;\n",
       "  margin-right: 0.5em;\n",
       "}\n",
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       "div.bk-hbox {\n",
       "    display: flex;\n",
       "    justify-content: center;\n",
       "}\n",
       "\n",
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       "    padding: 8px;\n",
       "}\n",
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       "    padding: 20px;\n",
       "}\n",
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       "q32nwpjazxgwAQCwcU/T62t3WL7r6/jVRa6/byp1rei+Z98ZUAEAhEPHPc8fKnTU9nbgtnOe8h0l\n",
       "9hcGIqmODLQAHCy2Xti6v/XNRivf43f4fFvIteu854+VHnR7q9tfBlwAAGz+pnndB9vM26UebAe8\n",
       "SLHujPOTPVW+rwY+sxskAAC2HrA8t2Vvc7ffP1r9o+vwR2dcr92InIAbKKC1FZ5tB1tf+/G8p8sv\n",
       "N/9Q5zd/XR34LYCwV5JdccMEAMDBk45DH243r/X4xGvqxFa/GNpS7n6rwOwNWwHVE26oAADYurf1\n",
       "zx/utOzt+DMKYM0p17YtZZ5VNzqfsB2HewG1WXE8PoZ7gOclbTIvynZf9JV+fqZtfgs/8F/Nu5rB\n",
       "EIBmJ+8QRMmpU7EzGRsf2FzuePqYRbzh/zE26EwdrT10f6r6o8HOYzCJB9Dpff8tbnGLG8L/A/WE\n",
       "roTBs2RqAAAAAElFTkSuQmCC'\n",
       "     style='height:25px; border-radius:12px; display: inline-block; float: left; vertical-align: middle'></img>\n",
       "\n",
       "\n",
       "  <img src='data:image/png;base64,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'\n",
       "       style='height:15px; border-radius:12px; display: inline-block; float: left'></img>\n",
       "  \n",
       "\n",
       "\n",
       "\n",
       "\n",
       "</div>\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "function HoloViewsWidget() {\n",
       "}\n",
       "\n",
       "HoloViewsWidget.prototype.init_slider = function(init_val){\n",
       "  if(this.load_json) {\n",
       "    this.from_json()\n",
       "  } else {\n",
       "    this.update_cache();\n",
       "  }\n",
       "}\n",
       "\n",
       "HoloViewsWidget.prototype.populate_cache = function(idx){\n",
       "  this.cache[idx].innerHTML = this.frames[idx];\n",
       "  if (this.embed) {\n",
       "    delete this.frames[idx];\n",
       "  }\n",
       "}\n",
       "\n",
       "HoloViewsWidget.prototype.process_error = function(msg){\n",
       "}\n",
       "\n",
       "HoloViewsWidget.prototype.from_json = function() {\n",
       "  var data_url = this.json_path + this.id + '.json';\n",
       "  $.getJSON(data_url, $.proxy(function(json_data) {\n",
       "    this.frames = json_data;\n",
       "    this.update_cache();\n",
       "    this.update(0);\n",
       "  }, this));\n",
       "}\n",
       "\n",
       "HoloViewsWidget.prototype.dynamic_update = function(current){\n",
       "  if (current === undefined) {\n",
       "    return\n",
       "  }\n",
       "  this.current = current;\n",
       "  if (this.comm) {\n",
       "    var msg = {comm_id: this.id+'_client', content: current}\n",
       "    this.comm.send(msg);\n",
       "  }\n",
       "}\n",
       "\n",
       "HoloViewsWidget.prototype.update_cache = function(force){\n",
       "  var frame_len = Object.keys(this.frames).length;\n",
       "  for (var i=0; i<frame_len; i++) {\n",
       "    if(!this.load_json || this.dynamic)  {\n",
       "      var frame = Object.keys(this.frames)[i];\n",
       "    } else {\n",
       "      var frame = i;\n",
       "    }\n",
       "    if(!(frame in this.cache) || force) {\n",
       "      if ((frame in this.cache) && force) { this.cache[frame].remove() }\n",
       "      var div = document.createElement(\"div\");\n",
       "      var parent = document.getElementById(\"_anim_img\"+this.id);\n",
       "      div.style.display = \"none\";\n",
       "      parent.appendChild(div)\n",
       "      this.cache[frame] = div;\n",
       "      var cache_id = \"_anim_img\"+this.id+\"_\"+frame;\n",
       "      this.populate_cache(frame);\n",
       "    }\n",
       "  }\n",
       "}\n",
       "\n",
       "HoloViewsWidget.prototype.update = function(current){\n",
       "  if(current in this.cache) {\n",
       "    for (var index in this.cache) {\n",
       "      this.cache[index].style.display = \"none\";\n",
       "    }\n",
       "    this.cache[current].style.display = \"\";\n",
       "    this.wait = false;\n",
       "  }\n",
       "}\n",
       "\n",
       "HoloViewsWidget.prototype.init_comms = function() {\n",
       "  var that = this\n",
       "  HoloViews.comm_manager.register_target(this.plot_id, this.id, function (msg) { that.msg_handler(msg) })\n",
       "  if (!this.cached || this.dynamic) {\n",
       "    function ack_callback(msg) {\n",
       "      var msg = msg.metadata;\n",
       "      var comm_id = msg.comm_id;\n",
       "      var comm_status = HoloViews.comm_status[comm_id];\n",
       "      if (that.queue.length > 0) {\n",
       "        that.time = Date.now();\n",
       "        that.dynamic_update(that.queue[that.queue.length-1]);\n",
       "        that.queue = [];\n",
       "      } else {\n",
       "        that.wait = false;\n",
       "      }\n",
       "      if ((msg.msg_type == \"Ready\") && msg.content) {\n",
       "        console.log(\"Python callback returned following output:\", msg.content);\n",
       "      } else if (msg.msg_type == \"Error\") {\n",
       "        console.log(\"Python failed with the following traceback:\", msg.traceback)\n",
       "      }\n",
       "    }\n",
       "    var comm = HoloViews.comm_manager.get_client_comm(this.plot_id, this.id+'_client', ack_callback);\n",
       "    return comm\n",
       "  }\n",
       "}\n",
       "\n",
       "HoloViewsWidget.prototype.msg_handler = function(msg) {\n",
       "  var metadata = msg.metadata;\n",
       "  if ((metadata.msg_type == \"Ready\")) {\n",
       "    if (metadata.content) {\n",
       "      console.log(\"Python callback returned following output:\", metadata.content);\n",
       "    }\n",
       "\treturn;\n",
       "  } else if (metadata.msg_type == \"Error\") {\n",
       "    console.log(\"Python failed with the following traceback:\", metadata.traceback)\n",
       "    return\n",
       "  }\n",
       "  this.process_msg(msg)\n",
       "}\n",
       "\n",
       "HoloViewsWidget.prototype.process_msg = function(msg) {\n",
       "}\n",
       "\n",
       "function SelectionWidget(frames, id, slider_ids, keyMap, dim_vals, notFound, load_json, mode, cached, json_path, dynamic, plot_id){\n",
       "  this.frames = frames;\n",
       "  this.id = id;\n",
       "  this.plot_id = plot_id;\n",
       "  this.slider_ids = slider_ids;\n",
       "  this.keyMap = keyMap\n",
       "  this.current_frame = 0;\n",
       "  this.current_vals = dim_vals;\n",
       "  this.load_json = load_json;\n",
       "  this.mode = mode;\n",
       "  this.notFound = notFound;\n",
       "  this.cached = cached;\n",
       "  this.dynamic = dynamic;\n",
       "  this.cache = {};\n",
       "  this.json_path = json_path;\n",
       "  this.init_slider(this.current_vals[0]);\n",
       "  this.queue = [];\n",
       "  this.wait = false;\n",
       "  if (!this.cached || this.dynamic) {\n",
       "    this.comm = this.init_comms();\n",
       "  }\n",
       "}\n",
       "\n",
       "SelectionWidget.prototype = new HoloViewsWidget;\n",
       "\n",
       "\n",
       "SelectionWidget.prototype.get_key = function(current_vals) {\n",
       "  var key = \"(\";\n",
       "  for (var i=0; i<this.slider_ids.length; i++)\n",
       "  {\n",
       "    var val = this.current_vals[i];\n",
       "    if (!(typeof val === 'string')) {\n",
       "      if (val % 1 === 0) { val = val.toFixed(1); }\n",
       "      else { val = val.toFixed(10); val = val.slice(0, val.length-1);}\n",
       "    }\n",
       "    key += \"'\" + val + \"'\";\n",
       "    if(i != this.slider_ids.length-1) { key += ', ';}\n",
       "    else if(this.slider_ids.length == 1) { key += ',';}\n",
       "  }\n",
       "  key += \")\";\n",
       "  return this.keyMap[key];\n",
       "}\n",
       "\n",
       "SelectionWidget.prototype.set_frame = function(dim_val, dim_idx){\n",
       "  this.current_vals[dim_idx] = dim_val;\n",
       "  var key = this.current_vals;\n",
       "  if (!this.dynamic) {\n",
       "    key = this.get_key(key)\n",
       "  }\n",
       "  if (this.dynamic || !this.cached) {\n",
       "    if ((this.time !== undefined) && ((this.wait) && ((this.time + 10000) > Date.now()))) {\n",
       "      this.queue.push(key);\n",
       "      return\n",
       "    }\n",
       "    this.queue = [];\n",
       "    this.time = Date.now();\n",
       "    this.current_frame = key;\n",
       "    this.wait = true;\n",
       "    this.dynamic_update(key)\n",
       "  } else if (key !== undefined) {\n",
       "    this.update(key)\n",
       "  }\n",
       "}\n",
       "\n",
       "\n",
       "/* Define the ScrubberWidget class */\n",
       "function ScrubberWidget(frames, num_frames, id, interval, load_json, mode, cached, json_path, dynamic, plot_id){\n",
       "  this.slider_id = \"_anim_slider\" + id;\n",
       "  this.loop_select_id = \"_anim_loop_select\" + id;\n",
       "  this.id = id;\n",
       "  this.plot_id = plot_id;\n",
       "  this.interval = interval;\n",
       "  this.current_frame = 0;\n",
       "  this.direction = 0;\n",
       "  this.dynamic = dynamic;\n",
       "  this.timer = null;\n",
       "  this.load_json = load_json;\n",
       "  this.mode = mode;\n",
       "  this.cached = cached;\n",
       "  this.frames = frames;\n",
       "  this.cache = {};\n",
       "  this.length = num_frames;\n",
       "  this.json_path = json_path;\n",
       "  document.getElementById(this.slider_id).max = this.length - 1;\n",
       "  this.init_slider(0);\n",
       "  this.wait = false;\n",
       "  this.queue = [];\n",
       "  if (!this.cached || this.dynamic) {\n",
       "    this.comm = this.init_comms()\n",
       "  }\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype = new HoloViewsWidget;\n",
       "\n",
       "ScrubberWidget.prototype.set_frame = function(frame){\n",
       "  this.current_frame = frame;\n",
       "  var widget = document.getElementById(this.slider_id);\n",
       "  if (widget === null) {\n",
       "    this.pause_animation();\n",
       "    return\n",
       "  }\n",
       "  widget.value = this.current_frame;\n",
       "  if (this.dynamic || !this.cached) {\n",
       "    if ((this.time !== undefined) && ((this.wait) && ((this.time + 10000) > Date.now()))) {\n",
       "      this.queue.push(frame);\n",
       "      return\n",
       "    }\n",
       "    this.queue = [];\n",
       "    this.time = Date.now();\n",
       "    this.wait = true;\n",
       "    this.dynamic_update(frame)\n",
       "  } else {\n",
       "    this.update(frame)\n",
       "  }\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.get_loop_state = function(){\n",
       "  var button_group = document[this.loop_select_id].state;\n",
       "  for (var i = 0; i < button_group.length; i++) {\n",
       "    var button = button_group[i];\n",
       "    if (button.checked) {\n",
       "      return button.value;\n",
       "    }\n",
       "  }\n",
       "  return undefined;\n",
       "}\n",
       "\n",
       "\n",
       "ScrubberWidget.prototype.next_frame = function() {\n",
       "  this.set_frame(Math.min(this.length - 1, this.current_frame + 1));\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.previous_frame = function() {\n",
       "  this.set_frame(Math.max(0, this.current_frame - 1));\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.first_frame = function() {\n",
       "  this.set_frame(0);\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.last_frame = function() {\n",
       "  this.set_frame(this.length - 1);\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.slower = function() {\n",
       "  this.interval /= 0.7;\n",
       "  if(this.direction > 0){this.play_animation();}\n",
       "  else if(this.direction < 0){this.reverse_animation();}\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.faster = function() {\n",
       "  this.interval *= 0.7;\n",
       "  if(this.direction > 0){this.play_animation();}\n",
       "  else if(this.direction < 0){this.reverse_animation();}\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.anim_step_forward = function() {\n",
       "  if(this.current_frame < this.length - 1){\n",
       "    this.next_frame();\n",
       "  }else{\n",
       "    var loop_state = this.get_loop_state();\n",
       "    if(loop_state == \"loop\"){\n",
       "      this.first_frame();\n",
       "    }else if(loop_state == \"reflect\"){\n",
       "      this.last_frame();\n",
       "      this.reverse_animation();\n",
       "    }else{\n",
       "      this.pause_animation();\n",
       "      this.last_frame();\n",
       "    }\n",
       "  }\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.anim_step_reverse = function() {\n",
       "  if(this.current_frame > 0){\n",
       "    this.previous_frame();\n",
       "  } else {\n",
       "    var loop_state = this.get_loop_state();\n",
       "    if(loop_state == \"loop\"){\n",
       "      this.last_frame();\n",
       "    }else if(loop_state == \"reflect\"){\n",
       "      this.first_frame();\n",
       "      this.play_animation();\n",
       "    }else{\n",
       "      this.pause_animation();\n",
       "      this.first_frame();\n",
       "    }\n",
       "  }\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.pause_animation = function() {\n",
       "  this.direction = 0;\n",
       "  if (this.timer){\n",
       "    clearInterval(this.timer);\n",
       "    this.timer = null;\n",
       "  }\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.play_animation = function() {\n",
       "  this.pause_animation();\n",
       "  this.direction = 1;\n",
       "  var t = this;\n",
       "  if (!this.timer) this.timer = setInterval(function(){t.anim_step_forward();}, this.interval);\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.reverse_animation = function() {\n",
       "  this.pause_animation();\n",
       "  this.direction = -1;\n",
       "  var t = this;\n",
       "  if (!this.timer) this.timer = setInterval(function(){t.anim_step_reverse();}, this.interval);\n",
       "}\n",
       "\n",
       "function extend(destination, source) {\n",
       "  for (var k in source) {\n",
       "    if (source.hasOwnProperty(k)) {\n",
       "      destination[k] = source[k];\n",
       "    }\n",
       "  }\n",
       "  return destination;\n",
       "}\n",
       "\n",
       "function update_widget(widget, values) {\n",
       "  if (widget.hasClass(\"ui-slider\")) {\n",
       "    widget.slider('option', {\n",
       "      min: 0,\n",
       "      max: values.length-1,\n",
       "      dim_vals: values,\n",
       "      value: 0,\n",
       "      dim_labels: values\n",
       "    })\n",
       "    widget.slider('option', 'slide').call(widget, event, {value: 0})\n",
       "  } else {\n",
       "    widget.empty();\n",
       "    for (var i=0; i<values.length; i++){\n",
       "      widget.append($(\"<option>\", {\n",
       "        value: i,\n",
       "        text: values[i]\n",
       "      }))\n",
       "    };\n",
       "    widget.data('values', values);\n",
       "    widget.data('value', 0);\n",
       "    widget.trigger(\"change\");\n",
       "  };\n",
       "}\n",
       "\n",
       "function init_slider(id, plot_id, dim, values, next_vals, labels, dynamic, step, value, next_dim,\n",
       "                     dim_idx, delay, jQueryUI_CDN, UNDERSCORE_CDN) {\n",
       "  // Slider JS Block START\n",
       "  function loadcssfile(filename){\n",
       "    var fileref=document.createElement(\"link\")\n",
       "    fileref.setAttribute(\"rel\", \"stylesheet\")\n",
       "    fileref.setAttribute(\"type\", \"text/css\")\n",
       "    fileref.setAttribute(\"href\", filename)\n",
       "    document.getElementsByTagName(\"head\")[0].appendChild(fileref)\n",
       "  }\n",
       "  loadcssfile(\"https://code.jquery.com/ui/1.10.4/themes/smoothness/jquery-ui.css\");\n",
       "  /* Check if jQuery and jQueryUI have been loaded\n",
       "     otherwise load with require.js */\n",
       "  var jQuery = window.jQuery,\n",
       "    // check for old versions of jQuery\n",
       "    oldjQuery = jQuery && !!jQuery.fn.jquery.match(/^1\\.[0-4](\\.|$)/),\n",
       "    jquery_path = '',\n",
       "    paths = {},\n",
       "    noConflict;\n",
       "  var jQueryUI = jQuery.ui;\n",
       "  // check for jQuery\n",
       "  if (!jQuery || oldjQuery) {\n",
       "    // load if it's not available or doesn't meet min standards\n",
       "    paths.jQuery = jQuery;\n",
       "    noConflict = !!oldjQuery;\n",
       "  } else {\n",
       "    // register the current jQuery\n",
       "    define('jquery', [], function() { return jQuery; });\n",
       "  }\n",
       "  if (!jQueryUI) {\n",
       "    paths.jQueryUI = jQueryUI_CDN.slice(null, -3);\n",
       "  } else {\n",
       "    define('jQueryUI', [], function() { return jQuery.ui; });\n",
       "  }\n",
       "  paths.underscore = UNDERSCORE_CDN.slice(null, -3);\n",
       "  var jquery_require = {\n",
       "    paths: paths,\n",
       "    shim: {\n",
       "      \"jQueryUI\": {\n",
       "        exports:\"$\",\n",
       "        deps: ['jquery']\n",
       "      },\n",
       "      \"underscore\": {\n",
       "        exports: '_'\n",
       "      }\n",
       "    }\n",
       "  }\n",
       "  require.config(jquery_require);\n",
       "  require([\"jQueryUI\", \"underscore\"], function(jUI, _){\n",
       "    if (noConflict) $.noConflict(true);\n",
       "    var vals = values;\n",
       "    if (dynamic && vals.constructor === Array) {\n",
       "      var default_value = parseFloat(value);\n",
       "      var min = parseFloat(vals[0]);\n",
       "      var max = parseFloat(vals[vals.length-1]);\n",
       "      var wstep = step;\n",
       "      var wlabels = [default_value];\n",
       "      var init_label = default_value;\n",
       "    } else {\n",
       "      var min = 0;\n",
       "      if (dynamic) {\n",
       "        var max = Object.keys(vals).length - 1;\n",
       "        var init_label = labels[value];\n",
       "        var default_value = values[value];\n",
       "      } else {\n",
       "        var max = vals.length - 1;\n",
       "        var init_label = labels[value];\n",
       "        var default_value = value;\n",
       "      }\n",
       "      var wstep = 1;\n",
       "      var wlabels = labels;\n",
       "    }\n",
       "    function adjustFontSize(text) {\n",
       "      var width_ratio = (text.parent().width()/8)/text.val().length;\n",
       "      var size = Math.min(0.9, Math.max(0.6, width_ratio))+'em';\n",
       "      text.css('font-size', size);\n",
       "    }\n",
       "    var slider = $('#_anim_widget'+id+'_'+dim);\n",
       "    slider.slider({\n",
       "      animate: \"fast\",\n",
       "      min: min,\n",
       "      max: max,\n",
       "      step: wstep,\n",
       "      value: default_value,\n",
       "      dim_vals: vals,\n",
       "      dim_labels: wlabels,\n",
       "      next_vals: next_vals,\n",
       "      slide: function(event, ui) {\n",
       "        var vals = slider.slider(\"option\", \"dim_vals\");\n",
       "        var next_vals = slider.slider(\"option\", \"next_vals\");\n",
       "        var dlabels = slider.slider(\"option\", \"dim_labels\");\n",
       "        if (dynamic) {\n",
       "          var dim_val = ui.value;\n",
       "          if (vals.constructor === Array) {\n",
       "            var label = ui.value;\n",
       "          } else {\n",
       "            var label = dlabels[ui.value];\n",
       "          }\n",
       "        } else {\n",
       "          var dim_val = vals[ui.value];\n",
       "          var label = dlabels[ui.value];\n",
       "        }\n",
       "        var text = $('#textInput'+id+'_'+dim);\n",
       "        text.val(label);\n",
       "        adjustFontSize(text);\n",
       "        HoloViews.index[plot_id].set_frame(dim_val, dim_idx);\n",
       "        if (Object.keys(next_vals).length > 0) {\n",
       "          var new_vals = next_vals[dim_val];\n",
       "          var next_widget = $('#_anim_widget'+id+'_'+next_dim);\n",
       "          update_widget(next_widget, new_vals);\n",
       "        }\n",
       "      }\n",
       "    });\n",
       "    slider.keypress(function(event) {\n",
       "      if (event.which == 80 || event.which == 112) {\n",
       "        var start = slider.slider(\"option\", \"value\");\n",
       "        var stop =  slider.slider(\"option\", \"max\");\n",
       "        for (var i=start; i<=stop; i++) {\n",
       "          var delay = i*delay;\n",
       "          $.proxy(function doSetTimeout(i) { setTimeout($.proxy(function() {\n",
       "            var val = {value:i};\n",
       "            slider.slider('value',i);\n",
       "            slider.slider(\"option\", \"slide\")(null, val);\n",
       "          }, slider), delay);}, slider)(i);\n",
       "        }\n",
       "      }\n",
       "      if (event.which == 82 || event.which == 114) {\n",
       "        var start = slider.slider(\"option\", \"value\");\n",
       "        var stop =  slider.slider(\"option\", \"min\");\n",
       "        var count = 0;\n",
       "        for (var i=start; i>=stop; i--) {\n",
       "          var delay = count*delay;\n",
       "          count = count + 1;\n",
       "          $.proxy(function doSetTimeout(i) { setTimeout($.proxy(function() {\n",
       "            var val = {value:i};\n",
       "            slider.slider('value',i);\n",
       "            slider.slider(\"option\", \"slide\")(null, val);\n",
       "          }, slider), delay);}, slider)(i);\n",
       "        }\n",
       "      }\n",
       "    });\n",
       "    var textInput = $('#textInput'+id+'_'+dim)\n",
       "    textInput.val(init_label);\n",
       "    adjustFontSize(textInput);\n",
       "  });\n",
       "}\n",
       "\n",
       "function init_dropdown(id, plot_id, dim, vals, value, next_vals, labels, next_dim, dim_idx, dynamic) {\n",
       "  var widget = $(\"#_anim_widget\"+id+'_'+dim);\n",
       "  widget.data('values', vals)\n",
       "  for (var i=0; i<vals.length; i++){\n",
       "    if (dynamic) {\n",
       "      var val = vals[i];\n",
       "    } else {\n",
       "      var val = i;\n",
       "    }\n",
       "    widget.append($(\"<option>\", {\n",
       "      value: val,\n",
       "      text: labels[i]\n",
       "    }));\n",
       "  };\n",
       "  widget.data(\"next_vals\", next_vals);\n",
       "  widget.val(value);\n",
       "  widget.on('change', function(event, ui) {\n",
       "    if (dynamic) {\n",
       "      var dim_val = parseInt(this.value);\n",
       "    } else {\n",
       "      var dim_val = $.data(this, 'values')[this.value];\n",
       "    }\n",
       "    var next_vals = $.data(this, \"next_vals\");\n",
       "    if (Object.keys(next_vals).length > 0) {\n",
       "      var new_vals = next_vals[dim_val];\n",
       "      var next_widget = $('#_anim_widget'+id+'_'+next_dim);\n",
       "      update_widget(next_widget, new_vals);\n",
       "    }\n",
       "    var widgets = HoloViews.index[plot_id]\n",
       "    if (widgets) {\n",
       "      widgets.set_frame(dim_val, dim_idx);\n",
       "    }\n",
       "  });\n",
       "}\n",
       "\n",
       "\n",
       "if (window.HoloViews === undefined) {\n",
       "  window.HoloViews = {}\n",
       "  window.PyViz = window.HoloViews\n",
       "} else if (window.PyViz === undefined) {\n",
       "  window.PyViz = window.HoloViews\n",
       "}\n",
       "\n",
       "\n",
       "var _namespace = {\n",
       "  init_slider: init_slider,\n",
       "  init_dropdown: init_dropdown,\n",
       "  comms: {},\n",
       "  comm_status: {},\n",
       "  index: {},\n",
       "  plot_index: {},\n",
       "  kernels: {},\n",
       "  receivers: {}\n",
       "}\n",
       "\n",
       "for (var k in _namespace) {\n",
       "  if (!(k in window.HoloViews)) {\n",
       "    window.HoloViews[k] = _namespace[k];\n",
       "  }\n",
       "}\n",
       "\n",
       "// Define Bokeh specific subclasses\n",
       "function BokehSelectionWidget() {\n",
       "  SelectionWidget.apply(this, arguments);\n",
       "}\n",
       "\n",
       "function BokehScrubberWidget() {\n",
       "  ScrubberWidget.apply(this, arguments);\n",
       "}\n",
       "\n",
       "// Let them inherit from the baseclasses\n",
       "BokehSelectionWidget.prototype = Object.create(SelectionWidget.prototype);\n",
       "BokehScrubberWidget.prototype = Object.create(ScrubberWidget.prototype);\n",
       "\n",
       "// Define methods to override on widgets\n",
       "var BokehMethods = {\n",
       "  update_cache : function(){\n",
       "    for (var index in this.frames) {\n",
       "      this.frames[index] = JSON.parse(this.frames[index]);\n",
       "    }\n",
       "  },\n",
       "  update : function(current){\n",
       "    if (current === undefined) {\n",
       "      return;\n",
       "    }\n",
       "    var data = this.frames[current];\n",
       "    if (data !== undefined) {\n",
       "      if (data.root in HoloViews.plot_index) {\n",
       "        var doc = HoloViews.plot_index[data.root].model.document;\n",
       "      } else {\n",
       "        var doc = Bokeh.index[data.root].model.document;\n",
       "      }\n",
       "      doc.apply_json_patch(data.content);\n",
       "    }\n",
       "  },\n",
       "  init_comms: function() {\n",
       "    if (Bokeh.protocol !== undefined) {\n",
       "      this.receiver = new Bokeh.protocol.Receiver()\n",
       "    } else {\n",
       "      this.receiver = null;\n",
       "    }\n",
       "    return HoloViewsWidget.prototype.init_comms.call(this);\n",
       "  },\n",
       "  process_msg : function(msg) {\n",
       "    if (this.plot_id in HoloViews.plot_index) {\n",
       "      var doc = HoloViews.plot_index[this.plot_id].model.document;\n",
       "    } else {\n",
       "      var doc = Bokeh.index[this.plot_id].model.document;\n",
       "    }\n",
       "    if (this.receiver === null) { return }\n",
       "    var receiver = this.receiver;\n",
       "    if (msg.buffers.length > 0) {\n",
       "      receiver.consume(msg.buffers[0].buffer)\n",
       "    } else {\n",
       "      receiver.consume(msg.content.data)\n",
       "    }\n",
       "    const comm_msg = receiver.message;\n",
       "    if ((comm_msg != null) && (doc != null)) {\n",
       "      doc.apply_json_patch(comm_msg.content, comm_msg.buffers)\n",
       "    }\n",
       "  }\n",
       "}\n",
       "\n",
       "// Extend Bokeh widgets with backend specific methods\n",
       "extend(BokehSelectionWidget.prototype, BokehMethods);\n",
       "extend(BokehScrubberWidget.prototype, BokehMethods);\n",
       "\n",
       "window.HoloViews.BokehSelectionWidget = BokehSelectionWidget\n",
       "window.HoloViews.BokehScrubberWidget = BokehScrubberWidget\n",
       "\n",
       "    function JupyterCommManager() {\n",
       "    }\n",
       "\n",
       "    JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n",
       "      if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n",
       "        var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n",
       "        comm_manager.register_target(comm_id, function(comm) {\n",
       "          comm.on_msg(msg_handler);\n",
       "        });\n",
       "      } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n",
       "        window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n",
       "          comm.onMsg = msg_handler;\n",
       "        });\n",
       "      }\n",
       "    }\n",
       "\n",
       "    JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n",
       "      if (comm_id in window.PyViz.comms) {\n",
       "        return window.PyViz.comms[comm_id];\n",
       "      } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n",
       "        var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n",
       "        var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n",
       "        if (msg_handler) {\n",
       "          comm.on_msg(msg_handler);\n",
       "        }\n",
       "      } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n",
       "        var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n",
       "        comm.open();\n",
       "        if (msg_handler) {\n",
       "          comm.onMsg = msg_handler;\n",
       "        }\n",
       "      }\n",
       "\n",
       "      window.PyViz.comms[comm_id] = comm;\n",
       "      return comm;\n",
       "    }\n",
       "\n",
       "    window.PyViz.comm_manager = new JupyterCommManager();\n",
       "    \n",
       "\n",
       "var JS_MIME_TYPE = 'application/javascript';\n",
       "var HTML_MIME_TYPE = 'text/html';\n",
       "var EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\n",
       "var CLASS_NAME = 'output';\n",
       "\n",
       "/**\n",
       " * Render data to the DOM node\n",
       " */\n",
       "function render(props, node) {\n",
       "  var div = document.createElement(\"div\");\n",
       "  var script = document.createElement(\"script\");\n",
       "  node.appendChild(div);\n",
       "  node.appendChild(script);\n",
       "}\n",
       "\n",
       "/**\n",
       " * Handle when a new output is added\n",
       " */\n",
       "function handle_add_output(event, handle) {\n",
       "  var output_area = handle.output_area;\n",
       "  var output = handle.output;\n",
       "  if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n",
       "    return\n",
       "  }\n",
       "  var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n",
       "  var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n",
       "  if (id !== undefined) {\n",
       "    var nchildren = toinsert.length;\n",
       "    var html_node = toinsert[nchildren-1].children[0];\n",
       "    html_node.innerHTML = output.data[HTML_MIME_TYPE];\n",
       "    var scripts = [];\n",
       "    var nodelist = html_node.querySelectorAll(\"script\");\n",
       "    for (var i in nodelist) {\n",
       "      if (nodelist.hasOwnProperty(i)) {\n",
       "        scripts.push(nodelist[i])\n",
       "      }\n",
       "    }\n",
       "\n",
       "    scripts.forEach( function (oldScript) {\n",
       "      var newScript = document.createElement(\"script\");\n",
       "      var attrs = [];\n",
       "      var nodemap = oldScript.attributes;\n",
       "      for (var j in nodemap) {\n",
       "        if (nodemap.hasOwnProperty(j)) {\n",
       "          attrs.push(nodemap[j])\n",
       "        }\n",
       "      }\n",
       "      attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n",
       "      newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n",
       "      oldScript.parentNode.replaceChild(newScript, oldScript);\n",
       "    });\n",
       "    if (JS_MIME_TYPE in output.data) {\n",
       "      toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n",
       "    }\n",
       "    output_area._hv_plot_id = id;\n",
       "    if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n",
       "      window.PyViz.plot_index[id] = Bokeh.index[id];\n",
       "    } else {\n",
       "      window.PyViz.plot_index[id] = null;\n",
       "    }\n",
       "  } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n",
       "    var bk_div = document.createElement(\"div\");\n",
       "    bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n",
       "    var script_attrs = bk_div.children[0].attributes;\n",
       "    for (var i = 0; i < script_attrs.length; i++) {\n",
       "      toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n",
       "    }\n",
       "    // store reference to server id on output_area\n",
       "    output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n",
       "  }\n",
       "}\n",
       "\n",
       "/**\n",
       " * Handle when an output is cleared or removed\n",
       " */\n",
       "function handle_clear_output(event, handle) {\n",
       "  var id = handle.cell.output_area._hv_plot_id;\n",
       "  var server_id = handle.cell.output_area._bokeh_server_id;\n",
       "  if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n",
       "  var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n",
       "  if (server_id !== null) {\n",
       "    comm.send({event_type: 'server_delete', 'id': server_id});\n",
       "    return;\n",
       "  } else if (comm !== null) {\n",
       "    comm.send({event_type: 'delete', 'id': id});\n",
       "  }\n",
       "  delete PyViz.plot_index[id];\n",
       "  if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n",
       "    var doc = window.Bokeh.index[id].model.document\n",
       "    doc.clear();\n",
       "    const i = window.Bokeh.documents.indexOf(doc);\n",
       "    if (i > -1) {\n",
       "      window.Bokeh.documents.splice(i, 1);\n",
       "    }\n",
       "  }\n",
       "}\n",
       "\n",
       "/**\n",
       " * Handle kernel restart event\n",
       " */\n",
       "function handle_kernel_cleanup(event, handle) {\n",
       "  delete PyViz.comms[\"hv-extension-comm\"];\n",
       "  window.PyViz.plot_index = {}\n",
       "}\n",
       "\n",
       "/**\n",
       " * Handle update_display_data messages\n",
       " */\n",
       "function handle_update_output(event, handle) {\n",
       "  handle_clear_output(event, {cell: {output_area: handle.output_area}})\n",
       "  handle_add_output(event, handle)\n",
       "}\n",
       "\n",
       "function register_renderer(events, OutputArea) {\n",
       "  function append_mime(data, metadata, element) {\n",
       "    // create a DOM node to render to\n",
       "    var toinsert = this.create_output_subarea(\n",
       "    metadata,\n",
       "    CLASS_NAME,\n",
       "    EXEC_MIME_TYPE\n",
       "    );\n",
       "    this.keyboard_manager.register_events(toinsert);\n",
       "    // Render to node\n",
       "    var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n",
       "    render(props, toinsert[0]);\n",
       "    element.append(toinsert);\n",
       "    return toinsert\n",
       "  }\n",
       "\n",
       "  events.on('output_added.OutputArea', handle_add_output);\n",
       "  events.on('output_updated.OutputArea', handle_update_output);\n",
       "  events.on('clear_output.CodeCell', handle_clear_output);\n",
       "  events.on('delete.Cell', handle_clear_output);\n",
       "  events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n",
       "\n",
       "  OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n",
       "    safe: true,\n",
       "    index: 0\n",
       "  });\n",
       "}\n",
       "\n",
       "if (window.Jupyter !== undefined) {\n",
       "  try {\n",
       "    var events = require('base/js/events');\n",
       "    var OutputArea = require('notebook/js/outputarea').OutputArea;\n",
       "    if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n",
       "      register_renderer(events, OutputArea);\n",
       "    }\n",
       "  } catch(err) {\n",
       "  }\n",
       "}\n"
      ],
      "application/vnd.holoviews_load.v0+json": "function HoloViewsWidget() {\n}\n\nHoloViewsWidget.prototype.init_slider = function(init_val){\n  if(this.load_json) {\n    this.from_json()\n  } else {\n    this.update_cache();\n  }\n}\n\nHoloViewsWidget.prototype.populate_cache = function(idx){\n  this.cache[idx].innerHTML = this.frames[idx];\n  if (this.embed) {\n    delete this.frames[idx];\n  }\n}\n\nHoloViewsWidget.prototype.process_error = function(msg){\n}\n\nHoloViewsWidget.prototype.from_json = function() {\n  var data_url = this.json_path + this.id + '.json';\n  $.getJSON(data_url, $.proxy(function(json_data) {\n    this.frames = json_data;\n    this.update_cache();\n    this.update(0);\n  }, this));\n}\n\nHoloViewsWidget.prototype.dynamic_update = function(current){\n  if (current === undefined) {\n    return\n  }\n  this.current = current;\n  if (this.comm) {\n    var msg = {comm_id: this.id+'_client', content: current}\n    this.comm.send(msg);\n  }\n}\n\nHoloViewsWidget.prototype.update_cache = function(force){\n  var frame_len = Object.keys(this.frames).length;\n  for (var i=0; i<frame_len; i++) {\n    if(!this.load_json || this.dynamic)  {\n      var frame = Object.keys(this.frames)[i];\n    } else {\n      var frame = i;\n    }\n    if(!(frame in this.cache) || force) {\n      if ((frame in this.cache) && force) { this.cache[frame].remove() }\n      var div = document.createElement(\"div\");\n      var parent = document.getElementById(\"_anim_img\"+this.id);\n      div.style.display = \"none\";\n      parent.appendChild(div)\n      this.cache[frame] = div;\n      var cache_id = \"_anim_img\"+this.id+\"_\"+frame;\n      this.populate_cache(frame);\n    }\n  }\n}\n\nHoloViewsWidget.prototype.update = function(current){\n  if(current in this.cache) {\n    for (var index in this.cache) {\n      this.cache[index].style.display = \"none\";\n    }\n    this.cache[current].style.display = \"\";\n    this.wait = false;\n  }\n}\n\nHoloViewsWidget.prototype.init_comms = function() {\n  var that = this\n  HoloViews.comm_manager.register_target(this.plot_id, this.id, function (msg) { that.msg_handler(msg) })\n  if (!this.cached || this.dynamic) {\n    function ack_callback(msg) {\n      var msg = msg.metadata;\n      var comm_id = msg.comm_id;\n      var comm_status = HoloViews.comm_status[comm_id];\n      if (that.queue.length > 0) {\n        that.time = Date.now();\n        that.dynamic_update(that.queue[that.queue.length-1]);\n        that.queue = [];\n      } else {\n        that.wait = false;\n      }\n      if ((msg.msg_type == \"Ready\") && msg.content) {\n        console.log(\"Python callback returned following output:\", msg.content);\n      } else if (msg.msg_type == \"Error\") {\n        console.log(\"Python failed with the following traceback:\", msg.traceback)\n      }\n    }\n    var comm = HoloViews.comm_manager.get_client_comm(this.plot_id, this.id+'_client', ack_callback);\n    return comm\n  }\n}\n\nHoloViewsWidget.prototype.msg_handler = function(msg) {\n  var metadata = msg.metadata;\n  if ((metadata.msg_type == \"Ready\")) {\n    if (metadata.content) {\n      console.log(\"Python callback returned following output:\", metadata.content);\n    }\n\treturn;\n  } else if (metadata.msg_type == \"Error\") {\n    console.log(\"Python failed with the following traceback:\", metadata.traceback)\n    return\n  }\n  this.process_msg(msg)\n}\n\nHoloViewsWidget.prototype.process_msg = function(msg) {\n}\n\nfunction SelectionWidget(frames, id, slider_ids, keyMap, dim_vals, notFound, load_json, mode, cached, json_path, dynamic, plot_id){\n  this.frames = frames;\n  this.id = id;\n  this.plot_id = plot_id;\n  this.slider_ids = slider_ids;\n  this.keyMap = keyMap\n  this.current_frame = 0;\n  this.current_vals = dim_vals;\n  this.load_json = load_json;\n  this.mode = mode;\n  this.notFound = notFound;\n  this.cached = cached;\n  this.dynamic = dynamic;\n  this.cache = {};\n  this.json_path = json_path;\n  this.init_slider(this.current_vals[0]);\n  this.queue = [];\n  this.wait = false;\n  if (!this.cached || this.dynamic) {\n    this.comm = this.init_comms();\n  }\n}\n\nSelectionWidget.prototype = new HoloViewsWidget;\n\n\nSelectionWidget.prototype.get_key = function(current_vals) {\n  var key = \"(\";\n  for (var i=0; i<this.slider_ids.length; i++)\n  {\n    var val = this.current_vals[i];\n    if (!(typeof val === 'string')) {\n      if (val % 1 === 0) { val = val.toFixed(1); }\n      else { val = val.toFixed(10); val = val.slice(0, val.length-1);}\n    }\n    key += \"'\" + val + \"'\";\n    if(i != this.slider_ids.length-1) { key += ', ';}\n    else if(this.slider_ids.length == 1) { key += ',';}\n  }\n  key += \")\";\n  return this.keyMap[key];\n}\n\nSelectionWidget.prototype.set_frame = function(dim_val, dim_idx){\n  this.current_vals[dim_idx] = dim_val;\n  var key = this.current_vals;\n  if (!this.dynamic) {\n    key = this.get_key(key)\n  }\n  if (this.dynamic || !this.cached) {\n    if ((this.time !== undefined) && ((this.wait) && ((this.time + 10000) > Date.now()))) {\n      this.queue.push(key);\n      return\n    }\n    this.queue = [];\n    this.time = Date.now();\n    this.current_frame = key;\n    this.wait = true;\n    this.dynamic_update(key)\n  } else if (key !== undefined) {\n    this.update(key)\n  }\n}\n\n\n/* Define the ScrubberWidget class */\nfunction ScrubberWidget(frames, num_frames, id, interval, load_json, mode, cached, json_path, dynamic, plot_id){\n  this.slider_id = \"_anim_slider\" + id;\n  this.loop_select_id = \"_anim_loop_select\" + id;\n  this.id = id;\n  this.plot_id = plot_id;\n  this.interval = interval;\n  this.current_frame = 0;\n  this.direction = 0;\n  this.dynamic = dynamic;\n  this.timer = null;\n  this.load_json = load_json;\n  this.mode = mode;\n  this.cached = cached;\n  this.frames = frames;\n  this.cache = {};\n  this.length = num_frames;\n  this.json_path = json_path;\n  document.getElementById(this.slider_id).max = this.length - 1;\n  this.init_slider(0);\n  this.wait = false;\n  this.queue = [];\n  if (!this.cached || this.dynamic) {\n    this.comm = this.init_comms()\n  }\n}\n\nScrubberWidget.prototype = new HoloViewsWidget;\n\nScrubberWidget.prototype.set_frame = function(frame){\n  this.current_frame = frame;\n  var widget = document.getElementById(this.slider_id);\n  if (widget === null) {\n    this.pause_animation();\n    return\n  }\n  widget.value = this.current_frame;\n  if (this.dynamic || !this.cached) {\n    if ((this.time !== undefined) && ((this.wait) && ((this.time + 10000) > Date.now()))) {\n      this.queue.push(frame);\n      return\n    }\n    this.queue = [];\n    this.time = Date.now();\n    this.wait = true;\n    this.dynamic_update(frame)\n  } else {\n    this.update(frame)\n  }\n}\n\nScrubberWidget.prototype.get_loop_state = function(){\n  var button_group = document[this.loop_select_id].state;\n  for (var i = 0; i < button_group.length; i++) {\n    var button = button_group[i];\n    if (button.checked) {\n      return button.value;\n    }\n  }\n  return undefined;\n}\n\n\nScrubberWidget.prototype.next_frame = function() {\n  this.set_frame(Math.min(this.length - 1, this.current_frame + 1));\n}\n\nScrubberWidget.prototype.previous_frame = function() {\n  this.set_frame(Math.max(0, this.current_frame - 1));\n}\n\nScrubberWidget.prototype.first_frame = function() {\n  this.set_frame(0);\n}\n\nScrubberWidget.prototype.last_frame = function() {\n  this.set_frame(this.length - 1);\n}\n\nScrubberWidget.prototype.slower = function() {\n  this.interval /= 0.7;\n  if(this.direction > 0){this.play_animation();}\n  else if(this.direction < 0){this.reverse_animation();}\n}\n\nScrubberWidget.prototype.faster = function() {\n  this.interval *= 0.7;\n  if(this.direction > 0){this.play_animation();}\n  else if(this.direction < 0){this.reverse_animation();}\n}\n\nScrubberWidget.prototype.anim_step_forward = function() {\n  if(this.current_frame < this.length - 1){\n    this.next_frame();\n  }else{\n    var loop_state = this.get_loop_state();\n    if(loop_state == \"loop\"){\n      this.first_frame();\n    }else if(loop_state == \"reflect\"){\n      this.last_frame();\n      this.reverse_animation();\n    }else{\n      this.pause_animation();\n      this.last_frame();\n    }\n  }\n}\n\nScrubberWidget.prototype.anim_step_reverse = function() {\n  if(this.current_frame > 0){\n    this.previous_frame();\n  } else {\n    var loop_state = this.get_loop_state();\n    if(loop_state == \"loop\"){\n      this.last_frame();\n    }else if(loop_state == \"reflect\"){\n      this.first_frame();\n      this.play_animation();\n    }else{\n      this.pause_animation();\n      this.first_frame();\n    }\n  }\n}\n\nScrubberWidget.prototype.pause_animation = function() {\n  this.direction = 0;\n  if (this.timer){\n    clearInterval(this.timer);\n    this.timer = null;\n  }\n}\n\nScrubberWidget.prototype.play_animation = function() {\n  this.pause_animation();\n  this.direction = 1;\n  var t = this;\n  if (!this.timer) this.timer = setInterval(function(){t.anim_step_forward();}, this.interval);\n}\n\nScrubberWidget.prototype.reverse_animation = function() {\n  this.pause_animation();\n  this.direction = -1;\n  var t = this;\n  if (!this.timer) this.timer = setInterval(function(){t.anim_step_reverse();}, this.interval);\n}\n\nfunction extend(destination, source) {\n  for (var k in source) {\n    if (source.hasOwnProperty(k)) {\n      destination[k] = source[k];\n    }\n  }\n  return destination;\n}\n\nfunction update_widget(widget, values) {\n  if (widget.hasClass(\"ui-slider\")) {\n    widget.slider('option', {\n      min: 0,\n      max: values.length-1,\n      dim_vals: values,\n      value: 0,\n      dim_labels: values\n    })\n    widget.slider('option', 'slide').call(widget, event, {value: 0})\n  } else {\n    widget.empty();\n    for (var i=0; i<values.length; i++){\n      widget.append($(\"<option>\", {\n        value: i,\n        text: values[i]\n      }))\n    };\n    widget.data('values', values);\n    widget.data('value', 0);\n    widget.trigger(\"change\");\n  };\n}\n\nfunction init_slider(id, plot_id, dim, values, next_vals, labels, dynamic, step, value, next_dim,\n                     dim_idx, delay, jQueryUI_CDN, UNDERSCORE_CDN) {\n  // Slider JS Block START\n  function loadcssfile(filename){\n    var fileref=document.createElement(\"link\")\n    fileref.setAttribute(\"rel\", \"stylesheet\")\n    fileref.setAttribute(\"type\", \"text/css\")\n    fileref.setAttribute(\"href\", filename)\n    document.getElementsByTagName(\"head\")[0].appendChild(fileref)\n  }\n  loadcssfile(\"https://code.jquery.com/ui/1.10.4/themes/smoothness/jquery-ui.css\");\n  /* Check if jQuery and jQueryUI have been loaded\n     otherwise load with require.js */\n  var jQuery = window.jQuery,\n    // check for old versions of jQuery\n    oldjQuery = jQuery && !!jQuery.fn.jquery.match(/^1\\.[0-4](\\.|$)/),\n    jquery_path = '',\n    paths = {},\n    noConflict;\n  var jQueryUI = jQuery.ui;\n  // check for jQuery\n  if (!jQuery || oldjQuery) {\n    // load if it's not available or doesn't meet min standards\n    paths.jQuery = jQuery;\n    noConflict = !!oldjQuery;\n  } else {\n    // register the current jQuery\n    define('jquery', [], function() { return jQuery; });\n  }\n  if (!jQueryUI) {\n    paths.jQueryUI = jQueryUI_CDN.slice(null, -3);\n  } else {\n    define('jQueryUI', [], function() { return jQuery.ui; });\n  }\n  paths.underscore = UNDERSCORE_CDN.slice(null, -3);\n  var jquery_require = {\n    paths: paths,\n    shim: {\n      \"jQueryUI\": {\n        exports:\"$\",\n        deps: ['jquery']\n      },\n      \"underscore\": {\n        exports: '_'\n      }\n    }\n  }\n  require.config(jquery_require);\n  require([\"jQueryUI\", \"underscore\"], function(jUI, _){\n    if (noConflict) $.noConflict(true);\n    var vals = values;\n    if (dynamic && vals.constructor === Array) {\n      var default_value = parseFloat(value);\n      var min = parseFloat(vals[0]);\n      var max = parseFloat(vals[vals.length-1]);\n      var wstep = step;\n      var wlabels = [default_value];\n      var init_label = default_value;\n    } else {\n      var min = 0;\n      if (dynamic) {\n        var max = Object.keys(vals).length - 1;\n        var init_label = labels[value];\n        var default_value = values[value];\n      } else {\n        var max = vals.length - 1;\n        var init_label = labels[value];\n        var default_value = value;\n      }\n      var wstep = 1;\n      var wlabels = labels;\n    }\n    function adjustFontSize(text) {\n      var width_ratio = (text.parent().width()/8)/text.val().length;\n      var size = Math.min(0.9, Math.max(0.6, width_ratio))+'em';\n      text.css('font-size', size);\n    }\n    var slider = $('#_anim_widget'+id+'_'+dim);\n    slider.slider({\n      animate: \"fast\",\n      min: min,\n      max: max,\n      step: wstep,\n      value: default_value,\n      dim_vals: vals,\n      dim_labels: wlabels,\n      next_vals: next_vals,\n      slide: function(event, ui) {\n        var vals = slider.slider(\"option\", \"dim_vals\");\n        var next_vals = slider.slider(\"option\", \"next_vals\");\n        var dlabels = slider.slider(\"option\", \"dim_labels\");\n        if (dynamic) {\n          var dim_val = ui.value;\n          if (vals.constructor === Array) {\n            var label = ui.value;\n          } else {\n            var label = dlabels[ui.value];\n          }\n        } else {\n          var dim_val = vals[ui.value];\n          var label = dlabels[ui.value];\n        }\n        var text = $('#textInput'+id+'_'+dim);\n        text.val(label);\n        adjustFontSize(text);\n        HoloViews.index[plot_id].set_frame(dim_val, dim_idx);\n        if (Object.keys(next_vals).length > 0) {\n          var new_vals = next_vals[dim_val];\n          var next_widget = $('#_anim_widget'+id+'_'+next_dim);\n          update_widget(next_widget, new_vals);\n        }\n      }\n    });\n    slider.keypress(function(event) {\n      if (event.which == 80 || event.which == 112) {\n        var start = slider.slider(\"option\", \"value\");\n        var stop =  slider.slider(\"option\", \"max\");\n        for (var i=start; i<=stop; i++) {\n          var delay = i*delay;\n          $.proxy(function doSetTimeout(i) { setTimeout($.proxy(function() {\n            var val = {value:i};\n            slider.slider('value',i);\n            slider.slider(\"option\", \"slide\")(null, val);\n          }, slider), delay);}, slider)(i);\n        }\n      }\n      if (event.which == 82 || event.which == 114) {\n        var start = slider.slider(\"option\", \"value\");\n        var stop =  slider.slider(\"option\", \"min\");\n        var count = 0;\n        for (var i=start; i>=stop; i--) {\n          var delay = count*delay;\n          count = count + 1;\n          $.proxy(function doSetTimeout(i) { setTimeout($.proxy(function() {\n            var val = {value:i};\n            slider.slider('value',i);\n            slider.slider(\"option\", \"slide\")(null, val);\n          }, slider), delay);}, slider)(i);\n        }\n      }\n    });\n    var textInput = $('#textInput'+id+'_'+dim)\n    textInput.val(init_label);\n    adjustFontSize(textInput);\n  });\n}\n\nfunction init_dropdown(id, plot_id, dim, vals, value, next_vals, labels, next_dim, dim_idx, dynamic) {\n  var widget = $(\"#_anim_widget\"+id+'_'+dim);\n  widget.data('values', vals)\n  for (var i=0; i<vals.length; i++){\n    if (dynamic) {\n      var val = vals[i];\n    } else {\n      var val = i;\n    }\n    widget.append($(\"<option>\", {\n      value: val,\n      text: labels[i]\n    }));\n  };\n  widget.data(\"next_vals\", next_vals);\n  widget.val(value);\n  widget.on('change', function(event, ui) {\n    if (dynamic) {\n      var dim_val = parseInt(this.value);\n    } else {\n      var dim_val = $.data(this, 'values')[this.value];\n    }\n    var next_vals = $.data(this, \"next_vals\");\n    if (Object.keys(next_vals).length > 0) {\n      var new_vals = next_vals[dim_val];\n      var next_widget = $('#_anim_widget'+id+'_'+next_dim);\n      update_widget(next_widget, new_vals);\n    }\n    var widgets = HoloViews.index[plot_id]\n    if (widgets) {\n      widgets.set_frame(dim_val, dim_idx);\n    }\n  });\n}\n\n\nif (window.HoloViews === undefined) {\n  window.HoloViews = {}\n  window.PyViz = window.HoloViews\n} else if (window.PyViz === undefined) {\n  window.PyViz = window.HoloViews\n}\n\n\nvar _namespace = {\n  init_slider: init_slider,\n  init_dropdown: init_dropdown,\n  comms: {},\n  comm_status: {},\n  index: {},\n  plot_index: {},\n  kernels: {},\n  receivers: {}\n}\n\nfor (var k in _namespace) {\n  if (!(k in window.HoloViews)) {\n    window.HoloViews[k] = _namespace[k];\n  }\n}\n\n// Define Bokeh specific subclasses\nfunction BokehSelectionWidget() {\n  SelectionWidget.apply(this, arguments);\n}\n\nfunction BokehScrubberWidget() {\n  ScrubberWidget.apply(this, arguments);\n}\n\n// Let them inherit from the baseclasses\nBokehSelectionWidget.prototype = Object.create(SelectionWidget.prototype);\nBokehScrubberWidget.prototype = Object.create(ScrubberWidget.prototype);\n\n// Define methods to override on widgets\nvar BokehMethods = {\n  update_cache : function(){\n    for (var index in this.frames) {\n      this.frames[index] = JSON.parse(this.frames[index]);\n    }\n  },\n  update : function(current){\n    if (current === undefined) {\n      return;\n    }\n    var data = this.frames[current];\n    if (data !== undefined) {\n      if (data.root in HoloViews.plot_index) {\n        var doc = HoloViews.plot_index[data.root].model.document;\n      } else {\n        var doc = Bokeh.index[data.root].model.document;\n      }\n      doc.apply_json_patch(data.content);\n    }\n  },\n  init_comms: function() {\n    if (Bokeh.protocol !== undefined) {\n      this.receiver = new Bokeh.protocol.Receiver()\n    } else {\n      this.receiver = null;\n    }\n    return HoloViewsWidget.prototype.init_comms.call(this);\n  },\n  process_msg : function(msg) {\n    if (this.plot_id in HoloViews.plot_index) {\n      var doc = HoloViews.plot_index[this.plot_id].model.document;\n    } else {\n      var doc = Bokeh.index[this.plot_id].model.document;\n    }\n    if (this.receiver === null) { return }\n    var receiver = this.receiver;\n    if (msg.buffers.length > 0) {\n      receiver.consume(msg.buffers[0].buffer)\n    } else {\n      receiver.consume(msg.content.data)\n    }\n    const comm_msg = receiver.message;\n    if ((comm_msg != null) && (doc != null)) {\n      doc.apply_json_patch(comm_msg.content, comm_msg.buffers)\n    }\n  }\n}\n\n// Extend Bokeh widgets with backend specific methods\nextend(BokehSelectionWidget.prototype, BokehMethods);\nextend(BokehScrubberWidget.prototype, BokehMethods);\n\nwindow.HoloViews.BokehSelectionWidget = BokehSelectionWidget\nwindow.HoloViews.BokehScrubberWidget = BokehScrubberWidget\n\n    function JupyterCommManager() {\n    }\n\n    JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n      if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n        var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n        comm_manager.register_target(comm_id, function(comm) {\n          comm.on_msg(msg_handler);\n        });\n      } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n        window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n          comm.onMsg = msg_handler;\n        });\n      }\n    }\n\n    JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n      if (comm_id in window.PyViz.comms) {\n        return window.PyViz.comms[comm_id];\n      } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n        var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n        var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n        if (msg_handler) {\n          comm.on_msg(msg_handler);\n        }\n      } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n        var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n        comm.open();\n        if (msg_handler) {\n          comm.onMsg = msg_handler;\n        }\n      }\n\n      window.PyViz.comms[comm_id] = comm;\n      return comm;\n    }\n\n    window.PyViz.comm_manager = new JupyterCommManager();\n    \n\nvar JS_MIME_TYPE = 'application/javascript';\nvar HTML_MIME_TYPE = 'text/html';\nvar EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\nvar CLASS_NAME = 'output';\n\n/**\n * Render data to the DOM node\n */\nfunction render(props, node) {\n  var div = document.createElement(\"div\");\n  var script = document.createElement(\"script\");\n  node.appendChild(div);\n  node.appendChild(script);\n}\n\n/**\n * Handle when a new output is added\n */\nfunction handle_add_output(event, handle) {\n  var output_area = handle.output_area;\n  var output = handle.output;\n  if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n    return\n  }\n  var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n  var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n  if (id !== undefined) {\n    var nchildren = toinsert.length;\n    var html_node = toinsert[nchildren-1].children[0];\n    html_node.innerHTML = output.data[HTML_MIME_TYPE];\n    var scripts = [];\n    var nodelist = html_node.querySelectorAll(\"script\");\n    for (var i in nodelist) {\n      if (nodelist.hasOwnProperty(i)) {\n        scripts.push(nodelist[i])\n      }\n    }\n\n    scripts.forEach( function (oldScript) {\n      var newScript = document.createElement(\"script\");\n      var attrs = [];\n      var nodemap = oldScript.attributes;\n      for (var j in nodemap) {\n        if (nodemap.hasOwnProperty(j)) {\n          attrs.push(nodemap[j])\n        }\n      }\n      attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n      newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n      oldScript.parentNode.replaceChild(newScript, oldScript);\n    });\n    if (JS_MIME_TYPE in output.data) {\n      toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n    }\n    output_area._hv_plot_id = id;\n    if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n      window.PyViz.plot_index[id] = Bokeh.index[id];\n    } else {\n      window.PyViz.plot_index[id] = null;\n    }\n  } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n    var bk_div = document.createElement(\"div\");\n    bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n    var script_attrs = bk_div.children[0].attributes;\n    for (var i = 0; i < script_attrs.length; i++) {\n      toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n    }\n    // store reference to server id on output_area\n    output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n  }\n}\n\n/**\n * Handle when an output is cleared or removed\n */\nfunction handle_clear_output(event, handle) {\n  var id = handle.cell.output_area._hv_plot_id;\n  var server_id = handle.cell.output_area._bokeh_server_id;\n  if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n  var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n  if (server_id !== null) {\n    comm.send({event_type: 'server_delete', 'id': server_id});\n    return;\n  } 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     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import holoviews as hv\n",
    "from holoviews import opts\n",
    "\n",
    "hv.extension('bokeh')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "### Data structures\n",
    "\n",
    "`holoviews` has it's own concept of a dataset which can accept lots of different types of array-like data such as `numpy.array`, `pandas.Dataframe`, `xarray.Dataset`. To create a `holoviews.Dataset` we'll define which of the columns in our dataframe are the *key dimensions* and which are the *value dimensions*."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       ":Dataset   [lon,lat]   (day,species)"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "bird_ds = hv.Dataset(df, kdims=['lon', 'lat'], vdims=['day', 'species'])\n",
    "bird_ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [
    {
     "data": {
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       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
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       "\n",
       "    .dataframe tbody tr th {\n",
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       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>day</th>\n",
       "      <th>lon</th>\n",
       "      <th>lat</th>\n",
       "      <th>species</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
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       "      <th>0</th>\n",
       "      <td>1</td>\n",
       "      <td>-59.059606</td>\n",
       "      <td>-30.904415</td>\n",
       "      <td>Small-billed_Elaenia</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2</td>\n",
       "      <td>-59.078229</td>\n",
       "      <td>-30.918065</td>\n",
       "      <td>Small-billed_Elaenia</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3</td>\n",
       "      <td>-59.097509</td>\n",
       "      <td>-30.931192</td>\n",
       "      <td>Small-billed_Elaenia</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4</td>\n",
       "      <td>-59.117439</td>\n",
       "      <td>-30.943741</td>\n",
       "      <td>Small-billed_Elaenia</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5</td>\n",
       "      <td>-59.138009</td>\n",
       "      <td>-30.955660</td>\n",
       "      <td>Small-billed_Elaenia</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   day        lon        lat               species\n",
       "0    1 -59.059606 -30.904415  Small-billed_Elaenia\n",
       "1    2 -59.078229 -30.918065  Small-billed_Elaenia\n",
       "2    3 -59.097509 -30.931192  Small-billed_Elaenia\n",
       "3    4 -59.117439 -30.943741  Small-billed_Elaenia\n",
       "4    5 -59.138009 -30.955660  Small-billed_Elaenia"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "bird_ds.data.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "source": [
    "So we've essentially wrapped some metadata around our data."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "### Visualizing data\n",
    "\n",
    "Since we annotated our data with which dimensions are keys and which are value dimensions, we don't have to specify that later in the call to plot the data. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
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\",\"dtype\":\"float64\",\"shape\":[42705]},\"lon\":{\"__ndarray__\":\"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\",\"dtype\":\"float64\",\"shape\":[42705]}},\"selected\":{\"id\":\"1034\",\"type\":\"Selection\"},\"selection_policy\":{\"id\":\"1050\",\"type\":\"UnionRenderers\"}},\"id\":\"1033\",\"type\":\"ColumnDataSource\"},{\"attributes\":{\"grid_line_color\":{\"value\":null},\"ticker\":{\"id\":\"1013\",\"type\":\"BasicTicker\"}},\"id\":\"1016\",\"type\":\"Grid\"},{\"attributes\":{\"axis_label\":\"lat\",\"bounds\":\"auto\",\"formatter\":{\"id\":\"1043\",\"type\":\"BasicTickFormatter\"},\"major_label_orientation\":\"horizontal\",\"ticker\":{\"id\":\"1018\",\"type\":\"BasicTicker\"}},\"id\":\"1017\",\"type\":\"LinearAxis\"},{\"attributes\":{\"fill_color\":{\"value\":\"#30a2da\"},\"line_color\":{\"value\":\"#30a2da\"},\"size\":{\"units\":\"screen\",\"value\":2.449489742783178},\"x\":{\"field\":\"lon\"},\"y\":{\"field\":\"lat\"}},\"id\":\"1036\",\"type\":\"Scatter\"},{\"attributes\":{},\"id\":\"1018\",\"type\":\"BasicTicker\"},{\"attributes\":{\"dimension\":1,\"grid_line_color\":{\"value\":null},\"ticker\":{\"id\":\"1018\",\"type\":\"BasicTicker\"}},\"id\":\"1021\",\"type\":\"Grid\"},{\"attributes\":{},\"id\":\"1022\",\"type\":\"SaveTool\"},{\"attributes\":{},\"id\":\"1034\",\"type\":\"Selection\"},{\"attributes\":{},\"id\":\"1008\",\"type\":\"LinearScale\"},{\"attributes\":{\"data_source\":{\"id\":\"1033\",\"type\":\"ColumnDataSource\"},\"glyph\":{\"id\":\"1036\",\"type\":\"Scatter\"},\"hover_glyph\":null,\"muted_glyph\":{\"id\":\"1038\",\"type\":\"Scatter\"},\"nonselection_glyph\":{\"id\":\"1037\",\"type\":\"Scatter\"},\"selection_glyph\":null,\"view\":{\"id\":\"1040\",\"type\":\"CDSView\"}},\"id\":\"1039\",\"type\":\"GlyphRenderer\"},{\"attributes\":{\"fill_alpha\":{\"value\":0.2},\"fill_color\":{\"value\":\"#30a2da\"},\"line_alpha\":{\"value\":0.2},\"line_color\":{\"value\":\"#30a2da\"},\"size\":{\"units\":\"screen\",\"value\":2.449489742783178},\"x\":{\"field\":\"lon\"},\"y\":{\"field\":\"lat\"}},\"id\":\"1038\",\"type\":\"Scatter\"},{\"attributes\":{\"bottom_units\":\"screen\",\"fill_alpha\":{\"value\":0.5},\"fill_color\":{\"value\":\"lightgrey\"},\"left_units\":\"screen\",\"level\":\"overlay\",\"line_alpha\":{\"value\":1.0},\"line_color\":{\"value\":\"black\"},\"line_dash\":[4,4],\"line_width\":{\"value\":2},\"render_mode\":\"css\",\"right_units\":\"screen\",\"top_units\":\"screen\"},\"id\":\"1052\",\"type\":\"BoxAnnotation\"},{\"attributes\":{},\"id\":\"1023\",\"type\":\"PanTool\"}],\"root_ids\":[\"1003\"]},\"title\":\"Bokeh Application\",\"version\":\"1.1.0rc1\"}};\n",
       "  var render_items = [{\"docid\":\"2cf3e166-ac15-4e60-b9fa-39fbdc8eb10a\",\"roots\":{\"1003\":\"c67184d4-051b-4167-87f3-f8f71bf3f6dc\"}}];\n",
       "  root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n",
       "\n",
       "  }\n",
       "  if (root.Bokeh !== undefined) {\n",
       "    embed_document(root);\n",
       "  } else {\n",
       "    var attempts = 0;\n",
       "    var timer = setInterval(function(root) {\n",
       "      if (root.Bokeh !== undefined) {\n",
       "        embed_document(root);\n",
       "        clearInterval(timer);\n",
       "      }\n",
       "      attempts++;\n",
       "      if (attempts > 100) {\n",
       "        console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\");\n",
       "        clearInterval(timer);\n",
       "      }\n",
       "    }, 10, root)\n",
       "  }\n",
       "})(window);"
      ],
      "application/vnd.holoviews_exec.v0+json": "",
      "text/html": [
       "<div id='1003' style='display: table; margin: 0 auto;'>\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "  <div class=\"bk-root\" id=\"c67184d4-051b-4167-87f3-f8f71bf3f6dc\" data-root-id=\"1003\"></div>\n",
       "</div>"
      ],
      "text/plain": [
       ":Points   [lon,lat]   (day,species)"
      ]
     },
     "execution_count": 5,
     "metadata": {
      "application/vnd.holoviews_exec.v0+json": {
       "id": "1003"
      }
     },
     "output_type": "execute_result"
    }
   ],
   "source": [
    "p = bird_ds.to(hv.Points).opts(opts.Points(height=500, width=700))\n",
    "p"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      ":Points   [lon,lat]   (day,species)\n"
     ]
    }
   ],
   "source": [
    "print(p)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "We can look at the bird density across the timespan by instead making a hextiles plot."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [
    {
     "data": {
      "application/javascript": [
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       "// Ugly hack - see HoloViews #2574 for more information\n",
       "if (!(document.getElementById('1111')) && !(document.getElementById('_anim_imgNone'))) {\n",
       "  console.log(\"Creating DOM nodes dynamically for assumed nbconvert export. To generate clean HTML output set HV_DOC_HTML as an environment variable.\")\n",
       "  var htmlObject = document.createElement('div');\n",
       "  htmlObject.innerHTML = `<div id='1111' style='display: table; margin: 0 auto;'>\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "  <div class=\"bk-root\" id=\"4d32fd8c-86d0-411c-abc2-7211f1b58bd1\" data-root-id=\"1111\"></div>\n",
       "</div>`;\n",
       "  var scriptTags = document.getElementsByTagName('script');\n",
       "  var parentTag = scriptTags[scriptTags.length-1].parentNode;\n",
       "  if (parentTag.attributes.length && (parentTag.attributes[0].name == 'data-shell-mode')) {\n",
       "    alert('Displaying PyViz objects in JupyterLab requires the jupyterlab_pyviz extension to be installed, install it with:\\n\\n\\tjupyter labextension install @pyviz/jupyterlab_pyviz');\n",
       "  } else {\n",
       "    parentTag.append(htmlObject)\n",
       "  }\n",
       "}\n",
       "(function(root) {\n",
       "  function embed_document(root) {\n",
       "    \n",
       "  var docs_json = 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,\"hover_glyph\":null,\"muted_glyph\":{\"id\":\"1151\",\"type\":\"HexTile\"},\"nonselection_glyph\":{\"id\":\"1150\",\"type\":\"HexTile\"},\"selection_glyph\":null,\"view\":{\"id\":\"1153\",\"type\":\"CDSView\"}},\"id\":\"1152\",\"type\":\"GlyphRenderer\"},{\"attributes\":{\"grid_line_color\":{\"value\":null},\"ticker\":{\"id\":\"1121\",\"type\":\"BasicTicker\"}},\"id\":\"1124\",\"type\":\"Grid\"},{\"attributes\":{\"text\":\"\",\"text_color\":{\"value\":\"black\"},\"text_font_size\":{\"value\":\"12pt\"}},\"id\":\"1112\",\"type\":\"Title\"},{\"attributes\":{\"callback\":null,\"end\":72.1362543082153,\"reset_end\":72.1362543082153,\"reset_start\":-50.8305029978382,\"start\":-50.8305029978382,\"tags\":[[[\"lat\",\"lat\",null]]]},\"id\":\"1110\",\"type\":\"Range1d\"},{\"attributes\":{\"aspect_scale\":1.237731921270409,\"fill_color\":{\"field\":\"Count\",\"transform\":{\"id\":\"1145\",\"type\":\"LinearColorMapper\"}},\"line_color\":{\"field\":\"Count\",\"transform\":{\"id\":\"1145\",\"type\":\"LinearColorMapper\"}},\"q\":{\"field\":\"q\"},\"r\":{\"field\":\"r\"},\"size\":1.6395567640807132},\"id\":\"1149\",\"type\":\"HexTile\"},{\"attributes\":{\"source\":{\"id\":\"1146\",\"type\":\"ColumnDataSource\"}},\"id\":\"1153\",\"type\":\"CDSView\"},{\"attributes\":{\"axis_label\":\"lat\",\"bounds\":\"auto\",\"formatter\":{\"id\":\"1143\",\"type\":\"BasicTickFormatter\"},\"major_label_orientation\":\"horizontal\",\"ticker\":{\"id\":\"1126\",\"type\":\"BasicTicker\"}},\"id\":\"1125\",\"type\":\"LinearAxis\"}],\"root_ids\":[\"1111\"]},\"title\":\"Bokeh Application\",\"version\":\"1.1.0rc1\"}};\n",
       "  var render_items = [{\"docid\":\"98bba629-575a-41d3-ba12-bc507b92625f\",\"roots\":{\"1111\":\"4d32fd8c-86d0-411c-abc2-7211f1b58bd1\"}}];\n",
       "  root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n",
       "\n",
       "  }\n",
       "  if (root.Bokeh !== undefined) {\n",
       "    embed_document(root);\n",
       "  } else {\n",
       "    var attempts = 0;\n",
       "    var timer = setInterval(function(root) {\n",
       "      if (root.Bokeh !== undefined) {\n",
       "        embed_document(root);\n",
       "        clearInterval(timer);\n",
       "      }\n",
       "      attempts++;\n",
       "      if (attempts > 100) {\n",
       "        console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\");\n",
       "        clearInterval(timer);\n",
       "      }\n",
       "    }, 10, root)\n",
       "  }\n",
       "})(window);"
      ],
      "application/vnd.holoviews_exec.v0+json": "",
      "text/html": [
       "<div id='1111' style='display: table; margin: 0 auto;'>\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "  <div class=\"bk-root\" id=\"4d32fd8c-86d0-411c-abc2-7211f1b58bd1\" data-root-id=\"1111\"></div>\n",
       "</div>"
      ],
      "text/plain": [
       ":HexTiles   [lon,lat]   (day,species)"
      ]
     },
     "execution_count": 7,
     "metadata": {
      "application/vnd.holoviews_exec.v0+json": {
       "id": "1111"
      }
     },
     "output_type": "execute_result"
    }
   ],
   "source": [
    "hv.HexTiles(bird_ds).opts(opts.HexTiles(height=500, width=700))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "### Styling\n",
    "\n",
    "We can use a special colormap from `colorcet` to get the maximum visual distance between each species. Here I am using [Glasbey colors](https://github.com/taketwo/glasbey) and creating a colormap where each bird is mapped to a specific color."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [],
   "source": [
    "import colorcet as cc\n",
    "\n",
    "species_cmap = dict(zip(df.species.cat.categories, cc.glasbey))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "application/javascript": [
       "\n",
       "// Ugly hack - see HoloViews #2574 for more information\n",
       "if (!(document.getElementById('1276')) && !(document.getElementById('_anim_imgNone'))) {\n",
       "  console.log(\"Creating DOM nodes dynamically for assumed nbconvert export. To generate clean HTML output set HV_DOC_HTML as an environment variable.\")\n",
       "  var htmlObject = document.createElement('div');\n",
       "  htmlObject.innerHTML = `<div id='1276' style='display: table; margin: 0 auto;'>\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "  <div class=\"bk-root\" id=\"9b7ba1c0-c011-425c-9438-cb94f75ac456\" data-root-id=\"1276\"></div>\n",
       "</div>`;\n",
       "  var scriptTags = document.getElementsByTagName('script');\n",
       "  var parentTag = scriptTags[scriptTags.length-1].parentNode;\n",
       "  if (parentTag.attributes.length && (parentTag.attributes[0].name == 'data-shell-mode')) {\n",
       "    alert('Displaying PyViz objects in JupyterLab requires the jupyterlab_pyviz extension to be installed, install it with:\\n\\n\\tjupyter labextension install @pyviz/jupyterlab_pyviz');\n",
       "  } else {\n",
       "    parentTag.append(htmlObject)\n",
       "  }\n",
       "}\n",
       "(function(root) {\n",
       "  function embed_document(root) {\n",
       "    \n",
       "  var docs_json = 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\"#8c3bff\",\"#018700\",\"#00acc6\",\"#97ff00\",\"#ff7ed1\",\"#6b004f\",\"#ffa52f\",\"#573b00\",\"#005659\",\"#0000dd\",\"#00fdcf\",\"#a17569\",\"#bcb6ff\",\"#95b577\",\"#bf03b8\",\"#645474\",\"#790000\",\"#0774d8\",\"#fdf490\",\"#004b00\",\"#8e7900\",\"#ff7266\",\"#edb8b8\",\"#5d7e66\",\"#9ae4ff\",\"#eb0077\",\"#a57bb8\",\"#5900a3\",\"#03c600\",\"#9e4b00\",\"#9c3b4f\",\"#cac300\",\"#708297\",\"#00af89\",\"#8287ff\",\"#5d363b\",\"#380000\",\"#fdbfff\",\"#bde6bf\",\"#db6d01\",\"#93b8b5\",\"#e452ff\",\"#2f5282\",\"#c36690\",\"#54621f\",\"#c49e72\",\"#038287\",\"#69e680\",\"#802690\",\"#6db3ff\",\"#4d33ff\",\"#85a301\",\"#fd03ca\",\"#c1a5c4\",\"#c45646\",\"#75573d\",\"#016742\",\"#00d6d4\",\"#dadfff\",\"#f9ff00\",\"#6967af\",\"#c39700\",\"#e1cd9c\",\"#da95ff\",\"#ba03fd\",\"#915282\",\"#a00072\",\"#569a54\",\"#d38c8e\",\"#364426\",\"#97a5c3\",\"#8e8c5e\",\"#ff4600\",\"#c8fff9\",\"#ae6dff\",\"#6ecfa7\",\"#bfff8c\",\"#8c54b1\",\"#773618\",\"#ffa079\",\"#a8001f\",\"#ff1c44\",\"#5e1123\",\"#679793\",\"#ff5e93\",\"#4b6774\",\"#5291cc\",\"#aa7031\",\"#01cffd\",\"#00c36b\",\"#60345d\",\"#90d42f\",\"#bfd47c\",\"#5044a1\",\"#4d230c\",\"#7c5900\",\"#ffcd44\",\"#8201cf\",\"#4dfdff\",\"#89003d\",\"#7b525b\",\"#00749c\",\"#aa8297\",\"#80708e\",\"#6264fd\",\"#c33489\",\"#cd2846\",\"#ff9ab5\",\"#c35dba\",\"#216701\",\"#008e64\",\"#628023\",\"#8987bf\",\"#97ddd4\",\"#cd7e57\",\"#d1b65b\"]},\"id\":\"1306\",\"type\":\"CategoricalColorMapper\"},{\"attributes\":{},\"id\":\"1299\",\"type\":\"ResetTool\"}],\"root_ids\":[\"1276\"]},\"title\":\"Bokeh Application\",\"version\":\"1.1.0rc1\"}};\n",
       "  var render_items = [{\"docid\":\"f786d70f-6637-4cb9-93a5-50033c3983f6\",\"roots\":{\"1276\":\"9b7ba1c0-c011-425c-9438-cb94f75ac456\"}}];\n",
       "  root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n",
       "\n",
       "  }\n",
       "  if (root.Bokeh !== undefined) {\n",
       "    embed_document(root);\n",
       "  } else {\n",
       "    var attempts = 0;\n",
       "    var timer = setInterval(function(root) {\n",
       "      if (root.Bokeh !== undefined) {\n",
       "        embed_document(root);\n",
       "        clearInterval(timer);\n",
       "      }\n",
       "      attempts++;\n",
       "      if (attempts > 100) {\n",
       "        console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\");\n",
       "        clearInterval(timer);\n",
       "      }\n",
       "    }, 10, root)\n",
       "  }\n",
       "})(window);"
      ],
      "application/vnd.holoviews_exec.v0+json": "",
      "text/html": [
       "<div id='1276' style='display: table; margin: 0 auto;'>\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "  <div class=\"bk-root\" id=\"9b7ba1c0-c011-425c-9438-cb94f75ac456\" data-root-id=\"1276\"></div>\n",
       "</div>"
      ],
      "text/plain": [
       ":Points   [lon,lat]   (day,species)"
      ]
     },
     "execution_count": 9,
     "metadata": {
      "application/vnd.holoviews_exec.v0+json": {
       "id": "1276"
      }
     },
     "output_type": "execute_result"
    }
   ],
   "source": [
    "p.opts(opts.Points(color_index='species', height=500, width=800, legend_position='right', cmap=species_cmap))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "source": [
    "Notice that `p` itself was not altered, just the way that `p` was rendered in that one cell."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "### Grouping\n",
    "\n",
    "Just as we did in `hvplot` we can group these plots and add widgets to enhance the dimensionality of out visualization."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "application/javascript": [
       "\n",
       "// Ugly hack - see HoloViews #2574 for more information\n",
       "if (!(document.getElementById('1394')) && !(document.getElementById('_anim_img0ae471c9628b4a81ad446badc37b9f04'))) {\n",
       "  console.log(\"Creating DOM nodes dynamically for assumed nbconvert export. To generate clean HTML output set HV_DOC_HTML as an environment variable.\")\n",
       "  var htmlObject = document.createElement('div');\n",
       "  htmlObject.innerHTML = `<div class=\"hololayout row row-fluid\">\n",
       "  <div class=\"holoframe\" id=\"display_area0ae471c9628b4a81ad446badc37b9f04\">\n",
       "    <div id=\"_anim_img0ae471c9628b4a81ad446badc37b9f04\">\n",
       "      \n",
       "      <div id='1394' style='display: table; margin: 0 auto;'>\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "  <div class=\"bk-root\" id=\"22d8f4b2-a4db-4006-b839-9a4acb145d6e\" data-root-id=\"1394\"></div>\n",
       "</div>\n",
       "      \n",
       "    </div>\n",
       "  </div>\n",
       "  <div class=\"holowidgets\" id=\"widget_area0ae471c9628b4a81ad446badc37b9f04\">\n",
       "    <form class=\"holoform well\" id=\"form0ae471c9628b4a81ad446badc37b9f04\">\n",
       "      \n",
       "      \n",
       "      <div class=\"form-group control-group holoformgroup\" style=''>\n",
       "        <label for=\"textInput0ae471c9628b4a81ad446badc37b9f04_day\">\n",
       "          <strong>day:</strong>\n",
       "        </label>\n",
       "        <div class=\"holowell\">\n",
       "          <div class=\"hologroup\">\n",
       "            <input type=\"text\" class=\"holotext form-control input-small\"\n",
       "                   id=\"textInput0ae471c9628b4a81ad446badc37b9f04_day\" value=\"\" readonly>\n",
       "          </div>\n",
       "          <div class=\"holoslider\"\n",
       "               id=\"_anim_widget0ae471c9628b4a81ad446badc37b9f04_day\"></div>\n",
       "        </div>\n",
       "      </div>\n",
       "      \n",
       "        \n",
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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\", 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ed_Warbler\\\",\\\"Olive-sided_Flycatcher\\\",\\\"Connecticut_Warbler\\\",\\\"Hermit_Warbler\\\",\\\"Sulphur-bellied_Flycatcher\\\",\\\"Black-throated_Green_Warbler\\\",\\\"Ruby-throated_Hummingbird\\\",\\\"Yellow-throated_Vireo\\\",\\\"Veery\\\",\\\"Louisiana_Waterthrush\\\",\\\"Mourning_Warbler\\\",\\\"Kentucky_Warbler\\\",\\\"Rufous_Hummingbird\\\",\\\"Townsend_s_Warbler\\\",\\\"White-crested_Elaenia\\\",\\\"Northern_Waterthrush\\\",\\\"Wilson_s_Phalarope\\\",\\\"Brown-crested_Flycatcher\\\",\\\"Scarlet_Tanager\\\",\\\"Virginia_s_Warbler\\\",\\\"Rusty_Blackbird\\\",\\\"Willow_Flycatcher\\\",\\\"Yellow-bellied_Sapsucker\\\",\\\"Spot-billed_Ground-Tyrant\\\",\\\"Western_Wood-Pewee\\\",\\\"Palm_Warbler\\\",\\\"Purple_Sandpiper\\\",\\\"Bullock_s_Oriole\\\",\\\"Red-eyed_Vireo\\\",\\\"Blackburnian_Warbler\\\",\\\"Worm-eating_Warbler\\\",\\\"Brown-chested_Martin\\\",\\\"Crowned_Slaty_Flycatcher\\\",\\\"Smith_s_Longspur\\\",\\\"Warbling_Vireo\\\",\\\"Yellow-billed_Cuckoo\\\",\\\"Orange-crowned_Warbler\\\",\\\"Black-billed_Cuckoo\\\",\\\"Canada_Warbler\\\",\\\"Blue-headed_Vireo\\\",\\\"Hammond_s_Flycatcher\\\",\\\"Least_Seedsnipe\\\",\\\"Harris_s_Sparrow\\\",\\\"Gray-cheeked_Thrush\\\",\\\"Golden-crowned_Sparrow\\\",\\\"Great_Crested_Flycatcher\\\",\\\"Cassin_s_Vireo\\\",\\\"American_Golden-Plover\\\",\\\"Bicknell_s_Thrush\\\",\\\"Western_Tanager\\\",\\\"Baird_s_Sandpiper\\\",\\\"Baird_s_Sparrow\\\",\\\"White-browed_Ground-Tyrant\\\",\\\"Dark-faced_Ground-Tyrant\\\",\\\"Common_Nighthawk\\\",\\\"Chestnut-collared_Longspur\\\",\\\"Pacific-slope_Flycatcher\\\",\\\"Wilson_s_Warbler\\\"]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1394\\\"}\"};\n",
       "  var dim_vals = ['1.0'];\n",
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       "  var notFound = \"<h2 style='vertical-align: middle>No frame at selected dimension value.<h2>\";\n",
       "\n",
       "  var anim = new HoloViews.BokehSelectionWidget(frame_data, \"0ae471c9628b4a81ad446badc37b9f04\", widget_ids,\n",
       "  keyMap, dim_vals, notFound, false, \"default\",\n",
       "  true, \"./json_figures/\", false, \"1394\");\n",
       "\n",
       "  HoloViews.index['1394'] = anim;\n",
       "}\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "HoloViews.init_slider('0ae471c9628b4a81ad446badc37b9f04', '1394', 'day', ['1.0', '2.0', '3.0', '4.0', '5.0', '6.0', '7.0', '8.0', '9.0', '10.0', '11.0', '12.0', '13.0', '14.0', '15.0', '16.0', '17.0', '18.0', '19.0', '20.0', '21.0', '22.0', '23.0', '24.0', '25.0', '26.0', '27.0', '28.0', '29.0', '30.0', '31.0', '32.0', '33.0', '34.0', '35.0', '36.0', '37.0', '38.0', '39.0', '40.0', '41.0', '42.0', '43.0', '44.0', '45.0', '46.0', '47.0', '48.0', '49.0', '50.0', '51.0', '52.0', '53.0', '54.0', '55.0', '56.0', '57.0', '58.0', '59.0', '60.0', '61.0', '62.0', '63.0', '64.0', '65.0', '66.0', '67.0', '68.0', '69.0', '70.0', '71.0', '72.0', '73.0', '74.0', '75.0', '76.0', '77.0', '78.0', '79.0', '80.0', '81.0', '82.0', '83.0', '84.0', '85.0', '86.0', '87.0', '88.0', '89.0', '90.0', '91.0', '92.0', '93.0', '94.0', '95.0', '96.0', '97.0', '98.0', '99.0', '100.0', '101.0', '102.0', '103.0', '104.0', '105.0', '106.0', '107.0', '108.0', '109.0', '110.0', '111.0', '112.0', '113.0', '114.0', '115.0', '116.0', '117.0', '118.0', '119.0', '120.0', '121.0', '122.0', '123.0', '124.0', '125.0', '126.0', '127.0', '128.0', '129.0', '130.0', '131.0', '132.0', '133.0', '134.0', '135.0', '136.0', '137.0', '138.0', '139.0', '140.0', '141.0', '142.0', '143.0', '144.0', '145.0', '146.0', '147.0', '148.0', '149.0', '150.0', '151.0', '152.0', '153.0', '154.0', '155.0', '156.0', '157.0', '158.0', '159.0', '160.0', '161.0', '162.0', '163.0', '164.0', '165.0', '166.0', '167.0', '168.0', '169.0', '170.0', '171.0', '172.0', '173.0', '174.0', '175.0', '176.0', '177.0', '178.0', '179.0', '180.0', '181.0', '182.0', '183.0', '184.0', '185.0', '186.0', '187.0', '188.0', '189.0', '190.0', '191.0', '192.0', '193.0', '194.0', '195.0', '196.0', '197.0', '198.0', '199.0', '200.0', '201.0', '202.0', '203.0', '204.0', '205.0', '206.0', '207.0', '208.0', '209.0', '210.0', '211.0', '212.0', '213.0', '214.0', '215.0', '216.0', '217.0', '218.0', '219.0', '220.0', '221.0', '222.0', '223.0', '224.0', '225.0', '226.0', '227.0', '228.0', '229.0', '230.0', '231.0', '232.0', '233.0', '234.0', '235.0', '236.0', '237.0', '238.0', '239.0', '240.0', '241.0', '242.0', '243.0', '244.0', '245.0', '246.0', '247.0', '248.0', '249.0', '250.0', '251.0', '252.0', '253.0', '254.0', '255.0', '256.0', '257.0', '258.0', '259.0', '260.0', '261.0', '262.0', '263.0', '264.0', '265.0', '266.0', '267.0', '268.0', '269.0', '270.0', '271.0', '272.0', '273.0', '274.0', '275.0', '276.0', '277.0', '278.0', '279.0', '280.0', '281.0', '282.0', '283.0', '284.0', '285.0', '286.0', '287.0', '288.0', '289.0', '290.0', '291.0', '292.0', '293.0', '294.0', '295.0', '296.0', '297.0', '298.0', '299.0', '300.0', '301.0', '302.0', '303.0', '304.0', '305.0', '306.0', '307.0', '308.0', '309.0', '310.0', '311.0', '312.0', '313.0', '314.0', '315.0', '316.0', '317.0', '318.0', '319.0', '320.0', '321.0', '322.0', '323.0', '324.0', '325.0', '326.0', '327.0', '328.0', '329.0', '330.0', '331.0', '332.0', '333.0', '334.0', '335.0', '336.0', 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'121', '122', '123', '124', '125', '126', '127', '128', '129', '130', '131', '132', '133', '134', '135', '136', '137', '138', '139', '140', '141', '142', '143', '144', '145', '146', '147', '148', '149', '150', '151', '152', '153', '154', '155', '156', '157', '158', '159', '160', '161', '162', '163', '164', '165', '166', '167', '168', '169', '170', '171', '172', '173', '174', '175', '176', '177', '178', '179', '180', '181', '182', '183', '184', '185', '186', '187', '188', '189', '190', '191', '192', '193', '194', '195', '196', '197', '198', '199', '200', '201', '202', '203', '204', '205', '206', '207', '208', '209', '210', '211', '212', '213', '214', '215', '216', '217', '218', '219', '220', '221', '222', '223', '224', '225', '226', '227', '228', '229', '230', '231', '232', '233', '234', '235', '236', '237', '238', '239', '240', '241', '242', '243', '244', '245', '246', '247', '248', '249', '250', '251', '252', '253', '254', '255', '256', '257', '258', '259', '260', '261', '262', '263', '264', '265', '266', '267', '268', '269', '270', '271', '272', '273', '274', '275', '276', '277', '278', '279', '280', '281', '282', '283', '284', '285', '286', '287', '288', '289', '290', '291', '292', '293', '294', '295', '296', '297', '298', '299', '300', '301', '302', '303', '304', '305', '306', '307', '308', '309', '310', '311', '312', '313', '314', '315', '316', '317', '318', '319', '320', '321', '322', '323', '324', '325', '326', '327', '328', '329', '330', '331', '332', '333', '334', '335', '336', '337', '338', '339', '340', '341', '342', '343', '344', '345', '346', '347', '348', '349', '350', '351', '352', '353', '354', '355', '356', '357', '358', '359', '360', '361', '362', '363', '364', '365'], false, 1, 0, 'None', 0, 50, 'https://code.jquery.com/ui/1.10.4/jquery-ui.min.js', 'https://cdnjs.cloudflare.com/ajax/libs/underscore.js/1.8.3/underscore-min.js')\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "create_widget();\n",
       "\n",
       "// Ugly hack - see HoloViews #2574 for more information\n",
       "if (!(document.getElementById('1394')) && !(document.getElementById('_anim_imgNone'))) {\n",
       "  console.log(\"Creating DOM nodes dynamically for assumed nbconvert export. To generate clean HTML output set HV_DOC_HTML as an environment variable.\")\n",
       "  var htmlObject = document.createElement('div');\n",
       "  htmlObject.innerHTML = `<div id='1394' style='display: table; margin: 0 auto;'>\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "  <div class=\"bk-root\" id=\"22d8f4b2-a4db-4006-b839-9a4acb145d6e\" data-root-id=\"1394\"></div>\n",
       "</div>`;\n",
       "  var scriptTags = document.getElementsByTagName('script');\n",
       "  var parentTag = scriptTags[scriptTags.length-1].parentNode;\n",
       "  if (parentTag.attributes.length && (parentTag.attributes[0].name == 'data-shell-mode')) {\n",
       "    alert('Displaying PyViz objects in JupyterLab requires the jupyterlab_pyviz extension to be installed, install it with:\\n\\n\\tjupyter labextension install @pyviz/jupyterlab_pyviz');\n",
       "  } else {\n",
       "    parentTag.append(htmlObject)\n",
       "  }\n",
       "}\n",
       "(function(root) {\n",
       "  function embed_document(root) {\n",
       "    \n",
       "  var docs_json = 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       "  var render_items = [{\"docid\":\"29c59f3c-29ae-4764-860b-7a7465380e1f\",\"roots\":{\"1394\":\"22d8f4b2-a4db-4006-b839-9a4acb145d6e\"}}];\n",
       "  root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n",
       "\n",
       "  }\n",
       "  if (root.Bokeh !== undefined) {\n",
       "    embed_document(root);\n",
       "  } else {\n",
       "    var attempts = 0;\n",
       "    var timer = setInterval(function(root) {\n",
       "      if (root.Bokeh !== undefined) {\n",
       "        embed_document(root);\n",
       "        clearInterval(timer);\n",
       "      }\n",
       "      attempts++;\n",
       "      if (attempts > 100) {\n",
       "        console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\");\n",
       "        clearInterval(timer);\n",
       "      }\n",
       "    }, 10, root)\n",
       "  }\n",
       "})(window);"
      ],
      "application/vnd.holoviews_exec.v0+json": "",
      "text/html": [
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       "  <div class=\"holoframe\" id=\"display_area0ae471c9628b4a81ad446badc37b9f04\">\n",
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       "\n",
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       "\n",
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       "        <label for=\"textInput0ae471c9628b4a81ad446badc37b9f04_day\">\n",
       "          <strong>day:</strong>\n",
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       "          <div class=\"hologroup\">\n",
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       "                   id=\"textInput0ae471c9628b4a81ad446badc37b9f04_day\" value=\"\" readonly>\n",
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       "</div>"
      ],
      "text/plain": [
       ":HoloMap   [day]\n",
       "   :Points   [lon,lat]   (day,species)"
      ]
     },
     "execution_count": 10,
     "metadata": {
      "application/vnd.holoviews_exec.v0+json": {
       "id": "1394"
      }
     },
     "output_type": "execute_result"
    }
   ],
   "source": [
    "grouped_birds = p.groupby('day')\n",
    "grouped_birds.opts(opts.Points(color_index='species', height=500, width=700,\n",
    "                               show_legend=False, tools=['hover', 'tap', 'box_select'],\n",
    "                               cmap=species_cmap, size=5))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      ":HoloMap   [day]\n",
      "   :Points   [lon,lat]   (day,species)\n"
     ]
    }
   ],
   "source": [
    "print(grouped_birds)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "### Adding another layer of data\n",
    "\n",
    "It is often useful to add another layer of information under a dataset. In this case we might suspect that birds are motivated to migrate because of changing temperature. We will explore that hypothesis by importing data from a global climate model. For this we will use `xarray`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [],
   "source": [
    "import os\n",
    "import xarray as xr\n",
    "import hvplot.xarray"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/jsignell/conda/envs/birds/lib/python3.7/site-packages/xarray/coding/times.py:419: SerializationWarning: Unable to decode time axis into full numpy.datetime64 objects, continuing using cftime.datetime objects instead, reason: dates out of range\n",
      "  self.use_cftime)\n",
      "/Users/jsignell/conda/envs/birds/lib/python3.7/site-packages/numpy/core/numeric.py:538: SerializationWarning: Unable to decode time axis into full numpy.datetime64 objects, continuing using cftime.datetime objects instead, reason: dates out of range\n",
      "  return array(a, dtype, copy=False, order=order)\n"
     ]
    }
   ],
   "source": [
    "data_url = 'http://www.esrl.noaa.gov/psd/thredds/dodsC/Datasets/ncep/air.day.ltm.nc'\n",
    "\n",
    "# I downloaded the file locally because I was hitting rate limits.\n",
    "local_file = './data/air.day.ltm.nc'\n",
    "if os.path.isfile(local_file):\n",
    "    data_url = local_file\n",
    "    \n",
    "ds = xr.open_dataset(data_url)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "The time is in a strange format because it is day of year means for each grid cell. We can convert those to integer day of year like we have for our bird data."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<xarray.DataArray 'day' (day: 365)>\n",
       "array([  1,   2,   3, ..., 363, 364, 365])\n",
       "Coordinates:\n",
       "  * day      (day) int64 1 2 3 4 5 6 7 8 9 ... 358 359 360 361 362 363 364 365"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = ds.rename(time='day')\n",
    "ds['day'] = list(range(1,366))\n",
    "ds.day"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "source": [
    "We'll use `hvplot` to quickly take a look at this new data."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
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\",\"dtype\":\"float32\",\"shape\":[73,144]}],\"x\":[-1.25],\"y\":[-91.25]},\"selected\":{\"id\":\"3387\",\"type\":\"Selection\"},\"selection_policy\":{\"id\":\"3406\",\"type\":\"UnionRenderers\"}},\"id\":\"3386\",\"type\":\"ColumnDataSource\"},{\"attributes\":{\"callback\":null,\"end\":358.75,\"reset_end\":358.75,\"reset_start\":-1.25,\"start\":-1.25,\"tags\":[[[\"lon\",\"lon\",null]]]},\"id\":\"3351\",\"type\":\"Range1d\"},{\"attributes\":{\"source\":{\"id\":\"3386\",\"type\":\"ColumnDataSource\"}},\"id\":\"3392\",\"type\":\"CDSView\"},{\"attributes\":{\"color_mapper\":{\"id\":\"3385\",\"type\":\"LinearColorMapper\"},\"dh\":{\"field\":\"dh\",\"units\":\"data\"},\"dw\":{\"field\":\"dw\",\"units\":\"data\"},\"image\":{\"field\":\"image\"},\"x\":{\"field\":\"x\"},\"y\":{\"field\":\"y\"}},\"id\":\"3390\",\"type\":\"Image\"},{\"attributes\":{\"callback\":null,\"end\":91.25,\"reset_end\":91.25,\"reset_start\":-91.25,\"start\":-91.25,\"tags\":[[[\"lat\",\"lat\",null]]]},\"id\":\"3352\",\"type\":\"Range1d\"},{\"attributes\":{},\"id\":\"3405\",\"type\":\"BasicTickFormatter\"},{\"attributes\":{\"axis_label\":\"lat\",\"bounds\":\"auto\",\"formatter\":{\"id\":\"3398\",\"type\":\"BasicTickFormatter\"},\"major_label_orientation\":\"horizontal\",\"ticker\":{\"id\":\"3369\",\"type\":\"BasicTicker\"}},\"id\":\"3368\",\"type\":\"LinearAxis\"}],\"root_ids\":[\"3354\"]},\"title\":\"Bokeh Application\",\"version\":\"1.1.0rc1\"}};\n",
       "  var render_items = [{\"docid\":\"7adc24de-60c8-4d48-8892-1b3efaab95b7\",\"roots\":{\"3354\":\"a94fd2df-300c-478d-abbc-b1a764a6a152\"}}];\n",
       "  root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n",
       "\n",
       "  }\n",
       "  if (root.Bokeh !== undefined) {\n",
       "    embed_document(root);\n",
       "  } else {\n",
       "    var attempts = 0;\n",
       "    var timer = setInterval(function(root) {\n",
       "      if (root.Bokeh !== undefined) {\n",
       "        embed_document(root);\n",
       "        clearInterval(timer);\n",
       "      }\n",
       "      attempts++;\n",
       "      if (attempts > 100) {\n",
       "        console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\");\n",
       "        clearInterval(timer);\n",
       "      }\n",
       "    }, 10, root)\n",
       "  }\n",
       "})(window);"
      ],
      "application/vnd.holoviews_exec.v0+json": "",
      "text/html": [
       "<div class=\"hololayout row row-fluid\">\n",
       "  <div class=\"holoframe\" id=\"display_areabef15761adaf4d9a990998fb117ec161\">\n",
       "    <div id=\"_anim_imgbef15761adaf4d9a990998fb117ec161\">\n",
       "      \n",
       "      <div id='3354' style='display: table; margin: 0 auto;'>\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "  <div class=\"bk-root\" id=\"a94fd2df-300c-478d-abbc-b1a764a6a152\" data-root-id=\"3354\"></div>\n",
       "</div>\n",
       "      \n",
       "    </div>\n",
       "  </div>\n",
       "  <div class=\"holowidgets\" id=\"widget_areabef15761adaf4d9a990998fb117ec161\">\n",
       "    <form class=\"holoform well\" id=\"formbef15761adaf4d9a990998fb117ec161\">\n",
       "      \n",
       "      \n",
       "      <div class=\"form-group control-group holoformgroup\" style=''>\n",
       "        <label for=\"textInputbef15761adaf4d9a990998fb117ec161_Level_left_parenthesis_mb_right_parenthesis\">\n",
       "          <strong>Level (mb):</strong>\n",
       "        </label>\n",
       "        <div class=\"holowell\">\n",
       "          <div class=\"hologroup\">\n",
       "            <input type=\"text\" class=\"holotext form-control input-small\"\n",
       "                   id=\"textInputbef15761adaf4d9a990998fb117ec161_Level_left_parenthesis_mb_right_parenthesis\" value=\"\" readonly>\n",
       "          </div>\n",
       "          <div class=\"holoslider\"\n",
       "               id=\"_anim_widgetbef15761adaf4d9a990998fb117ec161_Level_left_parenthesis_mb_right_parenthesis\"></div>\n",
       "        </div>\n",
       "      </div>\n",
       "      \n",
       "        \n",
       "      \n",
       "      <div class=\"form-group control-group holoformgroup\" style=''>\n",
       "        <label for=\"textInputbef15761adaf4d9a990998fb117ec161_day\">\n",
       "          <strong>day:</strong>\n",
       "        </label>\n",
       "        <div class=\"holowell\">\n",
       "          <div class=\"hologroup\">\n",
       "            <input type=\"text\" class=\"holotext form-control input-small\"\n",
       "                   id=\"textInputbef15761adaf4d9a990998fb117ec161_day\" value=\"\" readonly>\n",
       "          </div>\n",
       "          <div class=\"holoslider\"\n",
       "               id=\"_anim_widgetbef15761adaf4d9a990998fb117ec161_day\"></div>\n",
       "        </div>\n",
       "      </div>\n",
       "      \n",
       "        \n",
       "        </form>\n",
       "    </div>\n",
       "</div>"
      ],
      "text/plain": [
       ":DynamicMap   [level,day]\n",
       "   :Image   [lon,lat]   (air)"
      ]
     },
     "execution_count": 15,
     "metadata": {
      "application/vnd.holoviews_exec.v0+json": {
       "id": "3354"
      }
     },
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds['air'].hvplot(x='lon', y='lat', groupby=['level', 'day'], height=500)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "source": [
    "Since we are interested in the temperature near the surface of the earth, we only really need the 1000mbar level. We can select that directly from the `xarray.dataset`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
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\",\"dtype\":\"float32\",\"shape\":[73,144]}],\"x\":[-1.25],\"y\":[-91.25]},\"selected\":{\"id\":\"3508\",\"type\":\"Selection\"},\"selection_policy\":{\"id\":\"3527\",\"type\":\"UnionRenderers\"}},\"id\":\"3507\",\"type\":\"ColumnDataSource\"},{\"attributes\":{\"dimension\":1,\"grid_line_color\":{\"value\":null},\"ticker\":{\"id\":\"3490\",\"type\":\"BasicTicker\"}},\"id\":\"3493\",\"type\":\"Grid\"},{\"attributes\":{\"overlay\":{\"id\":\"3529\",\"type\":\"BoxAnnotation\"}},\"id\":\"3497\",\"type\":\"BoxZoomTool\"},{\"attributes\":{},\"id\":\"3508\",\"type\":\"Selection\"},{\"attributes\":{\"axis_label\":\"lat\",\"bounds\":\"auto\",\"formatter\":{\"id\":\"3519\",\"type\":\"BasicTickFormatter\"},\"major_label_orientation\":\"horizontal\",\"ticker\":{\"id\":\"3490\",\"type\":\"BasicTicker\"}},\"id\":\"3489\",\"type\":\"LinearAxis\"},{\"attributes\":{\"color_mapper\":{\"id\":\"3506\",\"type\":\"LinearColorMapper\"},\"dh\":{\"field\":\"dh\",\"units\":\"data\"},\"dw\":{\"field\":\"dw\",\"units\":\"data\"},\"image\":{\"field\":\"image\"},\"x\":{\"field\":\"x\"},\"y\":{\"field\":\"y\"}},\"id\":\"3510\",\"type\":\"Image\"},{\"attributes\":{},\"id\":\"3490\",\"type\":\"BasicTicker\"},{\"attributes\":{\"active_drag\":\"auto\",\"active_inspect\":\"auto\",\"active_multi\":null,\"active_scroll\":\"auto\",\"active_tap\":\"auto\",\"tools\":[{\"id\":\"3474\",\"type\":\"HoverTool\"},{\"id\":\"3494\",\"type\":\"SaveTool\"},{\"id\":\"3495\",\"type\":\"PanTool\"},{\"id\":\"3496\",\"type\":\"WheelZoomTool\"},{\"id\":\"3497\",\"type\":\"BoxZoomTool\"},{\"id\":\"3498\",\"type\":\"ResetTool\"}]},\"id\":\"3499\",\"type\":\"Toolbar\"},{\"attributes\":{\"callback\":null,\"renderers\":[{\"id\":\"3512\",\"type\":\"GlyphRenderer\"}],\"tooltips\":[[\"lon\",\"$x\"],[\"lat\",\"$y\"],[\"air\",\"@image\"]]},\"id\":\"3474\",\"type\":\"HoverTool\"},{\"attributes\":{\"grid_line_color\":{\"value\":null},\"ticker\":{\"id\":\"3485\",\"type\":\"BasicTicker\"}},\"id\":\"3488\",\"type\":\"Grid\"},{\"attributes\":{},\"id\":\"3517\",\"type\":\"BasicTickFormatter\"},{\"attributes\":{\"callback\":null,\"end\":91.25,\"reset_end\":91.25,\"reset_start\":-91.25,\"start\":-91.25,\"tags\":[[[\"lat\",\"lat\",null]]]},\"id\":\"3473\",\"type\":\"Range1d\"},{\"attributes\":{},\"id\":\"3498\",\"type\":\"ResetTool\"},{\"attributes\":{\"axis_label\":\"lon\",\"bounds\":\"auto\",\"formatter\":{\"id\":\"3517\",\"type\":\"BasicTickFormatter\"},\"major_label_orientation\":\"horizontal\",\"ticker\":{\"id\":\"3485\",\"type\":\"BasicTicker\"}},\"id\":\"3484\",\"type\":\"LinearAxis\"},{\"attributes\":{},\"id\":\"3519\",\"type\":\"BasicTickFormatter\"},{\"attributes\":{},\"id\":\"3485\",\"type\":\"BasicTicker\"},{\"attributes\":{\"callback\":null,\"end\":358.75,\"reset_end\":358.75,\"reset_start\":-1.25,\"start\":-1.25,\"tags\":[[[\"lon\",\"lon\",null]]]},\"id\":\"3472\",\"type\":\"Range1d\"}],\"root_ids\":[\"3475\"]},\"title\":\"Bokeh Application\",\"version\":\"1.1.0rc1\"}};\n",
       "  var render_items = [{\"docid\":\"5ac48338-75c3-4221-af0f-0c82153a2531\",\"roots\":{\"3475\":\"d23acc15-ee18-4eba-8bff-fa1f40006cd1\"}}];\n",
       "  root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n",
       "\n",
       "  }\n",
       "  if (root.Bokeh !== undefined) {\n",
       "    embed_document(root);\n",
       "  } else {\n",
       "    var attempts = 0;\n",
       "    var timer = setInterval(function(root) {\n",
       "      if (root.Bokeh !== undefined) {\n",
       "        embed_document(root);\n",
       "        clearInterval(timer);\n",
       "      }\n",
       "      attempts++;\n",
       "      if (attempts > 100) {\n",
       "        console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\");\n",
       "        clearInterval(timer);\n",
       "      }\n",
       "    }, 10, root)\n",
       "  }\n",
       "})(window);"
      ],
      "application/vnd.holoviews_exec.v0+json": "",
      "text/html": [
       "<div class=\"hololayout row row-fluid\">\n",
       "  <div class=\"holoframe\" id=\"display_area6150334bbe6c42208f351733793ab1d3\">\n",
       "    <div id=\"_anim_img6150334bbe6c42208f351733793ab1d3\">\n",
       "      \n",
       "      <div id='3475' style='display: table; margin: 0 auto;'>\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "  <div class=\"bk-root\" id=\"d23acc15-ee18-4eba-8bff-fa1f40006cd1\" data-root-id=\"3475\"></div>\n",
       "</div>\n",
       "      \n",
       "    </div>\n",
       "  </div>\n",
       "  <div class=\"holowidgets\" id=\"widget_area6150334bbe6c42208f351733793ab1d3\">\n",
       "    <form class=\"holoform well\" id=\"form6150334bbe6c42208f351733793ab1d3\">\n",
       "      \n",
       "      \n",
       "      <div class=\"form-group control-group holoformgroup\" style=''>\n",
       "        <label for=\"textInput6150334bbe6c42208f351733793ab1d3_day\">\n",
       "          <strong>day:</strong>\n",
       "        </label>\n",
       "        <div class=\"holowell\">\n",
       "          <div class=\"hologroup\">\n",
       "            <input type=\"text\" class=\"holotext form-control input-small\"\n",
       "                   id=\"textInput6150334bbe6c42208f351733793ab1d3_day\" value=\"\" readonly>\n",
       "          </div>\n",
       "          <div class=\"holoslider\"\n",
       "               id=\"_anim_widget6150334bbe6c42208f351733793ab1d3_day\"></div>\n",
       "        </div>\n",
       "      </div>\n",
       "      \n",
       "        \n",
       "        </form>\n",
       "    </div>\n",
       "</div>"
      ],
      "text/plain": [
       ":DynamicMap   [day]\n",
       "   :Image   [lon,lat]   (air)"
      ]
     },
     "execution_count": 16,
     "metadata": {
      "application/vnd.holoviews_exec.v0+json": {
       "id": "3475"
      }
     },
     "output_type": "execute_result"
    }
   ],
   "source": [
    "grouped_air = ds.sel(level=1000).hvplot('lon', 'lat', groupby='day')\n",
    "grouped_air"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      ":DynamicMap   [day]\n",
      "   :Image   [lon,lat]   (air)\n"
     ]
    }
   ],
   "source": [
    "print(grouped_air)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "source": [
    "**NOTE:** `hvplot` defaults to dynamic mapping rather than pre-computed mapping. This makes it much quicker to render, but means that all the plots aren't computed ahead of time, so there is a bit of a lag sometimes.\n",
    "\n",
    "We can explore how this works by dragging the `day` slider and checking the keys that we have on our plot:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[1]"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "grouped_air.keys()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "Since the bird plot and the air plot are both holoviews object on the same axes, we can combine them into one plot. Remember that the air temperature plot was made using `hvplot` and the bird plot was made using `holoviews` - but since the outputs are all holoviews objects this history doesn't matter."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [
    {
     "data": {
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       "  console.log(\"Creating DOM nodes dynamically for assumed nbconvert export. To generate clean HTML output set HV_DOC_HTML as an environment variable.\")\n",
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       "  htmlObject.innerHTML = `<div class=\"hololayout row row-fluid\">\n",
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       "</div>\n",
       "      \n",
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       "  <div class=\"holowidgets\" id=\"widget_areab93669e7f41140f09d65f414c1c3233a\">\n",
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       "        </div>\n",
       "      </div>\n",
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       "        \n",
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       "    alert('Displaying PyViz objects in JupyterLab requires the jupyterlab_pyviz extension to be installed, install it with:\\n\\n\\tjupyter labextension install @pyviz/jupyterlab_pyviz');\n",
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       "/* Instantiate the BokehSelectionWidget class. */\n",
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       "\n",
       "widget_ids[0] = \"_anim_widgetb93669e7f41140f09d65f414c1c3233a_day\";\n",
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\",\"dtype\":\"float32\",\"shape\":[73,144]}],\"x\":[-1.25],\"y\":[-91.25]},\"selected\":{\"id\":\"3639\",\"type\":\"Selection\"},\"selection_policy\":{\"id\":\"3663\",\"type\":\"UnionRenderers\"}},\"id\":\"3638\",\"type\":\"ColumnDataSource\"},{\"attributes\":{},\"id\":\"3617\",\"type\":\"PanTool\"},{\"attributes\":{\"text\":\"day: 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Application\",\"version\":\"1.1.0rc1\"}};\n",
       "  var render_items = [{\"docid\":\"210cf179-cf34-4dcf-a15a-dad1d306b544\",\"roots\":{\"3597\":\"536a631b-15a9-433c-a3c6-db579607a0a6\"}}];\n",
       "  root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n",
       "\n",
       "  }\n",
       "  if (root.Bokeh !== undefined) {\n",
       "    embed_document(root);\n",
       "  } else {\n",
       "    var attempts = 0;\n",
       "    var timer = setInterval(function(root) {\n",
       "      if (root.Bokeh !== undefined) {\n",
       "        embed_document(root);\n",
       "        clearInterval(timer);\n",
       "      }\n",
       "      attempts++;\n",
       "      if (attempts > 100) {\n",
       "        console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\");\n",
       "        clearInterval(timer);\n",
       "      }\n",
       "    }, 10, root)\n",
       "  }\n",
       "})(window);"
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       "        <label for=\"textInputb93669e7f41140f09d65f414c1c3233a_day\">\n",
       "          <strong>day:</strong>\n",
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      "text/plain": [
       ":DynamicMap   [day]\n",
       "   :Overlay\n",
       "      .Image.I  :Image   [lon,lat]   (air)\n",
       "      .Points.I :Points   [lon,lat]   (day,species)"
      ]
     },
     "execution_count": 19,
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       "id": "3597"
      }
     },
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(grouped_air * grouped_birds).opts(height=400)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "source": [
    "Hmmm. That doesn't look great. Turns out that the birds and the temperature use different conventions for longitude. This is a great time to realize that *all* of these data really belong in a geographic context."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "[Next Section](./03_geoviews.ipynb#Geoviews)"
   ]
  }
 ],
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