{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "c17205a1-0313-4b3c-abbe-02190d4c3cab",
   "metadata": {
    "tags": []
   },
   "source": [
    "# Regridding using xESMF and an existing weights file\n",
    "\n",
    "A fairly common request is to use an existing ESMF weights file to regrid a Xarray Dataset  ([1](https://github.com/UXARRAY/uxarray/issues/172),  [2](https://github.com/pangeo-data/xESMF/issues/202)). Applying weights in general should be easy: read weights then [apply them](https://github.com/UXARRAY/uxarray/issues/172#issuecomment-1310601230) using `dot` or `tensordot` on the input dataset.\n",
    "\n",
    "In the Xarray/Dask/Pangeo ecosystem, [xESMF](https://xesmf.readthedocs.io) provides an interface to ESMF for convenient regridding, includiing parallelization with Dask. Here we demonstrate how to use an existing ESMF weights file with xESMF specifically for CAM-SE.\n",
    "\n",
    "CAM-SE is the Community Atmosphere Model with the spectral element dynamical core [(Dennis et al, 2011)](https://doi.org/10.1177/1094342011428142)\n",
    "\n",
    "> The spectral element dynamical core, CAM-SE, is an unstructured grid that supports uniform resolutions based on the equiangular gnomonic cubed-sphere grid as well as a mesh refinement capability with local increases in resolution through conformal mesh refinement. CAM-SE is the default resolution for CESM2 high resolution capabilities ... [(Lauritzen et al. 2018)](https://agupubs-onlinelibrary-wiley-com.cuucar.idm.oclc.org/doi/10.1029/2017MS001257).\n",
    "\n",
    "The main challenge is the input dataset has one spatial dimension (`ncol`), while xESMF is hardcoded to expect two spatial dimensions (`lat`, `lon`). We solve that by adding a dummy dimension. At the end, we'll make this plot of the vertically integrated water vapour transport (`IVT`)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "29b07dd8-ea54-4bc8-bc20-36f999f4f67d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 1,
     "metadata": {
      "image/png": {
       "width": 600
      }
     },
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from IPython.display import Image\n",
    "\n",
    "Image(\"../images/cam-se-ivt.png\", width=600)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "ca73339b-c769-4961-8673-bc8efeb6a92b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/javascript": [
       "(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",
       "  if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n",
       "    root._bokeh_timeout = Date.now() + 5000;\n",
       "    root._bokeh_failed_load = false;\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, js_modules, callback) {\n",
       "    if (css_urls == null) css_urls = [];\n",
       "    if (js_urls == null) js_urls = [];\n",
       "    if (js_modules == null) js_modules = [];\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.length === 0 && js_modules.length === 0) {\n",
       "      run_callbacks();\n",
       "      return null;\n",
       "    }\n",
       "    console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\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",
       "    var skip = [];\n",
       "    if (window.requirejs) {\n",
       "      window.requirejs.config({'packages': {}, 'paths': {'gridstack': 'https://cdn.jsdelivr.net/npm/gridstack@4.2.5/dist/gridstack-h5', 'notyf': 'https://cdn.jsdelivr.net/npm/notyf@3/notyf.min'}, 'shim': {'gridstack': {'exports': 'GridStack'}}});\n",
       "      require([\"gridstack\"], function(GridStack) {\n",
       "\twindow.GridStack = GridStack\n",
       "\ton_load()\n",
       "      })\n",
       "      require([\"notyf\"], function() {\n",
       "\ton_load()\n",
       "      })\n",
       "      root._bokeh_is_loading = css_urls.length + 2;\n",
       "    } else {\n",
       "      root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length;\n",
       "    }    if (((window['GridStack'] !== undefined) && (!(window['GridStack'] instanceof HTMLElement))) || window.requirejs) {\n",
       "      var urls = ['https://cdn.holoviz.org/panel/0.14.1/dist/bundled/gridstack/gridstack@4.2.5/dist/gridstack-h5.js'];\n",
       "      for (var i = 0; i < urls.length; i++) {\n",
       "        skip.push(urls[i])\n",
       "      }\n",
       "    }    if (((window['Notyf'] !== undefined) && (!(window['Notyf'] instanceof HTMLElement))) || window.requirejs) {\n",
       "      var urls = ['https://cdn.holoviz.org/panel/0.14.1/dist/bundled/notificationarea/notyf@3/notyf.min.js'];\n",
       "      for (var i = 0; i < urls.length; i++) {\n",
       "        skip.push(urls[i])\n",
       "      }\n",
       "    }    for (var i = 0; i < js_urls.length; i++) {\n",
       "      var url = js_urls[i];\n",
       "      if (skip.indexOf(url) >= 0) {\n",
       "\tif (!window.requirejs) {\n",
       "\t  on_load();\n",
       "\t}\n",
       "\tcontinue;\n",
       "      }\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",
       "    for (var i = 0; i < js_modules.length; i++) {\n",
       "      var url = js_modules[i];\n",
       "      if (skip.indexOf(url) >= 0) {\n",
       "\tif (!window.requirejs) {\n",
       "\t  on_load();\n",
       "\t}\n",
       "\tcontinue;\n",
       "      }\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",
       "      element.type = \"module\";\n",
       "      console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
       "      document.head.appendChild(element);\n",
       "    }\n",
       "    if (!js_urls.length && !js_modules.length) {\n",
       "      on_load()\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 js_modules = [];\n",
       "  var css_urls = [];\n",
       "  var inline_js = [    function(Bokeh) {\n",
       "      inject_raw_css(\".bk.alert {\\n    padding: 0.75rem 1.25rem;\\n    border: 1px solid transparent;\\n    border-radius: 0.25rem;\\n    /* Don't set margin because that will not render correctly! */\\n    /* margin-bottom: 1rem; */\\n    margin-top: 15px;\\n    margin-bottom: 15px;\\n}\\n.bk.alert a {\\n    color: rgb(11, 46, 19); /* #002752; */\\n    font-weight: 700;\\n    text-decoration: rgb(11, 46, 19);\\n    text-decoration-color: rgb(11, 46, 19);\\n    text-decoration-line: none;\\n    text-decoration-style: solid;\\n    text-decoration-thickness: auto;\\n  }\\n.bk.alert a:hover {\\n    color: rgb(11, 46, 19);\\n    font-weight: 700;\\n    text-decoration: underline;\\n}\\n\\n.bk.alert-primary {\\n    color: #004085;\\n    background-color: #cce5ff;\\n    border-color: #b8daff;\\n}\\n.bk.alert-primary hr {\\n    border-top-color: #9fcdff;\\n}\\n\\n.bk.alert-secondary {\\n    color: #383d41;\\n    background-color: #e2e3e5;\\n    border-color: #d6d8db;\\n  }\\n.bk.alert-secondary hr {\\n    border-top-color: #c8cbcf;\\n}\\n\\n.bk.alert-success {\\n    color: #155724;\\n    background-color: #d4edda;\\n    border-color: #c3e6cb;\\n  }\\n\\n.bk.alert-success hr {\\n    border-top-color: #b1dfbb;\\n}\\n\\n.bk.alert-info {\\n    color: #0c5460;\\n    background-color: #d1ecf1;\\n    border-color: #bee5eb;\\n  }\\n.bk.alert-info hr {\\n    border-top-color: #abdde5;\\n}\\n\\n.bk.alert-warning {\\n    color: #856404;\\n    background-color: #fff3cd;\\n    border-color: #ffeeba;\\n  }\\n\\n.bk.alert-warning hr {\\n    border-top-color: #ffe8a1;\\n}\\n\\n.bk.alert-danger {\\n    color: #721c24;\\n    background-color: #f8d7da;\\n    border-color: #f5c6cb;\\n}\\n.bk.alert-danger hr {\\n    border-top-color: #f1b0b7;\\n}\\n\\n.bk.alert-light {\\n    color: #818182;\\n    background-color: #fefefe;\\n    border-color: #fdfdfe;\\n  }\\n.bk.alert-light hr {\\n    border-top-color: #ececf6;\\n}\\n\\n.bk.alert-dark {\\n    color: #1b1e21;\\n    background-color: #d6d8d9;\\n    border-color: #c6c8ca;\\n  }\\n.bk.alert-dark hr {\\n    border-top-color: #b9bbbe;\\n}\\n\\n\\n/* adjf\\u00e6l */\\n\\n.bk.alert-primary a {\\n    color: #002752;\\n}\\n\\n.bk.alert-secondary a {\\n    color: #202326;\\n}\\n\\n\\n.bk.alert-success a {\\n    color: #0b2e13;\\n}\\n\\n\\n.bk.alert-info a {\\n    color: #062c33;\\n}\\n\\n\\n.bk.alert-warning a {\\n    color: #533f03;\\n}\\n\\n\\n.bk.alert-danger a {\\n    color: #491217;\\n}\\n\\n.bk.alert-light a {\\n    color: #686868;\\n}\\n\\n.bk.alert-dark a {\\n    color: #040505;\\n}\\n\");\n",
       "    },    function(Bokeh) {\n",
       "      inject_raw_css(\".json-formatter-row {\\n  font-family: monospace;\\n}\\n.json-formatter-row,\\n.json-formatter-row a,\\n.json-formatter-row a:hover {\\n  color: black;\\n  text-decoration: none;\\n}\\n.json-formatter-row .json-formatter-row {\\n  margin-left: 1rem;\\n}\\n.json-formatter-row .json-formatter-children.json-formatter-empty {\\n  opacity: 0.5;\\n  margin-left: 1rem;\\n}\\n.json-formatter-row .json-formatter-children.json-formatter-empty:after {\\n  display: none;\\n}\\n.json-formatter-row .json-formatter-children.json-formatter-empty.json-formatter-object:after {\\n  content: \\\"No properties\\\";\\n}\\n.json-formatter-row .json-formatter-children.json-formatter-empty.json-formatter-array:after {\\n  content: \\\"[]\\\";\\n}\\n.json-formatter-row .json-formatter-string,\\n.json-formatter-row .json-formatter-stringifiable {\\n  color: green;\\n  white-space: pre;\\n  word-wrap: break-word;\\n}\\n.json-formatter-row .json-formatter-number {\\n  color: blue;\\n}\\n.json-formatter-row .json-formatter-boolean {\\n  color: red;\\n}\\n.json-formatter-row .json-formatter-null {\\n  color: #855A00;\\n}\\n.json-formatter-row .json-formatter-undefined {\\n  color: #ca0b69;\\n}\\n.json-formatter-row .json-formatter-function {\\n  color: #FF20ED;\\n}\\n.json-formatter-row .json-formatter-date {\\n  background-color: rgba(0, 0, 0, 0.05);\\n}\\n.json-formatter-row .json-formatter-url {\\n  text-decoration: underline;\\n  color: blue;\\n  cursor: pointer;\\n}\\n.json-formatter-row .json-formatter-bracket {\\n  color: blue;\\n}\\n.json-formatter-row .json-formatter-key {\\n  color: #00008B;\\n  padding-right: 0.2rem;\\n}\\n.json-formatter-row .json-formatter-toggler-link {\\n  cursor: pointer;\\n}\\n.json-formatter-row .json-formatter-toggler {\\n  line-height: 1.2rem;\\n  font-size: 0.7rem;\\n  vertical-align: middle;\\n  opacity: 0.6;\\n  cursor: pointer;\\n  padding-right: 0.2rem;\\n}\\n.json-formatter-row .json-formatter-toggler:after {\\n  display: inline-block;\\n  transition: transform 100ms ease-in;\\n  content: \\\"\\\\25BA\\\";\\n}\\n.json-formatter-row > a > .json-formatter-preview-text {\\n  opacity: 0;\\n  transition: opacity 0.15s ease-in;\\n  font-style: italic;\\n}\\n.json-formatter-row:hover > a > .json-formatter-preview-text {\\n  opacity: 0.6;\\n}\\n.json-formatter-row.json-formatter-open > .json-formatter-toggler-link .json-formatter-toggler:after {\\n  transform: rotate(90deg);\\n}\\n.json-formatter-row.json-formatter-open > .json-formatter-children:after {\\n  display: inline-block;\\n}\\n.json-formatter-row.json-formatter-open > a > .json-formatter-preview-text {\\n  display: none;\\n}\\n.json-formatter-row.json-formatter-open.json-formatter-empty:after {\\n  display: block;\\n}\\n.json-formatter-dark.json-formatter-row {\\n  font-family: monospace;\\n}\\n.json-formatter-dark.json-formatter-row,\\n.json-formatter-dark.json-formatter-row a,\\n.json-formatter-dark.json-formatter-row a:hover {\\n  color: white;\\n  text-decoration: none;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-row {\\n  margin-left: 1rem;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-children.json-formatter-empty {\\n  opacity: 0.5;\\n  margin-left: 1rem;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-children.json-formatter-empty:after {\\n  display: none;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-children.json-formatter-empty.json-formatter-object:after {\\n  content: \\\"No properties\\\";\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-children.json-formatter-empty.json-formatter-array:after {\\n  content: \\\"[]\\\";\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-string,\\n.json-formatter-dark.json-formatter-row .json-formatter-stringifiable {\\n  color: #31F031;\\n  white-space: pre;\\n  word-wrap: break-word;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-number {\\n  color: #66C2FF;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-boolean {\\n  color: #EC4242;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-null {\\n  color: #EEC97D;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-undefined {\\n  color: #ef8fbe;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-function {\\n  color: #FD48CB;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-date {\\n  background-color: rgba(255, 255, 255, 0.05);\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-url {\\n  text-decoration: underline;\\n  color: #027BFF;\\n  cursor: pointer;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-bracket {\\n  color: #9494FF;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-key {\\n  color: #23A0DB;\\n  padding-right: 0.2rem;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-toggler-link {\\n  cursor: pointer;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-toggler {\\n  line-height: 1.2rem;\\n  font-size: 0.7rem;\\n  vertical-align: middle;\\n  opacity: 0.6;\\n  cursor: pointer;\\n  padding-right: 0.2rem;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-toggler:after {\\n  display: inline-block;\\n  transition: transform 100ms ease-in;\\n  content: \\\"\\\\25BA\\\";\\n}\\n.json-formatter-dark.json-formatter-row > a > .json-formatter-preview-text {\\n  opacity: 0;\\n  transition: opacity 0.15s ease-in;\\n  font-style: italic;\\n}\\n.json-formatter-dark.json-formatter-row:hover > a > .json-formatter-preview-text {\\n  opacity: 0.6;\\n}\\n.json-formatter-dark.json-formatter-row.json-formatter-open > .json-formatter-toggler-link .json-formatter-toggler:after {\\n  transform: rotate(90deg);\\n}\\n.json-formatter-dark.json-formatter-row.json-formatter-open > .json-formatter-children:after {\\n  display: inline-block;\\n}\\n.json-formatter-dark.json-formatter-row.json-formatter-open > a > .json-formatter-preview-text {\\n  display: none;\\n}\\n.json-formatter-dark.json-formatter-row.json-formatter-open.json-formatter-empty:after {\\n  display: block;\\n}\\n\");\n",
       "    },    function(Bokeh) {\n",
       "      inject_raw_css(\".bk.debugger-card {\\n  border: 1px solid rgba(0,0,0,1);\\n  color: rgba(255,255,255,1);\\n  background-color: rgba(0,0,0,1);\\n  border-radius: 0rem;\\n}\\n.bk.debugger-card-header {\\n  align-items: center;\\n  text-align: left;\\n  background-color: rgba(0, 0, 0, 1)!important;\\n  color: rgba(255, 255, 255, 1);\\n  border-radius: 0rem;\\n  display: inline-flex;\\n  justify-content: start;\\n  width: 100%;\\n}\\n.bk.debugger-card-button {\\n  background-color: transparent;\\n  color: rgba(255, 255, 255, 1);\\n  margin-left: 0.5em;\\n}\\n.bk.debugger-card-title {\\n  align-items: center;\\n  text-align: left;\\n  color: rgba(255, 255, 255, 1);\\n  font-size: 1em;\\n  overflow-wrap: break-word;\\n}\\n\\n/* Special debugger buttons for clearing and saving */\\n.bk button.special_btn {\\n    width: 25px;\\n    height: 25px;\\n    background-color: black;\\n    color: white;\\n    display: inline-block;\\n}\\n\\n\\n.bk button.special_btn .tooltiptext {\\n  visibility: hidden;\\n  width: 100px;\\n  background-color: darkgray;\\n  color: #fff;\\n  text-align: center;\\n  border-radius: 6px;\\n  padding: 5px 0;\\n\\n  /* Position the tooltip */\\n  position: relative;\\n  z-index: 1;\\n  top: 100%;\\n  left: 100%;\\n  margin-left: -100px;\\n  display: block;\\n}\\n\\n.bk button.special_btn:hover .tooltiptext {\\n  visibility: visible;\\n}\\n\\n\\n\\n.bk button.clear_btn:hover .shown { display: none;}\\n.bk button.clear_btn:hover:before { content: \\\"\\u2611\\\"; }\\n\");\n",
       "    },    function(Bokeh) {\n",
       "      inject_raw_css(\".bk.panel-widget-box {\\n  min-height: 20px;\\n  background-color: #f5f5f5;\\n  border: 1px solid #e3e3e3;\\n  border-radius: 4px;\\n  -webkit-box-shadow: inset 0 1px 1px rgba(0,0,0,.05);\\n  box-shadow: inset 0 1px 1px rgba(0,0,0,.05);\\n  overflow-x: hidden;\\n  overflow-y: hidden;\\n}\\n\\n.scrollable {\\n  overflow: scroll;\\n}\\n\\nprogress {\\n  appearance: none;\\n  -moz-appearance: none;\\n  -webkit-appearance: none;\\n  border: none;\\n  height: 20px;\\n  background-color: whiteSmoke;\\n  border-radius: 3px;\\n  box-shadow: 0 2px 3px rgba(0,0,0,.5) inset;\\n  color: royalblue;\\n  position: relative;\\n  margin: 0 0 1.5em;\\n}\\n\\nprogress[value]::-webkit-progress-bar {\\n  background-color: whiteSmoke;\\n  border-radius: 3px;\\n  box-shadow: 0 2px 3px rgba(0,0,0,.5) inset;\\n}\\n\\nprogress[value]::-webkit-progress-value {\\n  position: relative;\\n  background-size: 35px 20px, 100% 100%, 100% 100%;\\n  border-radius:3px;\\n}\\n\\nprogress.active:not([value])::before {\\n  background-position: 10%;\\n  animation-name: stripes;\\n  animation-duration: 3s;\\n  animation-timing-function: linear;\\n  animation-iteration-count: infinite;\\n}\\n\\nprogress[value]::-moz-progress-bar {\\n  background-size: 35px 20px, 100% 100%, 100% 100%;\\n  border-radius:3px;\\n}\\n\\nprogress:not([value])::-moz-progress-bar {\\n  border-radius:3px;\\n  background: linear-gradient(-45deg, transparent 33%, rgba(0, 0, 0, 0.2) 33%, rgba(0, 0, 0, 0.2) 66%, transparent 66%) left/2.5em 1.5em;\\n}\\n\\nprogress.active:not([value])::-moz-progress-bar {\\n  background-position: 10%;\\n  animation-name: stripes;\\n  animation-duration: 3s;\\n  animation-timing-function: linear;\\n  animation-iteration-count: infinite;\\n}\\n\\nprogress.active:not([value])::-webkit-progress-bar {\\n  background-position: 10%;\\n  animation-name: stripes;\\n  animation-duration: 3s;\\n  animation-timing-function: linear;\\n  animation-iteration-count: infinite;\\n}\\n\\nprogress.primary[value]::-webkit-progress-value { background-color: #007bff; }\\nprogress.primary:not([value])::before { background-color: #007bff; }\\nprogress.primary:not([value])::-webkit-progress-bar { background-color: #007bff; }\\nprogress.primary::-moz-progress-bar { background-color: #007bff; }\\n\\nprogress.secondary[value]::-webkit-progress-value { background-color: #6c757d; }\\nprogress.secondary:not([value])::before { background-color: #6c757d; }\\nprogress.secondary:not([value])::-webkit-progress-bar { background-color: #6c757d; }\\nprogress.secondary::-moz-progress-bar { background-color: #6c757d; }\\n\\nprogress.success[value]::-webkit-progress-value { background-color: #28a745; }\\nprogress.success:not([value])::before { background-color: #28a745; }\\nprogress.success:not([value])::-webkit-progress-bar { background-color: #28a745; }\\nprogress.success::-moz-progress-bar { background-color: #28a745; }\\n\\nprogress.danger[value]::-webkit-progress-value { background-color: #dc3545; }\\nprogress.danger:not([value])::before { background-color: #dc3545; }\\nprogress.danger:not([value])::-webkit-progress-bar { background-color: #dc3545; }\\nprogress.danger::-moz-progress-bar { background-color: #dc3545; }\\n\\nprogress.warning[value]::-webkit-progress-value { background-color: #ffc107; }\\nprogress.warning:not([value])::before { background-color: #ffc107; }\\nprogress.warning:not([value])::-webkit-progress-bar { background-color: #ffc107; }\\nprogress.warning::-moz-progress-bar { background-color: #ffc107; }\\n\\nprogress.info[value]::-webkit-progress-value { background-color: #17a2b8; }\\nprogress.info:not([value])::before { background-color: #17a2b8; }\\nprogress.info:not([value])::-webkit-progress-bar { background-color: #17a2b8; }\\nprogress.info::-moz-progress-bar { background-color: #17a2b8; }\\n\\nprogress.light[value]::-webkit-progress-value { background-color: #f8f9fa; }\\nprogress.light:not([value])::before { background-color: #f8f9fa; }\\nprogress.light:not([value])::-webkit-progress-bar { background-color: #f8f9fa; }\\nprogress.light::-moz-progress-bar { background-color: #f8f9fa; }\\n\\nprogress.dark[value]::-webkit-progress-value { background-color: #343a40; }\\nprogress.dark:not([value])::-webkit-progress-bar { background-color: #343a40; }\\nprogress.dark:not([value])::before { background-color: #343a40; }\\nprogress.dark::-moz-progress-bar { background-color: #343a40; }\\n\\nprogress:not([value])::-webkit-progress-bar {\\n  border-radius: 3px;\\n  background: linear-gradient(-45deg, transparent 33%, rgba(0, 0, 0, 0.2) 33%, rgba(0, 0, 0, 0.2) 66%, transparent 66%) left/2.5em 1.5em;\\n}\\nprogress:not([value])::before {\\n  content:\\\" \\\";\\n  position:absolute;\\n  height: 20px;\\n  top:0;\\n  left:0;\\n  right:0;\\n  bottom:0;\\n  border-radius: 3px;\\n  background: linear-gradient(-45deg, transparent 33%, rgba(0, 0, 0, 0.2) 33%, rgba(0, 0, 0, 0.2) 66%, transparent 66%) left/2.5em 1.5em;\\n}\\n\\n@keyframes stripes {\\n  from {background-position: 0%}\\n  to {background-position: 100%}\\n}\\n\\n.bk-root .bk.loader {\\n  overflow: hidden;\\n}\\n\\n.bk.loader::after {\\n  content: \\\"\\\";\\n  border-radius: 50%;\\n  -webkit-mask-image: radial-gradient(transparent 50%, rgba(0, 0, 0, 1) 54%);\\n  width: 100%;\\n  height: 100%;\\n  left: 0;\\n  top: 0;\\n  position: absolute;\\n}\\n\\n.bk-root .bk.loader.dark::after {\\n  background: #0f0f0f;\\n}\\n\\n.bk-root .bk.loader.light::after {\\n  background: #f0f0f0;\\n}\\n\\n.bk-root .bk.loader.spin::after {\\n  animation: spin 2s linear infinite;\\n}\\n\\n.bk-root div.bk.loader.spin.primary-light::after {\\n  background: linear-gradient(135deg, #f0f0f0 50%, transparent 50%), linear-gradient(45deg, #f0f0f0 50%, #007bff 50%);\\n}\\n\\n.bk-root div.bk.loader.spin.secondary-light::after {\\n  background: linear-gradient(135deg, #f0f0f0 50%, transparent 50%), linear-gradient(45deg, #f0f0f0 50%, #6c757d 50%);\\n}\\n\\n.bk-root div.bk.loader.spin.success-light::after {\\n  background: linear-gradient(135deg, #f0f0f0 50%, transparent 50%), linear-gradient(45deg, #f0f0f0 50%, #28a745 50%);\\n}\\n\\n.bk-root div.bk.loader.spin.danger-light::after {\\n  background: linear-gradient(135deg, #f0f0f0 50%, transparent 50%), linear-gradient(45deg, #f0f0f0 50%, #dc3545 50%);\\n}\\n\\n.bk-root div.bk.loader.spin.warning-light::after {\\n  background: linear-gradient(135deg, #f0f0f0 50%, transparent 50%), linear-gradient(45deg, #f0f0f0 50%, #ffc107 50%);\\n}\\n\\n.bk-root div.bk.loader.spin.info-light::after {\\n  background: linear-gradient(135deg, #f0f0f0 50%, transparent 50%), linear-gradient(45deg, #f0f0f0 50%, #17a2b8 50%);\\n}\\n\\n.bk-root div.bk.loader.spin.light-light::after {\\n  background: linear-gradient(135deg, #f0f0f0 50%, transparent 50%), linear-gradient(45deg, #f0f0f0 50%, #f8f9fa 50%);\\n}\\n\\n.bk-root div.bk.loader.dark-light::after {\\n  background: linear-gradient(135deg, #f0f0f0 50%, transparent 50%), linear-gradient(45deg, #f0f0f0 50%, #343a40 50%);\\n}\\n\\n.bk-root div.bk.loader.spin.primary-dark::after {\\n  background: linear-gradient(135deg, #0f0f0f 50%, transparent 50%), linear-gradient(45deg, #0f0f0f 50%, #007bff 50%);\\n}\\n\\n.bk-root div.bk.loader.spin.secondary-dark::after {\\n  background: linear-gradient(135deg, #0f0f0f 50%, transparent 50%), linear-gradient(45deg, #0f0f0f 50%, #6c757d 50%);\\n}\\n\\n.bk-root div.bk.loader.spin.success-dark::after {\\n  background: linear-gradient(135deg, #0f0f0f 50%, transparent 50%), linear-gradient(45deg, #0f0f0f 50%, #28a745 50%);\\n}\\n\\n.bk-root div.bk.loader.spin.danger-dark::after {\\n  background: linear-gradient(135deg, #0f0f0f 50%, transparent 50%), linear-gradient(45deg, #0f0f0f 50%, #dc3545 50%)\\n}\\n\\n.bk-root div.bk.loader.spin.warning-dark::after {\\n  background: linear-gradient(135deg, #0f0f0f 50%, transparent 50%), linear-gradient(45deg, #0f0f0f 50%, #ffc107 50%);\\n}\\n\\n.bk-root div.bk.loader.spin.info-dark::after {\\n  background: linear-gradient(135deg, #0f0f0f 50%, transparent 50%), linear-gradient(45deg, #0f0f0f 50%, #17a2b8 50%);\\n}\\n\\n.bk-root div.bk.loader.spin.light-dark::after {\\n  background: linear-gradient(135deg, #0f0f0f 50%, transparent 50%), linear-gradient(45deg, #0f0f0f 50%, #f8f9fa 50%);\\n}\\n\\n.bk-root div.bk.loader.spin.dark-dark::after {\\n  background: linear-gradient(135deg, #0f0f0f 50%, transparent 50%), linear-gradient(45deg, #0f0f0f 50%, #343a40 50%);\\n}\\n\\n/* Safari */\\n@-webkit-keyframes spin {\\n  0% { -webkit-transform: rotate(0deg); }\\n  100% { -webkit-transform: rotate(360deg); }\\n}\\n\\n@keyframes spin {\\n  0% { transform: rotate(0deg); }\\n  100% { transform: rotate(360deg); }\\n}\\n\\n.dot div {\\n  height: 100%;\\n  width: 100%;\\n  border: 1px solid #000 !important;\\n  background-color: #fff;\\n  border-radius: 50%;\\n  display: inline-block;\\n}\\n\\n.dot-filled div {\\n  height: 100%;\\n  width: 100%;\\n  border: 1px solid #000 !important;\\n  border-radius: 50%;\\n  display: inline-block;\\n}\\n\\n.dot-filled.primary div {\\n  background-color: #007bff;\\n}\\n\\n.dot-filled.secondary div {\\n  background-color: #6c757d;\\n}\\n\\n.dot-filled.success div {\\n  background-color: #28a745;\\n}\\n\\n.dot-filled.danger div {\\n  background-color: #dc3545;\\n}\\n\\n.dot-filled.warning div {\\n  background-color: #ffc107;\\n}\\n\\n.dot-filled.info div {\\n  background-color: #17a2b8;\\n}\\n\\n.dot-filled.dark div {\\n  background-color: #343a40;\\n}\\n\\n.dot-filled.light div {\\n  background-color: #f8f9fa;\\n}\\n\\n/* Slider editor */\\n.slider-edit .bk-input-group .bk-input {\\n  border: 0;\\n  border-radius: 0;\\n  min-height: 0;\\n  padding-left: 0;\\n  padding-right: 0;\\n  font-weight: bold;\\n}\\n\\n.slider-edit .bk-input-group .bk-spin-wrapper {\\n  display: contents;\\n}\\n\\n.slider-edit .bk-input-group .bk-spin-wrapper .bk.bk-spin-btn-up {\\n  top: -6px;\\n}\\n\\n.slider-edit .bk-input-group .bk-spin-wrapper .bk.bk-spin-btn-down {\\n  bottom: 3px;\\n}\\n\\n/* JSON Pane */\\n.bk-root .json-formatter-row .json-formatter-string, .bk-root .json-formatter-row .json-formatter-stringifiable {\\n  white-space: pre-wrap;\\n}\\n\\n.ql-bubble .ql-editor {\\n  border: 1px solid #ccc;\\n}\\n\");\n",
       "    },    function(Bokeh) {\n",
       "      inject_raw_css(\"table.panel-df {\\n    margin-left: auto;\\n    margin-right: auto;\\n    border: none;\\n    border-collapse: collapse;\\n    border-spacing: 0;\\n    color: black;\\n    font-size: 12px;\\n    table-layout: fixed;\\n    width: 100%;\\n}\\n\\n.panel-df tr, .panel-df th, .panel-df td {\\n    text-align: right;\\n    vertical-align: middle;\\n    padding: 0.5em 0.5em !important;\\n    line-height: normal;\\n    white-space: normal;\\n    max-width: none;\\n    border: none;\\n}\\n\\n.panel-df tbody {\\n    display: table-row-group;\\n    vertical-align: middle;\\n    border-color: inherit;\\n}\\n\\n.panel-df tbody tr:nth-child(odd) {\\n    background: #f5f5f5;\\n}\\n\\n.panel-df thead {\\n    border-bottom: 1px solid black;\\n    vertical-align: bottom;\\n}\\n\\n.panel-df tr:hover {\\n    background: lightblue !important;\\n    cursor: pointer;\\n}\\n\");\n",
       "    },    function(Bokeh) {\n",
       "      inject_raw_css(\".bk.card {\\n  border: 1px solid rgba(0,0,0,.125);\\n  border-radius: 0.25rem;\\n}\\n.bk.accordion {\\n  border: 1px solid rgba(0,0,0,.125);\\n}\\n.bk.card-header {\\n  align-items: center;\\n  background-color: rgba(0, 0, 0, 0.03);\\n  border-radius: 0.25rem;\\n  display: inline-flex;\\n  justify-content: start;\\n  width: 100%;\\n}\\n.bk.accordion-header {\\n  align-items: center;\\n  background-color: rgba(0, 0, 0, 0.03);\\n  border-radius: 0;\\n  display: flex;\\n  justify-content: start;\\n  width: 100%;\\n}\\n.bk.card-button {\\n  background-color: transparent;\\n  margin-left: 0.5em;\\n}\\n.bk.card-header-row {\\n  position: relative !important;\\n}\\n.bk.card-title {\\n  align-items: center;\\n  font-size: 1.4em;\\n  font-weight: bold;\\n  overflow-wrap: break-word;\\n}\\n.bk.card-header-row > .bk {\\n  overflow-wrap: break-word;\\n  text-align: center;\\n}\\n\");\n",
       "    },    function(Bokeh) {\n",
       "      inject_raw_css(\".bk.pn-loading {\\n  overflow: hidden;\\n}\\n.bk.pn-loading:before {\\n  position: absolute;\\n  height: 100%;\\n  width: 100%;\\n  content: '';\\n  z-index: 1000;\\n  background-color: rgb(255,255,255,0.50);\\n  border-color: lightgray;\\n  background-repeat: no-repeat;\\n  background-position: center;\\n  background-size: auto 50%;\\n  border-width: 1px;\\n  cursor: progress;\\n}\\n.bk.pn-loading.arcs:hover:before {\\n  cursor: progress;\\n}\\n.bk.pn-loading .pn-loading-msg {\\n  position: absolute;\\n  top: 72%;\\n  font-size: 2em;\\n  color: black;\\n  width: 100%;\\n  text-align: center;\\n}\\n\");\n",
       "    },    function(Bokeh) {\n",
       "      inject_raw_css(\".codehilite .hll { background-color: #ffffcc }\\n.codehilite  { background: #f8f8f8; }\\n.codehilite .c { color: #408080; font-style: italic } /* Comment */\\n.codehilite .err { border: 1px solid #FF0000 } /* Error */\\n.codehilite .k { color: #008000; font-weight: bold } /* Keyword */\\n.codehilite .o { color: #666666 } /* Operator */\\n.codehilite .ch { color: #408080; font-style: italic } /* Comment.Hashbang */\\n.codehilite .cm { color: #408080; font-style: italic } /* Comment.Multiline */\\n.codehilite .cp { color: #BC7A00 } /* Comment.Preproc */\\n.codehilite .cpf { color: #408080; font-style: italic } /* Comment.PreprocFile */\\n.codehilite .c1 { color: #408080; font-style: italic } /* Comment.Single */\\n.codehilite .cs { color: #408080; font-style: italic } /* Comment.Special */\\n.codehilite .gd { color: #A00000 } /* Generic.Deleted */\\n.codehilite .ge { font-style: italic } /* Generic.Emph */\\n.codehilite .gr { color: #FF0000 } /* Generic.Error */\\n.codehilite .gh { color: #000080; font-weight: bold } /* Generic.Heading */\\n.codehilite .gi { color: #00A000 } /* Generic.Inserted */\\n.codehilite .go { color: #888888 } /* Generic.Output */\\n.codehilite .gp { color: #000080; font-weight: bold } /* Generic.Prompt */\\n.codehilite .gs { font-weight: bold } /* Generic.Strong */\\n.codehilite .gu { color: #800080; font-weight: bold } /* Generic.Subheading */\\n.codehilite .gt { color: #0044DD } /* Generic.Traceback */\\n.codehilite .kc { color: #008000; font-weight: bold } /* Keyword.Constant */\\n.codehilite .kd { color: #008000; font-weight: bold } /* Keyword.Declaration */\\n.codehilite .kn { color: #008000; font-weight: bold } /* Keyword.Namespace */\\n.codehilite .kp { color: #008000 } /* Keyword.Pseudo */\\n.codehilite .kr { color: #008000; font-weight: bold } /* Keyword.Reserved */\\n.codehilite .kt { color: #B00040 } /* Keyword.Type */\\n.codehilite .m { color: #666666 } /* Literal.Number */\\n.codehilite .s { color: #BA2121 } /* Literal.String */\\n.codehilite .na { color: #7D9029 } /* Name.Attribute */\\n.codehilite .nb { color: #008000 } /* Name.Builtin */\\n.codehilite .nc { color: #0000FF; font-weight: bold } /* Name.Class */\\n.codehilite .no { color: #880000 } /* Name.Constant */\\n.codehilite .nd { color: #AA22FF } /* Name.Decorator */\\n.codehilite .ni { color: #999999; font-weight: bold } /* Name.Entity */\\n.codehilite .ne { color: #D2413A; font-weight: bold } /* Name.Exception */\\n.codehilite .nf { color: #0000FF } /* Name.Function */\\n.codehilite .nl { color: #A0A000 } /* Name.Label */\\n.codehilite .nn { color: #0000FF; font-weight: bold } /* Name.Namespace */\\n.codehilite .nt { color: #008000; font-weight: bold } /* Name.Tag */\\n.codehilite .nv { color: #19177C } /* Name.Variable */\\n.codehilite .ow { color: #AA22FF; font-weight: bold } /* Operator.Word */\\n.codehilite .w { color: #bbbbbb } /* Text.Whitespace */\\n.codehilite .mb { color: #666666 } /* Literal.Number.Bin */\\n.codehilite .mf { color: #666666 } /* Literal.Number.Float */\\n.codehilite .mh { color: #666666 } /* Literal.Number.Hex */\\n.codehilite .mi { color: #666666 } /* Literal.Number.Integer */\\n.codehilite .mo { color: #666666 } /* Literal.Number.Oct */\\n.codehilite .sa { color: #BA2121 } /* Literal.String.Affix */\\n.codehilite .sb { color: #BA2121 } /* Literal.String.Backtick */\\n.codehilite .sc { color: #BA2121 } /* Literal.String.Char */\\n.codehilite .dl { color: #BA2121 } /* Literal.String.Delimiter */\\n.codehilite .sd { color: #BA2121; font-style: italic } /* Literal.String.Doc */\\n.codehilite .s2 { color: #BA2121 } /* Literal.String.Double */\\n.codehilite .se { color: #BB6622; font-weight: bold } /* Literal.String.Escape */\\n.codehilite .sh { color: #BA2121 } /* Literal.String.Heredoc */\\n.codehilite .si { color: #BB6688; font-weight: bold } /* Literal.String.Interpol */\\n.codehilite .sx { color: #008000 } /* Literal.String.Other */\\n.codehilite .sr { color: #BB6688 } /* Literal.String.Regex */\\n.codehilite .s1 { color: #BA2121 } /* Literal.String.Single */\\n.codehilite .ss { color: #19177C } /* Literal.String.Symbol */\\n.codehilite .bp { color: #008000 } /* Name.Builtin.Pseudo */\\n.codehilite .fm { color: #0000FF } /* Name.Function.Magic */\\n.codehilite .vc { color: #19177C } /* Name.Variable.Class */\\n.codehilite .vg { color: #19177C } /* Name.Variable.Global */\\n.codehilite .vi { color: #19177C } /* Name.Variable.Instance */\\n.codehilite .vm { color: #19177C } /* Name.Variable.Magic */\\n.codehilite .il { color: #666666 } /* Literal.Number.Integer.Long */\\n\\n.markdown h1 { margin-block-start: 0.34em }\\n.markdown h2 { margin-block-start: 0.42em }\\n.markdown h3 { margin-block-start: 0.5em }\\n.markdown h4 { margin-block-start: 0.67em }\\n.markdown h5 { margin-block-start: 0.84em }\\n.markdown h6 { margin-block-start: 1.17em }\\n.markdown ul { padding-inline-start: 2em }\\n.markdown ol { padding-inline-start: 2em }\\n.markdown strong { font-weight: 600 }\\n.markdown a { color: -webkit-link }\\n.markdown a { color: -moz-hyperlinkText }\\n\\n.markdown .codehilite {\\n    padding: 1rem 1.25rem;\\n    margin-top: 1rem;\\n    margin-bottom: 1rem;\\n    border-radius: 0.25rem;\\n}\\n\");\n",
       "    },    function(Bokeh) {\n",
       "      inject_raw_css(\"\\n    .bk.pn-loading.arc:before {\\n      background-image: url(\\\"data:image/svg+xml;base64,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\\\");\\n      background-size: auto calc(min(50%, 400px));\\n    }\\n    \");\n",
       "    },    function(Bokeh) {\n",
       "      /* BEGIN bokeh.min.js */\n",
       "      /*!\n",
       "       * Copyright (c) 2012 - 2022, 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(root, factory) {\n",
       "        const bokeh = factory();\n",
       "        bokeh.__bokeh__ = true;\n",
       "        if (typeof root.Bokeh === \"undefined\" || typeof root.Bokeh.__bokeh__ === \"undefined\") {\n",
       "          root.Bokeh = bokeh;\n",
       "        }\n",
       "        const Bokeh = root.Bokeh;\n",
       "        Bokeh[bokeh.version] = bokeh;\n",
       "      })(this, function() {\n",
       "        let define;\n",
       "        const parent_require = typeof require === \"function\" && require\n",
       "        return (function(modules, entry, aliases, externals) {\n",
       "        if (aliases === undefined) aliases = {};\n",
       "        if (externals === undefined) externals = {};\n",
       "\n",
       "        const cache = {};\n",
       "\n",
       "        const normalize = function(name) {\n",
       "          if (typeof name === \"number\")\n",
       "            return name;\n",
       "\n",
       "          if (name === \"bokehjs\")\n",
       "            return entry;\n",
       "\n",
       "          if (!externals[name]) {\n",
       "            const prefix = \"@bokehjs/\"\n",
       "            if (name.slice(0, prefix.length) === prefix)\n",
       "              name = name.slice(prefix.length)\n",
       "          }\n",
       "\n",
       "          const alias = aliases[name]\n",
       "          if (alias != null)\n",
       "            return alias;\n",
       "\n",
       "          const trailing = name.length > 0 && name[name.lenght-1] === \"/\";\n",
       "          const index = aliases[name + (trailing ? \"\" : \"/\") + \"index\"];\n",
       "          if (index != null)\n",
       "            return index;\n",
       "\n",
       "          return name;\n",
       "        }\n",
       "\n",
       "        const require = function(name) {\n",
       "          let mod = cache[name];\n",
       "          if (!mod) {\n",
       "            const id = normalize(name);\n",
       "\n",
       "            mod = cache[id];\n",
       "            if (!mod) {\n",
       "              if (!modules[id]) {\n",
       "                if (externals[id] === false || (externals[id] == true && parent_require)) {\n",
       "                  try {\n",
       "                    mod = {exports: externals[id] ? parent_require(id) : {}};\n",
       "                    cache[id] = cache[name] = mod;\n",
       "                    return mod.exports;\n",
       "                  } catch (e) {}\n",
       "                }\n",
       "\n",
       "                const err = new Error(\"Cannot find module '\" + name + \"'\");\n",
       "                err.code = 'MODULE_NOT_FOUND';\n",
       "                throw err;\n",
       "              }\n",
       "\n",
       "              mod = {exports: {}};\n",
       "              cache[id] = cache[name] = mod;\n",
       "\n",
       "              function __esModule() {\n",
       "                Object.defineProperty(mod.exports, \"__esModule\", {value: true});\n",
       "              }\n",
       "\n",
       "              function __esExport(name, value) {\n",
       "                Object.defineProperty(mod.exports, name, {\n",
       "                  enumerable: true, get: function () { return value; }\n",
       "                });\n",
       "              }\n",
       "\n",
       "              modules[id].call(mod.exports, require, mod, mod.exports, __esModule, __esExport);\n",
       "            } else {\n",
       "              cache[name] = mod;\n",
       "            }\n",
       "          }\n",
       "\n",
       "          return mod.exports;\n",
       "        }\n",
       "        require.resolve = function(name) {\n",
       "          return \"\"\n",
       "        }\n",
       "\n",
       "        const main = require(entry);\n",
       "        main.require = require;\n",
       "\n",
       "        if (typeof Proxy !== \"undefined\") {\n",
       "          // allow Bokeh.loader[\"@bokehjs/module/name\"] syntax\n",
       "          main.loader = new Proxy({}, {\n",
       "            get: function(_obj, module) {\n",
       "              return require(module);\n",
       "            }\n",
       "          });\n",
       "        }\n",
       "\n",
       "        main.register_plugin = function(plugin_modules, plugin_entry, plugin_aliases, plugin_externals) {\n",
       "          if (plugin_aliases === undefined) plugin_aliases = {};\n",
       "          if (plugin_externals === undefined) plugin_externals = {};\n",
       "\n",
       "          for (let name in plugin_modules) {\n",
       "            modules[name] = plugin_modules[name];\n",
       "          }\n",
       "\n",
       "          for (let name in plugin_aliases) {\n",
       "            aliases[name] = plugin_aliases[name];\n",
       "          }\n",
       "\n",
       "          for (let name in plugin_externals) {\n",
       "            externals[name] = plugin_externals[name];\n",
       "          }\n",
       "\n",
       "          const plugin = require(plugin_entry);\n",
       "\n",
       "          for (let name in plugin) {\n",
       "            main[name] = plugin[name];\n",
       "          }\n",
       "\n",
       "          return plugin;\n",
       "        }\n",
       "\n",
       "        return main;\n",
       "      })\n",
       "      ([\n",
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       "      function _(e,t,o,s,l){s();const n=e(1);l(\"version\",e(3).version),l(\"index\",e(4).index),o.embed=(0,n.__importStar)(e(4)),o.protocol=(0,n.__importStar)(e(406)),o._testing=(0,n.__importStar)(e(407));var r=e(19);l(\"logger\",r.logger),l(\"set_log_level\",r.set_log_level),l(\"settings\",e(28).settings),l(\"Models\",e(7).Models),l(\"documents\",e(5).documents),l(\"safely\",e(408).safely)},\n",
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       "      function _(e,o,t,n,s){n();const d=e(5),r=e(19),_=e(34),c=e(13),i=e(8),a=e(16),u=e(397),l=e(399),m=e(398);var f=e(397);s(\"add_document_standalone\",f.add_document_standalone),s(\"index\",f.index),s(\"add_document_from_session\",e(399).add_document_from_session);var g=e(404);async function w(e,o,t,n){(0,i.isString)(e)&&(e=JSON.parse((0,_.unescape)(e)));const s={};for(const[o,t]of(0,c.entries)(e))s[o]=d.Document.from_json(t);const a=[];for(const e of o){const o=(0,m._resolve_element)(e),d=(0,m._resolve_root_elements)(e);if(null!=e.docid)a.push(await(0,u.add_document_standalone)(s[e.docid],o,d,e.use_for_title));else{if(null==e.token)throw new Error(\"Error rendering Bokeh items: either 'docid' or 'token' was expected.\");{const s=(0,l._get_ws_url)(t,n);r.logger.debug(`embed: computed ws url: ${s}`);try{a.push(await(0,l.add_document_from_session)(s,e.token,o,d,e.use_for_title)),console.log(\"Bokeh items were rendered successfully\")}catch(e){console.log(\"Error rendering Bokeh items:\",e)}}}}return a}s(\"embed_items_notebook\",g.embed_items_notebook),s(\"kernels\",g.kernels),s(\"BOKEH_ROOT\",e(398).BOKEH_ROOT),t.embed_item=async function(e,o){const t={},n=(0,_.uuid4)();t[n]=e.doc,null==o&&(o=e.target_id);const s=document.getElementById(o);null!=s&&s.classList.add(m.BOKEH_ROOT);const d={roots:{[e.root_id]:o},root_ids:[e.root_id],docid:n};await(0,a.defer)();const[r]=await w(t,[d]);return r},t.embed_items=async function(e,o,t,n){return await(0,a.defer)(),w(e,o,t,n)}},\n",
       "      function _(t,_,o,r,n){r();const a=t(1);(0,a.__exportStar)(t(6),o),(0,a.__exportStar)(t(35),o)},\n",
       "      function _(e,t,s,o,n){o();const i=e(1),r=e(7),l=e(3),_=e(19),a=e(251),c=e(14),d=e(30),h=e(15),f=e(17),u=e(31),m=e(29),g=e(9),v=e(13),p=(0,i.__importStar)(e(77)),w=e(26),b=e(8),y=e(309),k=e(75),M=e(53),j=e(396),z=e(35);class S{constructor(e){this.document=e,this.session=null,this.subscribed_models=new Set}send_event(e){const t=new z.MessageSentEvent(this.document,\"bokeh_event\",e.to_json());this.document._trigger_on_change(t)}trigger(e){for(const t of this.subscribed_models)null!=e.origin&&e.origin!=t||t._process_event(e)}}s.EventManager=S,S.__name__=\"EventManager\",s.documents=[],s.DEFAULT_TITLE=\"Bokeh Application\";class E{constructor(e){var t;s.documents.push(this),this._init_timestamp=Date.now(),this._resolver=null!==(t=null==e?void 0:e.resolver)&&void 0!==t?t:new r.ModelResolver,this._title=s.DEFAULT_TITLE,this._roots=[],this._all_models=new Map,this._all_models_freeze_count=0,this._callbacks=new Map,this._message_callbacks=new Map,this.event_manager=new S(this),this.idle=new h.Signal0(this,\"idle\"),this._idle_roots=new WeakMap,this._interactive_timestamp=null,this._interactive_plot=null}get layoutables(){return this._roots.filter((e=>e instanceof y.LayoutDOM))}get is_idle(){for(const e of this.layoutables)if(!this._idle_roots.has(e))return!1;return!0}notify_idle(e){this._idle_roots.set(e,!0),this.is_idle&&(_.logger.info(`document idle at ${Date.now()-this._init_timestamp} ms`),this.event_manager.send_event(new a.DocumentReady),this.idle.emit())}clear(){this._push_all_models_freeze();try{for(;this._roots.length>0;)this.remove_root(this._roots[0])}finally{this._pop_all_models_freeze()}}interactive_start(e,t=null){null==this._interactive_plot&&(this._interactive_plot=e,this._interactive_plot.trigger_event(new a.LODStart)),this._interactive_finalize=t,this._interactive_timestamp=Date.now()}interactive_stop(){null!=this._interactive_plot&&(this._interactive_plot.trigger_event(new a.LODEnd),null!=this._interactive_finalize&&this._interactive_finalize()),this._interactive_plot=null,this._interactive_timestamp=null,this._interactive_finalize=null}interactive_duration(){return null==this._interactive_timestamp?-1:Date.now()-this._interactive_timestamp}destructively_move(e){if(e===this)throw new Error(\"Attempted to overwrite a document with itself\");e.clear();const t=(0,g.copy)(this._roots);this.clear();for(const e of t)if(null!=e.document)throw new Error(`Somehow we didn't detach ${e}`);if(0!=this._all_models.size)throw new Error(`this._all_models still had stuff in it: ${this._all_models}`);for(const s of t)e.add_root(s);e.set_title(this._title)}_push_all_models_freeze(){this._all_models_freeze_count+=1}_pop_all_models_freeze(){this._all_models_freeze_count-=1,0===this._all_models_freeze_count&&this._recompute_all_models()}_invalidate_all_models(){_.logger.debug(\"invalidating document models\"),0===this._all_models_freeze_count&&this._recompute_all_models()}_recompute_all_models(){let e=new Set;for(const t of this._roots)e=p.union(e,t.references());const t=new Set(this._all_models.values()),s=p.difference(t,e),o=p.difference(e,t),n=new Map;for(const t of e)n.set(t.id,t);for(const e of s)e.detach_document();for(const e of o)e.attach_document(this);this._all_models=n}roots(){return this._roots}add_root(e,t){if(_.logger.debug(`Adding root: ${e}`),!(0,g.includes)(this._roots,e)){this._push_all_models_freeze();try{this._roots.push(e)}finally{this._pop_all_models_freeze()}this._trigger_on_change(new z.RootAddedEvent(this,e,t))}}remove_root(e,t){const s=this._roots.indexOf(e);if(!(s<0)){this._push_all_models_freeze();try{this._roots.splice(s,1)}finally{this._pop_all_models_freeze()}this._trigger_on_change(new z.RootRemovedEvent(this,e,t))}}title(){return this._title}set_title(e,t){e!==this._title&&(this._title=e,this._trigger_on_change(new z.TitleChangedEvent(this,e,t)))}get_model_by_id(e){var t;return null!==(t=this._all_models.get(e))&&void 0!==t?t:null}get_model_by_name(e){const t=[];for(const s of this._all_models.values())s instanceof M.Model&&s.name==e&&t.push(s);switch(t.length){case 0:return null;case 1:return t[0];default:throw new Error(`Multiple models are named '${e}'`)}}on_message(e,t){const s=this._message_callbacks.get(e);null==s?this._message_callbacks.set(e,new Set([t])):s.add(t)}remove_on_message(e,t){var s;null===(s=this._message_callbacks.get(e))||void 0===s||s.delete(t)}_trigger_on_message(e,t){const s=this._message_callbacks.get(e);if(null!=s)for(const e of s)e(t)}on_change(e,t=!1){this._callbacks.has(e)||this._callbacks.set(e,t)}remove_on_change(e){this._callbacks.delete(e)}_trigger_on_change(e){for(const[t,s]of this._callbacks)if(!s&&e instanceof z.DocumentEventBatch)for(const s of e.events)t(s);else t(e)}_notify_change(e,t,s,o,n){this._trigger_on_change(new z.ModelChangedEvent(this,e,t,s,o,null==n?void 0:n.setter_id,null==n?void 0:n.hint))}static _instantiate_object(e,t,s,o){const n=Object.assign(Object.assign({},s),{id:e,__deferred__:!0});return new(o.get(t))(n)}static _instantiate_references_json(e,t,s){var o;const n=new Map;for(const i of e){const e=i.id,r=i.type,l=null!==(o=i.attributes)&&void 0!==o?o:{};let _=t.get(e);null==_&&(_=E._instantiate_object(e,r,l,s),null!=i.subtype&&_.set_subtype(i.subtype)),n.set(_.id,_)}return n}static _resolve_refs(e,t,s,o){function n(e){var i;if((0,f.is_ref)(e)){const o=null!==(i=t.get(e.id))&&void 0!==i?i:s.get(e.id);if(null!=o)return o;throw new Error(`reference ${JSON.stringify(e)} isn't known (not in Document?)`)}if((0,u.is_NDArray_ref)(e)){const{buffer:t,dtype:s,shape:n}=(0,u.decode_NDArray)(e,o);return(0,m.ndarray)(t,{dtype:s,shape:n})}return(0,b.isArray)(e)?function(e){const t=[];for(const s of e)t.push(n(s));return t}(e):(0,b.isPlainObject)(e)?function(e){const t={};for(const[s,o]of(0,v.entries)(e))t[s]=n(o);return t}(e):e}return n(e)}static _initialize_references_json(e,t,s,o){const n=new Map;for(const{id:i,attributes:r}of e){const e=!t.has(i),l=e?s.get(i):t.get(i),_=E._resolve_refs(r,t,s,o);l.setv(_,{silent:!0}),n.set(i,{instance:l,is_new:e})}const i=[],r=new Set;function l(e){if(e instanceof c.HasProps){if(n.has(e.id)&&!r.has(e.id)){r.add(e.id);const{instance:t,is_new:s}=n.get(e.id),{attributes:o}=t;for(const e of(0,v.values)(o))l(e);s&&(t.finalize(),i.push(t))}}else if((0,b.isArray)(e))for(const t of e)l(t);else if((0,b.isPlainObject)(e))for(const t of(0,v.values)(e))l(t)}for(const e of n.values())l(e.instance);for(const e of i)e.connect_signals()}static _event_for_attribute_change(e,t,s,o,n){if(o.get_model_by_id(e.id).property(t).syncable){const i={kind:\"ModelChanged\",model:{id:e.id},attr:t,new:s};return c.HasProps._json_record_references(o,s,n,{recursive:!0}),i}return null}static _events_to_sync_objects(e,t,s,o){const n=Object.keys(e.attributes),i=Object.keys(t.attributes),r=(0,g.difference)(n,i),l=(0,g.difference)(i,n),a=(0,g.intersection)(n,i),c=[];for(const e of r)_.logger.warn(`Server sent key ${e} but we don't seem to have it in our JSON`);for(const n of l){const i=t.attributes[n];c.push(E._event_for_attribute_change(e,n,i,s,o))}for(const n of a){const i=e.attributes[n],r=t.attributes[n];null==i&&null==r||(null==i||null==r?c.push(E._event_for_attribute_change(e,n,r,s,o)):\"data\"==n||(0,w.is_equal)(i,r)||c.push(E._event_for_attribute_change(e,n,r,s,o)))}return c.filter((e=>null!=e))}static _compute_patch_since_json(e,t){const s=t.to_json(!1);function o(e){const t=new Map;for(const s of e.roots.references)t.set(s.id,s);return t}const n=o(e),i=new Map,r=[];for(const t of e.roots.root_ids)i.set(t,n.get(t)),r.push(t);const l=o(s),_=new Map,a=[];for(const e of s.roots.root_ids)_.set(e,l.get(e)),a.push(e);if(r.sort(),a.sort(),(0,g.difference)(r,a).length>0||(0,g.difference)(a,r).length>0)throw new Error(\"Not implemented: computing add/remove of document roots\");const c=new Set;let h=[];for(const e of t._all_models.keys())if(n.has(e)){const s=E._events_to_sync_objects(n.get(e),l.get(e),t,c);h=h.concat(s)}const f=new d.Serializer({include_defaults:!1});return f.to_serializable([...c]),{references:[...f.definitions],events:h}}to_json_string(e=!0){return JSON.stringify(this.to_json(e))}to_json(e=!0){const t=new d.Serializer({include_defaults:e}),s=t.to_serializable(this._roots);return{version:l.version,title:this._title,roots:{root_ids:s.map((e=>e.id)),references:[...t.definitions]}}}static from_json_string(e){const t=JSON.parse(e);return E.from_json(t)}static from_json(e){_.logger.debug(\"Creating Document from JSON\");const t=e.version,s=-1!==t.indexOf(\"+\")||-1!==t.indexOf(\"-\"),o=`Library versions: JS (${l.version}) / Python (${t})`;s||l.version.replace(/-(dev|rc)\\./,\"$1\")==t?_.logger.debug(o):(_.logger.warn(\"JS/Python version mismatch\"),_.logger.warn(o));const n=new r.ModelResolver;null!=e.defs&&(0,j.resolve_defs)(e.defs,n);const i=e.roots,a=i.root_ids,c=i.references,d=E._instantiate_references_json(c,new Map,n);E._initialize_references_json(c,new Map,d,new Map);const h=new E({resolver:n});h._push_all_models_freeze();for(const e of a){const t=d.get(e);null!=t&&h.add_root(t)}return h._pop_all_models_freeze(),h.set_title(e.title),h}replace_with_json(e){E.from_json(e).destructively_move(this)}create_json_patch_string(e){return JSON.stringify(this.create_json_patch(e))}create_json_patch(e){for(const t of e)if(t.document!=this)throw new Error(\"Cannot create a patch using events from a different document\");const t=new d.Serializer,s=t.to_serializable(e);for(const e of this._all_models.values())t.remove_def(e);return{events:s,references:[...t.definitions]}}apply_json_patch(e,t=new Map,s){const o=e.references,n=e.events,i=E._instantiate_references_json(o,this._all_models,this._resolver);t instanceof Map||(t=new Map(t));for(const e of n)switch(e.kind){case\"RootAdded\":case\"RootRemoved\":case\"ModelChanged\":{const t=e.model.id,s=this._all_models.get(t);if(null!=s)i.set(t,s);else if(!i.has(t))throw _.logger.warn(`Got an event for unknown model ${e.model}\"`),new Error(\"event model wasn't known\");break}}const r=new Map(this._all_models),l=new Map;for(const[e,t]of i)r.has(e)||l.set(e,t);E._initialize_references_json(o,r,l,t);for(const e of n)switch(e.kind){case\"MessageSent\":{const{msg_type:s,msg_data:o}=e;let n;if(void 0===o){if(1!=t.size)throw new Error(\"expected exactly one buffer\");{const[[,e]]=t;n=e}}else n=E._resolve_refs(o,r,l,t);this._trigger_on_message(s,n);break}case\"ModelChanged\":{const o=e.model.id,n=this._all_models.get(o);if(null==n)throw new Error(`Cannot apply patch to ${o} which is not in the document`);const i=e.attr,_=E._resolve_refs(e.new,r,l,t);n.setv({[i]:_},{setter_id:s});break}case\"ColumnDataChanged\":{const o=e.column_source.id,n=this._all_models.get(o);if(null==n)throw new Error(`Cannot stream to ${o} which is not in the document`);const i=E._resolve_refs(e.new,new Map,new Map,t);if(null!=e.cols)for(const e in n.data)e in i||(i[e]=n.data[e]);n.setv({data:i},{setter_id:s,check_eq:!1});break}case\"ColumnsStreamed\":{const t=e.column_source.id,o=this._all_models.get(t);if(null==o)throw new Error(`Cannot stream to ${t} which is not in the document`);if(!(o instanceof k.ColumnDataSource))throw new Error(\"Cannot stream to non-ColumnDataSource\");const n=e.data,i=e.rollover;o.stream(n,i,s);break}case\"ColumnsPatched\":{const t=e.column_source.id,o=this._all_models.get(t);if(null==o)throw new Error(`Cannot patch ${t} which is not in the document`);if(!(o instanceof k.ColumnDataSource))throw new Error(\"Cannot patch non-ColumnDataSource\");const n=e.patches;o.patch(n,s);break}case\"RootAdded\":{const t=e.model.id,o=i.get(t);this.add_root(o,s);break}case\"RootRemoved\":{const t=e.model.id,o=i.get(t);this.remove_root(o,s);break}case\"TitleChanged\":this.set_title(e.title,s);break;default:throw new Error(`Unknown patch event ${JSON.stringify(e)}`)}}}s.Document=E,E.__name__=\"Document\"},\n",
       "      function _(e,o,s,r,t){r();const l=e(1),i=e(8),d=e(13),n=e(14);s.overrides={};const a=new Map;s.Models=e=>{const o=s.Models.get(e);if(null!=o)return o;throw new Error(`Model '${e}' does not exist. This could be due to a widget or a custom model not being registered before first usage.`)},s.Models.get=e=>{var o;return null!==(o=s.overrides[e])&&void 0!==o?o:a.get(e)},s.Models.register=(e,o)=>{s.overrides[e]=o},s.Models.unregister=e=>{delete s.overrides[e]},s.Models.register_models=(e,o=!1,s)=>{var r;if(null!=e)for(const t of(0,i.isArray)(e)?e:(0,d.values)(e))if(r=t,(0,i.isObject)(r)&&r.prototype instanceof n.HasProps){const e=t.__qualified__;o||!a.has(e)?a.set(e,t):null!=s?s(e):console.warn(`Model '${e}' was already registered`)}},s.register_models=s.Models.register_models,s.Models.registered_names=()=>[...a.keys()];class _{constructor(){this._known_models=new Map}get(e,o){var r;const t=null!==(r=s.Models.get(e))&&void 0!==r?r:this._known_models.get(e);if(null!=t)return t;if(void 0!==o)return o;throw new Error(`Model '${e}' does not exist. This could be due to a widget or a custom model not being registered before first usage.`)}register(e){const o=e.__qualified__;null==this.get(o,null)?this._known_models.set(o,e):console.warn(`Model '${o}' was already registered with this resolver`)}}s.ModelResolver=_,_.__name__=\"ModelResolver\";const g=(0,l.__importStar)(e(38));(0,s.register_models)(g);const u=(0,l.__importStar)(e(392));(0,s.register_models)(u)},\n",
       "      function _(n,t,r,e,i){e();\n",
       "      //     (c) 2009-2015 Jeremy Ashkenas, DocumentCloud and Investigative Reporters & Editors\n",
       "      //     Underscore may be freely distributed under the MIT license.\n",
       "      const o=n(9),u=Object.prototype.toString;function c(n){return!0===n||!1===n||\"[object Boolean]\"===u.call(n)}function f(n){return\"[object Number]\"===u.call(n)}function l(n){return\"[object String]\"===u.call(n)}function s(n){return\"symbol\"==typeof n}function a(n){const t=typeof n;return\"function\"===t||\"object\"===t&&!!n}function b(n){return a(n)&&void 0!==n[Symbol.iterator]}r.isBoolean=c,r.isNumber=f,r.isInteger=function(n){return f(n)&&Number.isInteger(n)},r.isString=l,r.isSymbol=s,r.isPrimitive=function(n){return null===n||c(n)||f(n)||l(n)||s(n)},r.isFunction=function(n){return\"[object Function]\"===u.call(n)},r.isArray=function(n){return Array.isArray(n)},r.isArrayOf=function(n,t){return(0,o.every)(n,t)},r.isArrayableOf=function(n,t){for(let r=0,e=n.length;r<e;r++)if(!t(n[r]))return!1;return!0},r.isTypedArray=function(n){return ArrayBuffer.isView(n)&&!(n instanceof DataView)},r.isObject=a,r.isPlainObject=function(n){return a(n)&&(null==n.constructor||n.constructor===Object)},r.isIterable=b,r.isArrayable=function(n){return b(n)&&\"length\"in n}},\n",
       "      function _(n,t,e,r,o){r();\n",
       "      //     (c) 2009-2015 Jeremy Ashkenas, DocumentCloud and Investigative Reporters & Editors\n",
       "      //     Underscore may be freely distributed under the MIT license.\n",
       "      const i=n(10),u=n(11),c=n(12);o(\"map\",c.map),o(\"reduce\",c.reduce),o(\"min\",c.min),o(\"min_by\",c.min_by),o(\"max\",c.max),o(\"max_by\",c.max_by),o(\"sum\",c.sum),o(\"cumsum\",c.cumsum),o(\"every\",c.every),o(\"some\",c.some),o(\"find\",c.find),o(\"find_last\",c.find_last),o(\"find_index\",c.find_index),o(\"find_last_index\",c.find_last_index),o(\"sorted_index\",c.sorted_index),o(\"is_empty\",c.is_empty);const f=Array.prototype.slice;function s(n){return f.call(n)}function a(n){return[].concat(...n)}function l(n,t){return-1!==n.indexOf(t)}function m(n,t,e=1){(0,u.assert)(e>0,\"'step' must be a positive number\"),null==t&&(t=n,n=0);const{max:r,ceil:o,abs:i}=Math,c=n<=t?e:-e,f=r(o(i(t-n)/e),0),s=new Array(f);for(let t=0;t<f;t++,n+=c)s[t]=n;return s}e.head=function(n){return n[0]},e.tail=function(n){return n[n.length-1]},e.last=function(n){return n[n.length-1]},e.copy=s,e.concat=a,e.includes=l,e.contains=l,e.nth=function(n,t){return n[t>=0?t:n.length+t]},e.zip=function(...n){if(0==n.length)return[];const t=(0,c.min)(n.map((n=>n.length))),e=n.length,r=new Array(t);for(let o=0;o<t;o++){r[o]=new Array(e);for(let t=0;t<e;t++)r[o][t]=n[t][o]}return r},e.unzip=function(n){const t=n.length,e=(0,c.min)(n.map((n=>n.length))),r=Array(e);for(let n=0;n<e;n++)r[n]=new Array(t);for(let o=0;o<t;o++)for(let t=0;t<e;t++)r[t][o]=n[o][t];return r},e.range=m,e.linspace=function(n,t,e=100){const r=(t-n)/(e-1),o=new Array(e);for(let t=0;t<e;t++)o[t]=n+r*t;return o},e.transpose=function(n){const t=n.length,e=n[0].length,r=[];for(let o=0;o<e;o++){r[o]=[];for(let e=0;e<t;e++)r[o][e]=n[e][o]}return r},e.argmin=function(n){return(0,c.min_by)(m(n.length),(t=>n[t]))},e.argmax=function(n){return(0,c.max_by)(m(n.length),(t=>n[t]))},e.sort_by=function(n,t){const e=n.map(((n,e)=>({value:n,index:e,key:t(n)})));return e.sort(((n,t)=>{const e=n.key,r=t.key;if(e!==r){if(e>r||void 0===e)return 1;if(e<r||void 0===r)return-1}return n.index-t.index})),e.map((n=>n.value))},e.uniq=function(n){const t=new Set;for(const e of n)t.add(e);return[...t]},e.uniq_by=function(n,t){const e=[],r=[];for(const o of n){const n=t(o);l(r,n)||(r.push(n),e.push(o))}return e},e.union=function(...n){const t=new Set;for(const e of n)for(const n of e)t.add(n);return[...t]},e.intersection=function(n,...t){const e=[];n:for(const r of n)if(!l(e,r)){for(const n of t)if(!l(n,r))continue n;e.push(r)}return e},e.difference=function(n,...t){const e=a(t);return n.filter((n=>!l(e,n)))},e.remove_at=function(n,t){const e=s(n);return e.splice(t,1),e},e.remove_by=function(n,t){for(let e=0;e<n.length;)t(n[e])?n.splice(e,1):e++},e.shuffle=function(n){const t=n.length,e=new Array(t);for(let r=0;r<t;r++){const t=(0,i.randomIn)(0,r);t!==r&&(e[r]=e[t]),e[t]=n[r]}return e},e.pairwise=function(n,t){const e=n.length,r=new Array(e-1);for(let o=0;o<e-1;o++)r[o]=t(n[o],n[o+1]);return r},e.reversed=function(n){const t=n.length,e=new Array(t);for(let r=0;r<t;r++)e[t-r-1]=n[r];return e},e.repeat=function(n,t){const e=new Array(t);for(let r=0;r<t;r++)e[r]=n;return e}},\n",
       "      function _(n,t,r,e,o){e();const{PI:a}=Math;function u(n){if(0==n)return 0;for(;n<=0;)n+=2*a;for(;n>2*a;)n-=2*a;return n}function c(n,t){return u(n-t)}function f(){return Math.random()}function i(n){switch(n){case\"deg\":return a/180;case\"rad\":return 1;case\"grad\":return a/200;case\"turn\":return 2*a}}r.angle_norm=u,r.angle_dist=c,r.angle_between=function(n,t,r,e=!1){const o=c(t,r);if(0==o)return!1;if(o==2*a)return!0;const f=u(n),i=c(t,f)<=o&&c(f,r)<=o;return e?!i:i},r.random=f,r.randomIn=function(n,t){return null==t&&(t=n,n=0),n+Math.floor(Math.random()*(t-n+1))},r.atan2=function(n,t){return Math.atan2(t[1]-n[1],t[0]-n[0])},r.radians=function(n){return n*(a/180)},r.degrees=function(n){return n/(a/180)},r.resolve_angle=function(n,t){return-i(t)*n},r.to_radians_coeff=i,r.rnorm=function(n,t){let r,e;for(;r=f(),e=f(),e=(2*e-1)*Math.sqrt(1/Math.E*2),!(-4*r*r*Math.log(r)>=e*e););let o=e/r;return o=n+t*o,o},r.clamp=function(n,t,r){return n<t?t:n>r?r:n},r.log=function(n,t=Math.E){return Math.log(n)/Math.log(t)},r.float32_epsilon=1.1920928955078125e-7},\n",
       "      function _(r,n,e,o,s){o();class t extends Error{}e.AssertionError=t,t.__name__=\"AssertionError\",e.assert=function(r,n){if(!(!0===r||!1!==r&&r()))throw new t(null!=n?n:\"Assertion failed\")},e.unreachable=function(){throw new Error(\"unreachable code\")}},\n",
       "      function _(n,t,e,r,o){r();const i=n(10);function l(n,t,e,...r){const o=n.length;t<0&&(t+=o),t<0?t=0:t>o&&(t=o),null==e||e>o-t?e=o-t:e<0&&(e=0);const i=o-e+r.length,l=new n.constructor(i);let u=0;for(;u<t;u++)l[u]=n[u];for(const n of r)l[u++]=n;for(let r=t+e;r<o;r++)l[u++]=n[r];return l}function u(n,t){return l(n,t,n.length-t)}function c(n,t){const e=n.length,r=new n.constructor(e);for(let o=0;o<e;o++)r[o]=t(n[o],o,n);return r}function f(n,t,e){const r=n.length;if(void 0===e&&0==r)throw new Error(\"can't reduce an empty array without an initial value\");let o,i;for(void 0===e?(o=n[0],i=1):(o=e,i=0);i<r;i++)o=t(o,n[i],i,n);return o}function s(n){return function(t,e){const r=t.length;let o=n>0?0:r-1;for(;o>=0&&o<r;o+=n)if(e(t[o]))return o;return-1}}function h(n,t){let e=0,r=n.length;for(;e<r;){const o=Math.floor((e+r)/2);n[o]<t?e=o+1:r=o}return e}function a(n,t,e,r,o){const i=(o-e)/(r-t);let l=i*(n-t)+e;return isFinite(l)||(l=i*(n-r)+o,isFinite(l)||e!=o||(l=e)),l}function g(n,t){if(n<t[0])return-1;if(n>t[t.length-1])return t.length;let e=0,r=t.length-1;for(;r-e!=1;){const o=e+Math.floor((r-e)/2);n>=t[o]?e=o:r=o}return e}e.is_empty=function(n){return 0==n.length},e.copy=function(n){return Array.isArray(n)?n.slice():new n.constructor(n)},e.splice=l,e.head=u,e.insert=function(n,t,e){return l(n,e,0,t)},e.append=function(n,t){return l(n,n.length,0,t)},e.prepend=function(n,t){return l(n,0,0,t)},e.indexOf=function(n,t){for(let e=0,r=n.length;e<r;e++)if(n[e]===t)return e;return-1},e.subselect=function(n,t){const e=t.length,r=new n.constructor(e);for(let o=0;o<e;o++)r[o]=n[t[o]];return r},e.mul=function(n,t,e){const r=n.length,o=null!=e?e:new n.constructor(r);for(let e=0;e<r;e++)o[e]=n[e]*t;return o},e.map=c,e.inplace_map=function(n,t,e){const r=n.length,o=null!=e?e:n;for(let e=0;e<r;e++)o[e]=t(n[e],e)},e.filter=function(n,t){const e=n.length,r=new n.constructor(e);let o=0;for(let i=0;i<e;i++){const e=n[i];t(e,i,n)&&(r[o++]=e)}return u(r,o)},e.reduce=f,e.min=function(n){let t,e=1/0;for(let r=0,o=n.length;r<o;r++)t=n[r],!isNaN(t)&&t<e&&(e=t);return e},e.max=function(n){let t,e=-1/0;for(let r=0,o=n.length;r<o;r++)t=n[r],!isNaN(t)&&t>e&&(e=t);return e},e.minmax=function(n){let t,e=1/0,r=-1/0;for(let o=0,i=n.length;o<i;o++)t=n[o],isNaN(t)||(t<e&&(e=t),t>r&&(r=t));return[e,r]},e.minmax2=function(n,t){let e,r,o=1/0,i=-1/0,l=1/0,u=-1/0;const c=Math.min(n.length,t.length);for(let f=0;f<c;f++)e=n[f],r=t[f],isNaN(e)||isNaN(r)||(e<o&&(o=e),e>i&&(i=e),r<l&&(l=r),r>u&&(u=r));return[o,i,l,u]},e.min_by=function(n,t){if(0==n.length)throw new Error(\"min_by() called with an empty array\");let e=n[0],r=t(e);for(let o=1,i=n.length;o<i;o++){const i=n[o],l=t(i);l<r&&(e=i,r=l)}return e},e.max_by=function(n,t){if(0==n.length)throw new Error(\"max_by() called with an empty array\");let e=n[0],r=t(e);for(let o=1,i=n.length;o<i;o++){const i=n[o],l=t(i);l>r&&(e=i,r=l)}return e},e.sum=function(n){let t=0;for(let e=0,r=n.length;e<r;e++)t+=n[e];return t},e.cumsum=function(n){const t=new n.constructor(n.length);return f(n,((n,e,r)=>t[r]=n+e),0),t},e.every=function(n,t){for(let e=0,r=n.length;e<r;e++)if(!t(n[e]))return!1;return!0},e.some=function(n,t){for(let e=0,r=n.length;e<r;e++)if(t(n[e]))return!0;return!1},e.index_of=function(n,t){for(let e=0,r=n.length;e<r;e++)if(n[e]===t)return e;return-1},e.find_index=s(1),e.find_last_index=s(-1),e.find=function(n,t){const r=(0,e.find_index)(n,t);return-1==r?void 0:n[r]},e.find_last=function(n,t){const r=(0,e.find_last_index)(n,t);return-1==r?void 0:n[r]},e.sorted_index=h,e.bin_counts=function(n,t){const e=t.length-1,r=Array(e).fill(0);for(let o=0;o<n.length;o++){const l=h(t,n[o]);r[(0,i.clamp)(l-1,0,e-1)]+=1}return r},e.interpolate=function(n,t,e){const r=n.length,o=new Array(r);for(let i=0;i<r;i++){const r=n[i];if(isNaN(r)){o[i]=r;continue}const l=g(r,t);if(-1==l)o[i]=e[0];else if(l==t.length)o[i]=e[e.length-1];else if(l==t.length-1||t[l]==r)o[i]=e[l];else{const n=t[l],u=e[l],c=t[l+1],f=e[l+1];o[i]=a(r,n,u,c,f)}}return o},e.left_edge_index=g,e.norm=function(n,t,e){const r=e-t;return c(n,(n=>(n-t)/r))}},\n",
       "      function _(t,e,n,c,o){c();const s=t(9),{hasOwnProperty:r}=Object.prototype;function i(t){return Object.keys(t).length}function u(t){return 0==i(t)}n.keys=Object.keys,n.values=Object.values,n.entries=Object.entries,n.extend=Object.assign,n.clone=function(t){return Object.assign({},t)},n.merge=function(t,e){const n=Object.create(Object.prototype),c=(0,s.concat)([Object.keys(t),Object.keys(e)]);for(const o of c){const c=r.call(t,o)?t[o]:[],i=r.call(e,o)?e[o]:[];n[o]=(0,s.union)(c,i)}return n},n.size=i,n.is_empty=u,n.isEmpty=u,n.to_object=function(t){const e={};for(const[n,c]of t)e[n]=c;return e}},\n",
       "      function _(e,t,s,n,r){n();const i=e(1);var o;const c=e(15),a=e(17),_=(0,i.__importStar)(e(18)),h=(0,i.__importStar)(e(21)),u=e(34),l=e(13),f=e(8),p=e(26),d=e(30),g=e(35),y=e(26),v=e(36),m=e(37),b=(0,i.__importStar)(e(21));class w extends((0,c.Signalable)()){constructor(e={}){var t,s;super(),this._subtype=void 0,this.document=null,this.destroyed=new c.Signal0(this,\"destroyed\"),this.change=new c.Signal0(this,\"change\"),this.transformchange=new c.Signal0(this,\"transformchange\"),this.exprchange=new c.Signal0(this,\"exprchange\"),this.properties={},this._watchers=new WeakMap,this._pending=!1,this._changing=!1;const n=e instanceof Map?e.get.bind(e):t=>e[t];this.id=null!==(t=n(\"id\"))&&void 0!==t?t:(0,u.uniqueId)();for(const[e,{type:t,default_value:s,options:r}]of(0,l.entries)(this._props)){let i;t instanceof _.PropertyAlias?Object.defineProperty(this.properties,e,{get:()=>this.properties[t.attr],configurable:!1,enumerable:!1}):(i=t instanceof h.Kind?new _.PrimitiveProperty(this,e,t,s,n(e),r):new t(this,e,h.Any,s,n(e),r),this.properties[e]=i)}null!==(s=n(\"__deferred__\"))&&void 0!==s&&s||(this.finalize(),this.connect_signals())}get is_syncable(){return!0}set type(e){console.warn(\"prototype.type = 'ModelName' is deprecated, use static __name__ instead\"),this.constructor.__name__=e}get type(){return this.constructor.__qualified__}static get __qualified__(){const{__module__:e,__name__:t}=this;return null!=e?`${e}.${t}`:t}static get[Symbol.toStringTag](){return this.__name__}static _fix_default(e,t){if(void 0===e||(0,f.isFunction)(e))return e;if((0,f.isPrimitive)(e))return()=>e;{const t=new m.Cloner;return()=>t.clone(e)}}static define(e){for(const[t,s]of(0,l.entries)((0,f.isFunction)(e)?e(b):e)){if(null!=this.prototype._props[t])throw new Error(`attempted to redefine property '${this.prototype.type}.${t}'`);if(null!=this.prototype[t])throw new Error(`attempted to redefine attribute '${this.prototype.type}.${t}'`);Object.defineProperty(this.prototype,t,{get(){return this.properties[t].get_value()},set(e){return this.setv({[t]:e}),this},configurable:!1,enumerable:!0});const[e,n,r={}]=s,i={type:e,default_value:this._fix_default(n,t),options:r},o=Object.assign({},this.prototype._props);o[t]=i,this.prototype._props=o}}static internal(e){const t={};for(const[s,n]of(0,l.entries)((0,f.isFunction)(e)?e(b):e)){const[e,r,i={}]=n;t[s]=[e,r,Object.assign(Object.assign({},i),{internal:!0})]}this.define(t)}static mixins(e){function t(e,t){const s={};for(const[n,r]of(0,l.entries)(t))s[e+n]=r;return s}const s={},n=[];for(const r of(0,f.isArray)(e)?e:[e])if((0,f.isArray)(r)){const[e,i]=r;(0,l.extend)(s,t(e,i)),n.push([e,i])}else{const e=r;(0,l.extend)(s,e),n.push([\"\",e])}this.define(s),this.prototype._mixins=[...this.prototype._mixins,...n]}static override(e){for(const[t,s]of(0,l.entries)(e)){const e=this._fix_default(s,t),n=this.prototype._props[t];if(null==n)throw new Error(`attempted to override nonexistent '${this.prototype.type}.${t}'`);const r=Object.assign({},this.prototype._props);r[t]=Object.assign(Object.assign({},n),{default_value:e}),this.prototype._props=r}}toString(){return`${this.type}(${this.id})`}property(e){const t=this.properties[e];if(null!=t)return t;throw new Error(`unknown property ${this.type}.${e}`)}get attributes(){const e={};for(const t of this)e[t.attr]=t.get_value();return e}[m.clone](e){const t=new Map;for(const s of this)s.dirty&&t.set(s.attr,e.clone(s.get_value()));return new this.constructor(t)}[y.equals](e,t){for(const s of this){const n=e.property(s.attr);if(!t.eq(s.get_value(),n.get_value()))return!1}return!0}[v.pretty](e){const t=e.token,s=[];for(const n of this)if(n.dirty){const r=n.get_value();s.push(`${n.attr}${t(\":\")} ${e.to_string(r)}`)}return`${this.constructor.__qualified__}${t(\"(\")}${t(\"{\")}${s.join(`${t(\",\")} `)}${t(\"}\")}${t(\")\")}`}[d.serialize](e){const t=this.ref();e.add_ref(this,t);const s=this.struct();for(const t of this)t.syncable&&(e.include_defaults||t.dirty)&&(s.attributes[t.attr]=e.to_serializable(t.get_value()));return e.add_def(this,s),t}finalize(){for(const e of this){if(!(e instanceof _.VectorSpec||e instanceof _.ScalarSpec))continue;const t=e.get_value();if(null!=t){const{transform:e,expr:s}=t;null!=e&&this.connect(e.change,(()=>this.transformchange.emit())),null!=s&&this.connect(s.change,(()=>this.exprchange.emit()))}}this.initialize()}initialize(){}connect_signals(){}disconnect_signals(){c.Signal.disconnectReceiver(this)}destroy(){this.disconnect_signals(),this.destroyed.emit()}clone(){return(new m.Cloner).clone(this)}changed_for(e){const t=this._watchers.get(e);return this._watchers.set(e,!1),null==t||t}_setv(e,t){const s=t.check_eq,n=[],r=this._changing;this._changing=!0;for(const[t,r]of e)!1!==s&&(0,p.is_equal)(t.get_value(),r)||(t.set_value(r),n.push(t));n.length>0&&(this._watchers=new WeakMap,this._pending=!0);for(const e of n)e.change.emit();if(!r){if(!t.no_change)for(;this._pending;)this._pending=!1,this.change.emit();this._pending=!1,this._changing=!1}}setv(e,t={}){const s=(0,l.entries)(e);if(0==s.length)return;if(!0===t.silent){this._watchers=new WeakMap;for(const[e,t]of s)this.properties[e].set_value(t);return}const n=new Map,r=new Map;for(const[e,t]of s){const s=this.properties[e];n.set(s,t),r.set(s,s.get_value())}this._setv(n,t);const{document:i}=this;if(null!=i){const e=[];for(const[t,s]of r)e.push([t,s,t.get_value()]);for(const[,t,s]of e)if(this._needs_invalidate(t,s)){i._invalidate_all_models();break}this._push_changes(e,t)}}getv(e){return this.property(e).get_value()}ref(){return{id:this.id}}struct(){const e={type:this.type,id:this.id,attributes:{}};return null!=this._subtype&&(e.subtype=this._subtype),e}set_subtype(e){this._subtype=e}*[Symbol.iterator](){yield*(0,l.values)(this.properties)}*syncable_properties(){for(const e of this)e.syncable&&(yield e)}serializable_attributes(){const e={};for(const t of this.syncable_properties())e[t.attr]=t.get_value();return e}static _json_record_references(e,t,s,n){const{recursive:r}=n;if((0,a.is_ref)(t)){const n=e.get_model_by_id(t.id);null==n||s.has(n)||w._value_record_references(n,s,{recursive:r})}else if((0,f.isArray)(t))for(const n of t)w._json_record_references(e,n,s,{recursive:r});else if((0,f.isPlainObject)(t))for(const n of(0,l.values)(t))w._json_record_references(e,n,s,{recursive:r})}static _value_record_references(e,t,s){const{recursive:n}=s;if(e instanceof w){if(!t.has(e)&&(t.add(e),n))for(const s of e.syncable_properties()){const e=s.get_value();w._value_record_references(e,t,{recursive:n})}}else if((0,f.isArray)(e))for(const s of e)w._value_record_references(s,t,{recursive:n});else if((0,f.isPlainObject)(e))for(const s of(0,l.values)(e))w._value_record_references(s,t,{recursive:n})}references(){const e=new Set;return w._value_record_references(this,e,{recursive:!0}),e}_doc_attached(){}_doc_detached(){}attach_document(e){if(null!=this.document&&this.document!=e)throw new Error(\"models must be owned by only a single document\");this.document=e,this._doc_attached()}detach_document(){this._doc_detached(),this.document=null}_needs_invalidate(e,t){const s=new Set;w._value_record_references(t,s,{recursive:!1});const n=new Set;w._value_record_references(e,n,{recursive:!1});for(const e of s)if(!n.has(e))return!0;for(const e of n)if(!s.has(e))return!0;return!1}_push_changes(e,t={}){if(!this.is_syncable)return;const{document:s}=this;if(null==s)return;const{setter_id:n}=t,r=[];for(const[t,i,o]of e)t.syncable&&r.push(new g.ModelChangedEvent(s,this,t.attr,i,o,n));if(0!=r.length){let e;1==r.length?[e]=r:e=new g.DocumentEventBatch(s,r,n),s._trigger_on_change(e)}}on_change(e,t){for(const s of(0,f.isArray)(e)?e:[e])this.connect(s.change,t)}}s.HasProps=w,(o=w).prototype._props={},o.prototype._mixins=[]},\n",
       "      function _(n,t,e,l,s){l();const i=n(16),o=n(9);class c{constructor(n,t){this.sender=n,this.name=t}connect(n,t=null){u.has(this.sender)||u.set(this.sender,[]);const e=u.get(this.sender);if(null!=g(e,this,n,t))return!1;const l=null!=t?t:n;a.has(l)||a.set(l,[]);const s=a.get(l),i={signal:this,slot:n,context:t};return e.push(i),s.push(i),!0}disconnect(n,t=null){const e=u.get(this.sender);if(null==e||0===e.length)return!1;const l=g(e,this,n,t);if(null==l)return!1;const s=null!=t?t:n,i=a.get(s);return l.signal=null,d(e),d(i),!0}emit(n){var t;const e=null!==(t=u.get(this.sender))&&void 0!==t?t:[];for(const{signal:t,slot:l,context:s}of e)t===this&&l.call(s,n,this.sender)}}e.Signal=c,c.__name__=\"Signal\";class r extends c{emit(){super.emit(void 0)}}e.Signal0=r,r.__name__=\"Signal0\",function(n){function t(n,t){const e=u.get(n);if(null==e||0===e.length)return;const l=a.get(t);if(null!=l&&0!==l.length){for(const t of l){if(null==t.signal)return;t.signal.sender===n&&(t.signal=null)}d(e),d(l)}}function e(n){var t;const e=u.get(n);if(null!=e&&0!==e.length){for(const n of e){if(null==n.signal)return;const e=null!==(t=n.context)&&void 0!==t?t:n.slot;n.signal=null,d(a.get(e))}d(e)}}function l(n,t,e){const l=a.get(n);if(null!=l&&0!==l.length){for(const n of l){if(null==n.signal)return;if(null!=t&&n.slot!=t)continue;const l=n.signal.sender;null!=e&&e.has(l)||(n.signal=null,d(u.get(l)))}d(l)}}function s(n){const t=u.get(n);if(null!=t&&0!==t.length){for(const n of t)n.signal=null;d(t)}const e=a.get(n);if(null!=e&&0!==e.length){for(const n of e)n.signal=null;d(e)}}n.disconnect_between=t,n.disconnect_sender=e,n.disconnect_receiver=l,n.disconnect_all=s,n.disconnectBetween=t,n.disconnectSender=e,n.disconnectReceiver=l,n.disconnectAll=s}(c||(e.Signal=c={})),e.Signalable=function(){return class{connect(n,t){return n.connect(t,this)}disconnect(n,t){return n.disconnect(t,this)}}};const u=new WeakMap,a=new WeakMap;function g(n,t,e,l){return(0,o.find)(n,(n=>n.signal===t&&n.slot===e&&n.context===l))}const f=new Set;function d(n){0===f.size&&(async()=>{await(0,i.defer)(),function(){for(const n of f)(0,o.remove_by)(n,(n=>null==n.signal));f.clear()}()})(),f.add(n)}},\n",
       "      function _(e,n,t,s,o){s();const r=new MessageChannel,a=new Map;r.port1.onmessage=e=>{const n=e.data,t=a.get(n);if(null!=t)try{t()}finally{a.delete(n)}};let i=1;t.defer=function(){return new Promise((e=>{const n=i++;a.set(n,e),r.port2.postMessage(n)}))},t.wait=function(e){return new Promise((n=>setTimeout(n,e)))}},\n",
       "      function _(n,t,i,e,c){e();const r=n(8),s=n(13);i.is_ref=function(n){if((0,r.isPlainObject)(n)){const t=(0,s.keys)(n);return 1==t.length&&\"id\"==t[0]}return!1}},\n",
       "      function _(e,t,n,r,a){r(),n.YCoordinateSeqSeqSeqSpec=n.XCoordinateSeqSeqSeqSpec=n.YCoordinateSeqSpec=n.XCoordinateSeqSpec=n.YCoordinateSpec=n.XCoordinateSpec=n.CoordinateSeqSeqSeqSpec=n.CoordinateSeqSpec=n.CoordinateSpec=n.BaseCoordinateSpec=n.NumberUnitsSpec=n.UnitsSpec=n.DataSpec=n.VectorSpec=n.TextBaselineScalar=n.TextAlignScalar=n.FontStyleScalar=n.FontSizeScalar=n.FontScalar=n.LineDashScalar=n.LineCapScalar=n.LineJoinScalar=n.ArrayScalar=n.NullStringScalar=n.StringScalar=n.NumberScalar=n.ColorScalar=n.AnyScalar=n.ScalarSpec=n.VerticalAlign=n.UpdateMode=n.TooltipAttachment=n.TickLabelOrientation=n.TextureRepetition=n.TextBaseline=n.TextAlign=n.TapBehavior=n.StepMode=n.StartEnd=n.SpatialUnits=n.Sort=n.SizingMode=n.Side=n.RoundingFunction=n.ResetPolicy=n.RenderMode=n.RenderLevel=n.RadiusDimension=n.PointPolicy=n.Place=void 0,n.TextBaselineSpec=n.TextAlignSpec=n.FontStyleSpec=n.FontSizeSpec=n.FontSpec=n.LineDashSpec=n.LineCapSpec=n.LineJoinSpec=n.MarkerSpec=n.ArraySpec=n.NullStringSpec=n.StringSpec=n.AnySpec=n.NDArraySpec=n.ColorSpec=n.ScreenSizeSpec=n.NumberSpec=n.IntSpec=n.BooleanSpec=n.NullDistanceSpec=n.DistanceSpec=n.AngleSpec=void 0;const i=e(1),s=e(15),l=e(19),o=(0,i.__importStar)(e(20)),c=e(24),_=e(9),u=e(12),d=e(10),S=e(22),p=e(27),m=e(8),h=e(28),v=e(29),y=e(33);function x(e){try{return JSON.stringify(e)}catch(t){return e.toString()}}function g(e){return(0,m.isPlainObject)(e)&&(void 0===e.value?0:1)+(void 0===e.field?0:1)+(void 0===e.expr?0:1)==1}a(\"Uniform\",y.Uniform),a(\"UniformScalar\",y.UniformScalar),a(\"UniformVector\",y.UniformVector),n.isSpec=g;class f{constructor(e,t,n,r,a,i={}){var l;let o;if(this.obj=e,this.attr=t,this.kind=n,this.default_value=r,this._dirty=!1,this.change=new s.Signal0(this.obj,\"change\"),this.internal=null!==(l=i.internal)&&void 0!==l&&l,this.convert=i.convert,this.on_update=i.on_update,void 0!==a)o=a,this._dirty=!0;else{const t=this._default_override();if(void 0!==t)o=t;else{if(void 0===r)return void(this.spec={value:null});o=r(e)}}this._update(o)}get is_value(){return void 0!==this.spec.value}get syncable(){return!this.internal}get_value(){return this.spec.value}set_value(e){this._update(e),this._dirty=!0}_default_override(){}get dirty(){return this._dirty}_update(e){var t;if(this.validate(e),null!=this.convert){const t=this.convert(e);void 0!==t&&(e=t)}this.spec={value:e},null===(t=this.on_update)||void 0===t||t.call(this,e,this.obj)}toString(){return`Prop(${this.obj}.${this.attr}, spec: ${x(this.spec)})`}normalize(e){return e}validate(e){if(!this.valid(e))throw new Error(`${this.obj}.${this.attr} given invalid value: ${x(e)}`)}valid(e){return this.kind.valid(e)}_value(e=!0){if(!this.is_value)throw new Error(\"attempted to retrieve property value for property without value specification\");let 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t}}n.Direction=O,O.__name__=\"Direction\",n.Anchor=k(o.Anchor),n.AngleUnits=k(o.AngleUnits),n.BoxOrigin=k(o.BoxOrigin),n.ButtonType=k(o.ButtonType),n.CalendarPosition=k(o.CalendarPosition),n.Dimension=k(o.Dimension),n.Dimensions=k(o.Dimensions),n.Distribution=k(o.Distribution),n.FontStyle=k(o.FontStyle),n.HatchPatternType=k(o.HatchPatternType),n.HTTPMethod=k(o.HTTPMethod),n.HexTileOrientation=k(o.HexTileOrientation),n.HoverMode=k(o.HoverMode),n.LatLon=k(o.LatLon),n.LegendClickPolicy=k(o.LegendClickPolicy),n.LegendLocation=k(o.LegendLocation),n.LineCap=k(o.LineCap),n.LineJoin=k(o.LineJoin),n.LinePolicy=k(o.LinePolicy),n.Location=k(o.Location),n.Logo=k(o.Logo),n.MarkerType=k(o.MarkerType),n.MutedPolicy=k(o.MutedPolicy),n.Orientation=k(o.Orientation),n.OutputBackend=k(o.OutputBackend),n.PaddingUnits=k(o.PaddingUnits),n.Place=k(o.Place),n.PointPolicy=k(o.PointPolicy),n.RadiusDimension=k(o.RadiusDimension),n.RenderLevel=k(o.RenderLevel),n.RenderMode=k(o.RenderMode),n.ResetPolicy=k(o.ResetPolicy),n.RoundingFunction=k(o.RoundingFunction),n.Side=k(o.Side),n.SizingMode=k(o.SizingMode),n.Sort=k(o.Sort),n.SpatialUnits=k(o.SpatialUnits),n.StartEnd=k(o.StartEnd),n.StepMode=k(o.StepMode),n.TapBehavior=k(o.TapBehavior),n.TextAlign=k(o.TextAlign),n.TextBaseline=k(o.TextBaseline),n.TextureRepetition=k(o.TextureRepetition),n.TickLabelOrientation=k(o.TickLabelOrientation),n.TooltipAttachment=k(o.TooltipAttachment),n.UpdateMode=k(o.UpdateMode),n.VerticalAlign=k(o.VerticalAlign);class 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extends E{}n.LineJoinScalar=H,H.__name__=\"LineJoinScalar\";class j extends E{}n.LineCapScalar=j,j.__name__=\"LineCapScalar\";class G extends E{}n.LineDashScalar=G,G.__name__=\"LineDashScalar\";class K extends E{_default_override(){return h.settings.dev?\"Bokeh\":void 0}}n.FontScalar=K,K.__name__=\"FontScalar\";class Q extends E{}n.FontSizeScalar=Q,Q.__name__=\"FontSizeScalar\";class W extends E{}n.FontStyleScalar=W,W.__name__=\"FontStyleScalar\";class Z extends E{}n.TextAlignScalar=Z,Z.__name__=\"TextAlignScalar\";class ee extends E{}n.TextBaselineScalar=ee,ee.__name__=\"TextBaselineScalar\";class te extends f{get_value(){return null===this.spec.value?null:this.spec}_update(e){g(e)?this.spec=e:this.spec={value:e},null!=this.spec.value&&this.validate(this.spec.value)}materialize(e){return e}v_materialize(e){return e}scalar(e,t){return new y.UniformScalar(e,t)}vector(e){return new y.UniformVector(e)}uniform(e){var t;const{field:n,expr:r,value:a,transform:i}=this.spec,s=null!==(t=e.get_length())&&void 0!==t?t:1;if(null!=n){let t=e.get_column(n);return null!=t?(null!=i&&(t=i.v_compute(t)),t=this.v_materialize(t),this.vector(t)):(l.logger.warn(`attempted to retrieve property array for nonexistent field '${n}'`),this.scalar(null,s))}if(null!=r){let t=r.v_compute(e);return null!=i&&(t=i.v_compute(t)),t=this.v_materialize(t),this.vector(t)}{let e=a;return null!=i&&(e=i.compute(e)),e=this.materialize(e),this.scalar(e,s)}}array(e){var t;let n;const r=null!==(t=e.get_length())&&void 0!==t?t:1;if(null!=this.spec.field){const t=e.get_column(this.spec.field);if(null!=t)n=this.normalize(t);else{l.logger.warn(`attempted to retrieve property array for nonexistent field '${this.spec.field}'`);const e=new Float64Array(r);e.fill(NaN),n=e}}else if(null!=this.spec.expr)n=this.normalize(this.spec.expr.v_compute(e));else{const e=this._value(!1);if((0,m.isNumber)(e)){const t=new Float64Array(r);t.fill(e),n=t}else n=(0,_.repeat)(e,r)}return null!=this.spec.transform&&(n=this.spec.transform.v_compute(n)),n}}n.VectorSpec=te,te.__name__=\"VectorSpec\";class ne extends te{}n.DataSpec=ne,ne.__name__=\"DataSpec\";class re extends te{_update(e){super._update(e);const{units:t}=this.spec;if(null!=t&&!(0,_.includes)(this.valid_units,t))throw new Error(`units must be one of ${this.valid_units.join(\", \")}; got: ${t}`)}get units(){var e;return null!==(e=this.spec.units)&&void 0!==e?e:this.default_units}set units(e){e!=this.default_units?this.spec.units=e:delete this.spec.units}}n.UnitsSpec=re,re.__name__=\"UnitsSpec\";class ae extends re{array(e){return new Float64Array(super.array(e))}}n.NumberUnitsSpec=ae,ae.__name__=\"NumberUnitsSpec\";class ie extends ne{}n.BaseCoordinateSpec=ie,ie.__name__=\"BaseCoordinateSpec\";class se extends ie{}n.CoordinateSpec=se,se.__name__=\"CoordinateSpec\";class le extends ie{}n.CoordinateSeqSpec=le,le.__name__=\"CoordinateSeqSpec\";class oe extends ie{}n.CoordinateSeqSeqSeqSpec=oe,oe.__name__=\"CoordinateSeqSeqSeqSpec\";class ce extends se{constructor(){super(...arguments),this.dimension=\"x\"}}n.XCoordinateSpec=ce,ce.__name__=\"XCoordinateSpec\";class _e extends se{constructor(){super(...arguments),this.dimension=\"y\"}}n.YCoordinateSpec=_e,_e.__name__=\"YCoordinateSpec\";class ue extends le{constructor(){super(...arguments),this.dimension=\"x\"}}n.XCoordinateSeqSpec=ue,ue.__name__=\"XCoordinateSeqSpec\";class de extends le{constructor(){super(...arguments),this.dimension=\"y\"}}n.YCoordinateSeqSpec=de,de.__name__=\"YCoordinateSeqSpec\";class Se extends oe{constructor(){super(...arguments),this.dimension=\"x\"}}n.XCoordinateSeqSeqSeqSpec=Se,Se.__name__=\"XCoordinateSeqSeqSeqSpec\";class pe extends oe{constructor(){super(...arguments),this.dimension=\"y\"}}n.YCoordinateSeqSeqSeqSpec=pe,pe.__name__=\"YCoordinateSeqSeqSeqSpec\";class me extends ae{get default_units(){return\"rad\"}get valid_units(){return[...o.AngleUnits]}materialize(e){return e*-(0,d.to_radians_coeff)(this.units)}v_materialize(e){const t=-(0,d.to_radians_coeff)(this.units),n=new Float32Array(e.length);return(0,u.mul)(e,t,n),n}array(e){throw new Error(\"not supported\")}}n.AngleSpec=me,me.__name__=\"AngleSpec\";class he extends ae{get default_units(){return\"data\"}get valid_units(){return[...o.SpatialUnits]}}n.DistanceSpec=he,he.__name__=\"DistanceSpec\";class ve extends he{materialize(e){return null!=e?e:NaN}}n.NullDistanceSpec=ve,ve.__name__=\"NullDistanceSpec\";class ye extends ne{v_materialize(e){return new Uint8Array(e)}array(e){return new Uint8Array(super.array(e))}}n.BooleanSpec=ye,ye.__name__=\"BooleanSpec\";class xe extends ne{v_materialize(e){return(0,m.isTypedArray)(e)?e:new Int32Array(e)}array(e){return new Int32Array(super.array(e))}}n.IntSpec=xe,xe.__name__=\"IntSpec\";class ge extends ne{v_materialize(e){return(0,m.isTypedArray)(e)?e:new Float64Array(e)}array(e){return new Float64Array(super.array(e))}}n.NumberSpec=ge,ge.__name__=\"NumberSpec\";class fe extends ge{valid(e){return(0,m.isNumber)(e)&&e>=0}}n.ScreenSizeSpec=fe,fe.__name__=\"ScreenSizeSpec\";class Ae extends ne{materialize(e){return(0,S.encode_rgba)((0,S.color2rgba)(e))}v_materialize(e){if(!(0,v.is_NDArray)(e)){const t=e.length,n=new c.RGBAArray(4*t);let r=0;for(const t of e){const[e,a,i,s]=(0,S.color2rgba)(t);n[r++]=e,n[r++]=a,n[r++]=i,n[r++]=s}return new c.ColorArray(n.buffer)}if(\"uint32\"==e.dtype&&1==e.dimension)return(0,p.to_big_endian)(e);if(\"uint8\"==e.dtype&&1==e.dimension){const[t]=e.shape,n=new c.RGBAArray(4*t);let r=0;for(const t of e)n[r++]=t,n[r++]=t,n[r++]=t,n[r++]=255;return new c.ColorArray(n.buffer)}if(\"uint8\"==e.dtype&&2==e.dimension){const[t,n]=e.shape;if(4==n)return new c.ColorArray(e.buffer);if(3==n){const r=new c.RGBAArray(4*t);for(let a=0,i=0;a<n*t;)r[i++]=e[a++],r[i++]=e[a++],r[i++]=e[a++],r[i++]=255;return new c.ColorArray(r.buffer)}}else if((\"float32\"==e.dtype||\"float64\"==e.dtype)&&2==e.dimension){const[t,n]=e.shape;if(3==n||4==n){const r=new c.RGBAArray(4*t);for(let a=0,i=0;a<n*t;)r[i++]=255*e[a++],r[i++]=255*e[a++],r[i++]=255*e[a++],r[i++]=255*(3==n?1:e[a++]);return new c.ColorArray(r.buffer)}}throw new Error(\"invalid color array\")}vector(e){return new y.ColorUniformVector(e)}}n.ColorSpec=Ae,Ae.__name__=\"ColorSpec\";class Ce extends ne{}n.NDArraySpec=Ce,Ce.__name__=\"NDArraySpec\";class Te extends ne{}n.AnySpec=Te,Te.__name__=\"AnySpec\";class Le extends ne{}n.StringSpec=Le,Le.__name__=\"StringSpec\";class we extends ne{}n.NullStringSpec=we,we.__name__=\"NullStringSpec\";class Pe extends ne{}n.ArraySpec=Pe,Pe.__name__=\"ArraySpec\";class be extends ne{}n.MarkerSpec=be,be.__name__=\"MarkerSpec\";class qe extends ne{}n.LineJoinSpec=qe,qe.__name__=\"LineJoinSpec\";class Ne extends ne{}n.LineCapSpec=Ne,Ne.__name__=\"LineCapSpec\";class ze extends ne{}n.LineDashSpec=ze,ze.__name__=\"LineDashSpec\";class Be extends ne{_default_override(){return h.settings.dev?\"Bokeh\":void 0}}n.FontSpec=Be,Be.__name__=\"FontSpec\";class Fe extends ne{}n.FontSizeSpec=Fe,Fe.__name__=\"FontSizeSpec\";class De extends ne{}n.FontStyleSpec=De,De.__name__=\"FontStyleSpec\";class Ue extends ne{}n.TextAlignSpec=Ue,Ue.__name__=\"TextAlignSpec\";class Me extends ne{}n.TextBaselineSpec=Me,Me.__name__=\"TextBaselineSpec\"},\n",
       "      function _(e,l,o,n,t){n();const s=e(8),g=e(13),r={};class i{constructor(e,l){this.name=e,this.level=l}}o.LogLevel=i,i.__name__=\"LogLevel\";class v{constructor(e,l=v.INFO){this._name=e,this.set_level(l)}static get levels(){return Object.keys(v.log_levels)}static get(e,l=v.INFO){if(e.length>0){let o=r[e];return null==o&&(r[e]=o=new v(e,l)),o}throw new TypeError(\"Logger.get() expects a non-empty string name and an optional log-level\")}get level(){return this.get_level()}get_level(){return this._log_level}set_level(e){if(e instanceof i)this._log_level=e;else{if(!(0,s.isString)(e)||null==v.log_levels[e])throw new Error(\"Logger.set_level() expects a log-level object or a string name of a log-level\");this._log_level=v.log_levels[e]}const l=`[${this._name}]`;for(const[e,o]of(0,g.entries)(v.log_levels))o.level<this._log_level.level||this._log_level.level===v.OFF.level?this[e]=function(){}:this[e]=_(e,l)}trace(...e){}debug(...e){}info(...e){}warn(...e){}error(...e){}}function _(e,l){return null!=console[e]?console[e].bind(console,l):null!=console.log?console.log.bind(console,l):function(){}}function c(e){const l=o.logger.level;return(0,s.isString)(e)&&null==v.log_levels[e]?(console.log(`[bokeh] unrecognized logging level '${e}' passed to Bokeh.set_log_level(), ignoring`),console.log(`[bokeh] valid log levels are: ${v.levels.join(\", \")}`)):(console.log(`[bokeh] setting log level to: '${(0,s.isString)(e)?e:e.level}'`),o.logger.set_level(e)),l}o.Logger=v,v.__name__=\"Logger\",v.TRACE=new i(\"trace\",0),v.DEBUG=new i(\"debug\",1),v.INFO=new i(\"info\",2),v.WARN=new i(\"warn\",6),v.ERROR=new i(\"error\",7),v.FATAL=new i(\"fatal\",8),v.OFF=new i(\"off\",9),v.log_levels={trace:v.TRACE,debug:v.DEBUG,info:v.INFO,warn:v.WARN,error:v.ERROR,fatal:v.FATAL,off:v.OFF},o.logger=v.get(\"bokeh\"),o.set_log_level=c,o.with_log_level=function(e,l){const o=c(e);try{l()}finally{c(o)}}},\n",
       "      function _(e,n,t,o,i){o(),t.VerticalAlign=void 0;const a=e(21);t.Align=(0,a.Enum)(\"start\",\"center\",\"end\"),t.Anchor=(0,a.Enum)(\"top_left\",\"top_center\",\"top_right\",\"center_left\",\"center_center\",\"center_right\",\"bottom_left\",\"bottom_center\",\"bottom_right\",\"top\",\"left\",\"center\",\"right\",\"bottom\"),t.AngleUnits=(0,a.Enum)(\"deg\",\"rad\",\"grad\",\"turn\"),t.BoxOrigin=(0,a.Enum)(\"corner\",\"center\"),t.ButtonType=(0,a.Enum)(\"default\",\"primary\",\"success\",\"warning\",\"danger\",\"light\"),t.CalendarPosition=(0,a.Enum)(\"auto\",\"above\",\"below\"),t.Dimension=(0,a.Enum)(\"width\",\"height\"),t.Dimensions=(0,a.Enum)(\"width\",\"height\",\"both\"),t.Direction=(0,a.Enum)(\"clock\",\"anticlock\"),t.Distribution=(0,a.Enum)(\"uniform\",\"normal\"),t.FontStyle=(0,a.Enum)(\"normal\",\"italic\",\"bold\",\"bold italic\"),t.HatchPatternType=(0,a.Enum)(\"blank\",\"dot\",\"ring\",\"horizontal_line\",\"vertical_line\",\"cross\",\"horizontal_dash\",\"vertical_dash\",\"spiral\",\"right_diagonal_line\",\"left_diagonal_line\",\"diagonal_cross\",\"right_diagonal_dash\",\"left_diagonal_dash\",\"horizontal_wave\",\"vertical_wave\",\"criss_cross\",\" \",\".\",\"o\",\"-\",\"|\",\"+\",'\"',\":\",\"@\",\"/\",\"\\\\\",\"x\",\",\",\"`\",\"v\",\">\",\"*\"),t.HTTPMethod=(0,a.Enum)(\"POST\",\"GET\"),t.HexTileOrientation=(0,a.Enum)(\"pointytop\",\"flattop\"),t.HoverMode=(0,a.Enum)(\"mouse\",\"hline\",\"vline\"),t.LatLon=(0,a.Enum)(\"lat\",\"lon\"),t.LegendClickPolicy=(0,a.Enum)(\"none\",\"hide\",\"mute\"),t.LegendLocation=t.Anchor,t.LineCap=(0,a.Enum)(\"butt\",\"round\",\"square\"),t.LineJoin=(0,a.Enum)(\"miter\",\"round\",\"bevel\"),t.LineDash=(0,a.Enum)(\"solid\",\"dashed\",\"dotted\",\"dotdash\",\"dashdot\"),t.LinePolicy=(0,a.Enum)(\"prev\",\"next\",\"nearest\",\"interp\",\"none\"),t.Location=(0,a.Enum)(\"above\",\"below\",\"left\",\"right\"),t.Logo=(0,a.Enum)(\"normal\",\"grey\"),t.MarkerType=(0,a.Enum)(\"asterisk\",\"circle\",\"circle_cross\",\"circle_dot\",\"circle_x\",\"circle_y\",\"cross\",\"dash\",\"diamond\",\"diamond_cross\",\"diamond_dot\",\"dot\",\"hex\",\"hex_dot\",\"inverted_triangle\",\"plus\",\"square\",\"square_cross\",\"square_dot\",\"square_pin\",\"square_x\",\"star\",\"star_dot\",\"triangle\",\"triangle_dot\",\"triangle_pin\",\"x\",\"y\"),t.MutedPolicy=(0,a.Enum)(\"show\",\"ignore\"),t.Orientation=(0,a.Enum)(\"vertical\",\"horizontal\"),t.OutputBackend=(0,a.Enum)(\"canvas\",\"svg\",\"webgl\"),t.PaddingUnits=(0,a.Enum)(\"percent\",\"absolute\"),t.Place=(0,a.Enum)(\"above\",\"below\",\"left\",\"right\",\"center\"),t.PointPolicy=(0,a.Enum)(\"snap_to_data\",\"follow_mouse\",\"none\"),t.RadiusDimension=(0,a.Enum)(\"x\",\"y\",\"max\",\"min\"),t.RenderLevel=(0,a.Enum)(\"image\",\"underlay\",\"glyph\",\"guide\",\"annotation\",\"overlay\"),t.RenderMode=(0,a.Enum)(\"canvas\",\"css\"),t.ResetPolicy=(0,a.Enum)(\"standard\",\"event_only\"),t.RoundingFunction=(0,a.Enum)(\"round\",\"nearest\",\"floor\",\"rounddown\",\"ceil\",\"roundup\"),t.SelectionMode=(0,a.Enum)(\"replace\",\"append\",\"intersect\",\"subtract\"),t.Side=(0,a.Enum)(\"above\",\"below\",\"left\",\"right\"),t.SizingMode=(0,a.Enum)(\"stretch_width\",\"stretch_height\",\"stretch_both\",\"scale_width\",\"scale_height\",\"scale_both\",\"fixed\"),t.Sort=(0,a.Enum)(\"ascending\",\"descending\"),t.SpatialUnits=(0,a.Enum)(\"screen\",\"data\"),t.StartEnd=(0,a.Enum)(\"start\",\"end\"),t.StepMode=(0,a.Enum)(\"after\",\"before\",\"center\"),t.TapBehavior=(0,a.Enum)(\"select\",\"inspect\"),t.TextAlign=(0,a.Enum)(\"left\",\"right\",\"center\"),t.TextBaseline=(0,a.Enum)(\"top\",\"middle\",\"bottom\",\"alphabetic\",\"hanging\",\"ideographic\"),t.TextureRepetition=(0,a.Enum)(\"repeat\",\"repeat_x\",\"repeat_y\",\"no_repeat\"),t.TickLabelOrientation=(0,a.Enum)(\"vertical\",\"horizontal\",\"parallel\",\"normal\"),t.TooltipAttachment=(0,a.Enum)(\"horizontal\",\"vertical\",\"left\",\"right\",\"above\",\"below\"),t.UpdateMode=(0,a.Enum)(\"replace\",\"append\"),t.VerticalAlign=(0,a.Enum)(\"top\",\"middle\",\"bottom\")},\n",
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       "      function _(n,t,r,e,s){e();const u=n(23),c=n(10),l=n(8),{round:i}=Math;function o(n){return(0,c.clamp)(i(n),0,255)}function a(){return[0,0,0,0]}function f(n){return[n>>24&255,n>>16&255,n>>8&255,255&n]}function d(n,t){var r;let e,s,u,c;return null==n?[e,s,u,c]=[0,0,0,0]:(0,l.isInteger)(n)?[e,s,u,c]=f(n):(0,l.isString)(n)?[e,s,u,c]=null!==(r=_(n))&&void 0!==r?r:[0,0,0,0]:([e,s,u,c=1]=n,c=o(255*c)),255==c&&null!=t&&(c=o(255*t)),[e,s,u,c]}r.transparent=a,r.encode_rgba=function([n,t,r,e]){return n<<24|t<<16|r<<8|e},r.decode_rgba=f,r.compose_alpha=function(n,t){return 255==(255&n)?4294967040&n|o(255*t):n},r.color2rgba=d;const h={0:\"0\",1:\"1\",2:\"2\",3:\"3\",4:\"4\",5:\"5\",6:\"6\",7:\"7\",8:\"8\",9:\"9\",10:\"a\",11:\"b\",12:\"c\",13:\"d\",14:\"e\",15:\"f\"};function g(n){return h[n>>4]+h[15&n]}r.color2css=function(n,t){const[r,e,s,u]=d(n,t);return`rgba(${r}, ${e}, ${s}, ${u/255})`},r.color2hex=function(n,t){const[r,e,s,u]=d(n,t),c=`#${g(r)}${g(e)}${g(s)}`;return 255==u?c:`${c}${g(u)}`},r.color2hexrgb=function(n){const[t,r,e]=d(n);return`#${g(t)}${g(r)}${g(e)}`};const b=/^rgba?\\(\\s*([^\\s,]+?)\\s+([^\\s,]+?)\\s+([^\\s,]+?)(?:\\s*\\/\\s*([^\\s,]+?))?\\s*\\)$/,$=/^rgba?\\(\\s*([^\\s,]+?)\\s*,\\s*([^\\s,]+?)\\s*,\\s*([^\\s,]+?)(?:\\s*,\\s*([^\\s,]+?))?\\s*\\)$/,m=(()=>{const n=document.createElement(\"canvas\");n.width=1,n.height=1;const t=n.getContext(\"2d\"),r=t.createLinearGradient(0,0,1,1);return n=>{t.fillStyle=r,t.fillStyle=n;const e=t.fillStyle;return e!=r?e:null}})();function _(n){var t;if(!(n=n.trim().toLowerCase()))return null;if(\"transparent\"==n)return[0,0,0,0];if((0,u.is_named_color)(n))return f(u.named_colors[n]);if(\"#\"==n[0]){const t=Number(`0x${n.substr(1)}`);if(isNaN(t))return null;switch(n.length-1){case 3:{const n=t>>8&15,r=t>>4&15,e=t>>0&15;return[n<<4|n,r<<4|r,e<<4|e,255]}case 4:{const n=t>>12&15,r=t>>8&15,e=t>>4&15,s=t>>0&15;return[n<<4|n,r<<4|r,e<<4|e,s<<4|s]}case 6:return[t>>16&255,t>>8&255,t>>0&255,255];case 8:return[t>>24&255,t>>16&255,t>>8&255,t>>0&255]}}else if(n.startsWith(\"rgb\")){const r=null!==(t=n.match(b))&&void 0!==t?t:n.match($);if(null!=r){let[,n,t,e,s=\"1\"]=r;const u=n.endsWith(\"%\"),c=t.endsWith(\"%\"),l=e.endsWith(\"%\"),i=s.endsWith(\"%\");if(!(u&&c&&l)&&(u||c||l))return null;u&&(n=n.slice(0,-1)),c&&(t=t.slice(0,-1)),l&&(e=e.slice(0,-1)),i&&(s=s.slice(0,-1));let a=Number(n),f=Number(t),d=Number(e),h=Number(s);return isNaN(a+f+d+h)?null:(u&&(a=a/100*255),c&&(f=f/100*255),l&&(d=d/100*255),h=255*(i?h/100:h),a=o(a),f=o(f),d=o(d),h=o(h),[a,f,d,h])}}else{const t=m(n);if(null!=t)return _(t)}return null}r.css4_parse=_,r.is_Color=function(n){return!!(0,l.isInteger)(n)||(!(!(0,l.isString)(n)||null==_(n))||!(!(0,l.isArray)(n)||3!=n.length&&4!=n.length))},r.is_dark=function([n,t,r]){return 1-(.299*n+.587*t+.114*r)/255>=.6}},\n",
       "      function _(e,r,l,a,i){a();l.named_colors={aliceblue:4042850303,antiquewhite:4209760255,aqua:16777215,aquamarine:2147472639,azure:4043309055,beige:4126530815,bisque:4293182719,black:255,blanchedalmond:4293643775,blue:65535,blueviolet:2318131967,brown:2771004159,burlywood:3736635391,cadetblue:1604231423,chartreuse:2147418367,chocolate:3530104575,coral:4286533887,cornflowerblue:1687547391,cornsilk:4294499583,crimson:3692313855,cyan:16777215,darkblue:35839,darkcyan:9145343,darkgoldenrod:3095792639,darkgray:2846468607,darkgreen:6553855,darkgrey:2846468607,darkkhaki:3182914559,darkmagenta:2332068863,darkolivegreen:1433087999,darkorange:4287365375,darkorchid:2570243327,darkred:2332033279,darksalmon:3918953215,darkseagreen:2411499519,darkslateblue:1211993087,darkslategray:793726975,darkslategrey:793726975,darkturquoise:13554175,darkviolet:2483082239,deeppink:4279538687,deepskyblue:12582911,dimgray:1768516095,dimgrey:1768516095,dodgerblue:512819199,firebrick:2988581631,floralwhite:4294635775,forestgreen:579543807,fuchsia:4278255615,gainsboro:3705462015,ghostwhite:4177068031,gold:4292280575,goldenrod:3668254975,gray:2155905279,green:8388863,greenyellow:2919182335,grey:2155905279,honeydew:4043305215,hotpink:4285117695,indianred:3445382399,indigo:1258324735,ivory:4294963455,khaki:4041641215,lavender:3873897215,lavenderblush:4293981695,lawngreen:2096890111,lemonchiffon:4294626815,lightblue:2916673279,lightcoral:4034953471,lightcyan:3774873599,lightgoldenrodyellow:4210742015,lightgray:3553874943,lightgreen:2431553791,lightgrey:3553874943,lightpink:4290167295,lightsalmon:4288707327,lightseagreen:548580095,lightskyblue:2278488831,lightslategray:2005441023,lightslategrey:2005441023,lightsteelblue:2965692159,lightyellow:4294959359,lime:16711935,limegreen:852308735,linen:4210091775,magenta:4278255615,maroon:2147483903,mediumaquamarine:1724754687,mediumblue:52735,mediumorchid:3126187007,mediumpurple:2473647103,mediumseagreen:1018393087,mediumslateblue:2070474495,mediumspringgreen:16423679,mediumturquoise:1221709055,mediumvioletred:3340076543,midnightblue:421097727,mintcream:4127193855,mistyrose:4293190143,moccasin:4293178879,navajowhite:4292783615,navy:33023,oldlace:4260751103,olive:2155872511,olivedrab:1804477439,orange:4289003775,orangered:4282712319,orchid:3664828159,palegoldenrod:4008225535,palegreen:2566625535,paleturquoise:2951671551,palevioletred:3681588223,papayawhip:4293907967,peachpuff:4292524543,peru:3448061951,pink:4290825215,plum:3718307327,powderblue:2967529215,purple:2147516671,rebeccapurple:1714657791,red:4278190335,rosybrown:3163525119,royalblue:1097458175,saddlebrown:2336560127,salmon:4202722047,sandybrown:4104413439,seagreen:780883967,seashell:4294307583,sienna:2689740287,silver:3233857791,skyblue:2278484991,slateblue:1784335871,slategray:1887473919,slategrey:1887473919,snow:4294638335,springgreen:16744447,steelblue:1182971135,tan:3535047935,teal:8421631,thistle:3636451583,tomato:4284696575,turquoise:1088475391,violet:4001558271,wheat:4125012991,white:4294967295,whitesmoke:4126537215,yellow:4294902015,yellowgreen:2597139199},l.is_named_color=function(e){return e in l.named_colors}},\n",
       "      function _(r,t,n,a,o){a(),n.GeneratorFunction=Object.getPrototypeOf((function*(){})).constructor,n.ColorArray=Uint32Array,n.RGBAArray=Uint8ClampedArray,n.infer_type=function(r,t){return r instanceof Float64Array||r instanceof Array||t instanceof Float64Array||t instanceof Array?Float64Array:Float32Array},n.ScreenArray=Float32Array,n.to_screen=function(r){return r instanceof Float32Array?r:Float32Array.from(r)},o(\"Indices\",r(25).BitSet)},\n",
       "      function _(t,s,r,e,i){var n;e();const o=t(26),a=t(11);class _{constructor(t,s=0){this.size=t,this[n]=\"BitSet\",this._count=null,this._nwords=Math.ceil(t/32),0==s||1==s?(this._array=new Uint32Array(this._nwords),1==s&&this._array.fill(4294967295)):((0,a.assert)(s.length==this._nwords,\"Initializer size mismatch\"),this._array=s)}clone(){return new _(this.size,new Uint32Array(this._array))}[(n=Symbol.toStringTag,o.equals)](t,s){if(!s.eq(this.size,t.size))return!1;const{_nwords:r}=this,e=this.size%r,i=0==e?r:r-1;for(let s=0;s<i;s++)if(this._array[s]!=t._array[s])return!1;if(0==e)return!0;{const s=1<<e-1,r=s-1^s;return(this._array[i]&r)==(t._array[i]&r)}}static all_set(t){return new _(t,1)}static all_unset(t){return new _(t,0)}static from_indices(t,s){const r=new _(t);for(const t of s)r.set(t);return r}static from_booleans(t,s){const r=new _(t),e=Math.min(t,s.length);for(let t=0;t<e;t++)s[t]&&r.set(t);return r}_check_bounds(t){(0,a.assert)(0<=t&&t<this.size,`Out of bounds: 0 <= ${t} < ${this.size}`)}get(t){this._check_bounds(t);const s=t>>>5,r=31&t;return!!(this._array[s]>>r&1)}set(t,s=!0){this._check_bounds(t),this._count=null;const r=t>>>5,e=31&t;s?this._array[r]|=1<<e:this._array[r]&=~(1<<e)}unset(t){this.set(t,!1)}*[Symbol.iterator](){yield*this.ones()}get count(){let t=this._count;return null==t&&(this._count=t=this._get_count()),t}_get_count(){const{_array:t,_nwords:s,size:r}=this;let e=0;for(let i=0,n=0;n<s;n++){const s=t[n];if(0==s)i+=32;else for(let t=0;t<32&&i<r;t++,i++)s>>>t&1&&(e+=1)}return e}*ones(){const{_array:t,_nwords:s,size:r}=this;for(let e=0,i=0;i<s;i++){const s=t[i];if(0!=s)for(let t=0;t<32&&e<r;t++,e++)s>>>t&1&&(yield e);else e+=32}}*zeros(){const{_array:t,_nwords:s,size:r}=this;for(let e=0,i=0;i<s;i++){const s=t[i];if(4294967295!=s)for(let t=0;t<32&&e<r;t++,e++)s>>>t&1||(yield e);else e+=32}}_check_size(t){(0,a.assert)(this.size==t.size,\"Size mismatch\")}add(t){this._check_size(t);for(let s=0;s<this._nwords;s++)this._array[s]|=t._array[s]}intersect(t){this._check_size(t);for(let s=0;s<this._nwords;s++)this._array[s]&=t._array[s]}subtract(t){this._check_size(t);for(let s=0;s<this._nwords;s++){const r=this._array[s],e=t._array[s];this._array[s]=(r^e)&r}}union(t){this._check_size(t);const s=this.clone();for(let r=0;r<this._nwords;r++)s._array[r]|=t._array[r];return s}intersection(t){this._check_size(t);const s=this.clone();for(let r=0;r<this._nwords;r++)s._array[r]&=t._array[r];return s}difference(t){this._check_size(t);const s=this.clone();for(let r=0;r<this._nwords;r++){const e=this._array[r],i=t._array[r];s._array[r]=(e^i)&e}return s}select(t){(0,a.assert)(this.size<=t.length,\"Size mismatch\");const s=this.count,r=new t.constructor(s);let e=0;for(const s of this)r[e++]=t[s];return r}}r.BitSet=_,_.__name__=\"BitSet\"},\n",
       "      function _(t,e,r,n,s){n();const o=t(8),{hasOwnProperty:c}=Object.prototype;function a(t){return(0,o.isObject)(t)&&void 0!==t[r.equals]}r.equals=Symbol(\"equals\"),r.wildcard=Symbol(\"wildcard\");const i=Object.prototype.toString;class u{constructor(){this.a_stack=[],this.b_stack=[]}eq(t,e){if(Object.is(t,e))return!0;if(t===r.wildcard||e===r.wildcard)return!0;if(null==t||null==e)return t===e;const n=i.call(t);if(n!=i.call(e))return!1;switch(n){case\"[object Number]\":return this.numbers(t,e);case\"[object RegExp]\":case\"[object String]\":return`${t}`==`${e}`;case\"[object Date]\":case\"[object Boolean]\":return+t==+e}const{a_stack:s,b_stack:o}=this;let c=s.length;for(;c--;)if(s[c]===t)return o[c]===e;s.push(t),o.push(e);const u=(()=>{if(a(t)&&a(e))return t[r.equals](e,this);switch(n){case\"[object Array]\":case\"[object Uint8Array]\":case\"[object Int8Array]\":case\"[object Uint16Array]\":case\"[object Int16Array]\":case\"[object Uint32Array]\":case\"[object Int32Array]\":case\"[object Float32Array]\":case\"[object Float64Array]\":return this.arrays(t,e);case\"[object Map]\":return this.maps(t,e);case\"[object Set]\":return this.sets(t,e);case\"[object Object]\":if(t.constructor==e.constructor&&(null==t.constructor||t.constructor===Object))return this.objects(t,e);case\"[object Function]\":if(t.constructor==e.constructor&&t.constructor===Function)return this.eq(`${t}`,`${e}`)}if(t instanceof Node)return this.nodes(t,e);throw Error(`can't compare objects of type ${n}`)})();return s.pop(),o.pop(),u}numbers(t,e){return Object.is(t,e)}arrays(t,e){const{length:r}=t;if(r!=e.length)return!1;for(let n=0;n<r;n++)if(!this.eq(t[n],e[n]))return!1;return!0}iterables(t,e){const r=t[Symbol.iterator](),n=e[Symbol.iterator]();for(;;){const t=r.next(),e=n.next();if(t.done&&e.done)return!0;if(t.done||e.done)return!1;if(!this.eq(t.value,e.value))return!1}}maps(t,e){if(t.size!=e.size)return!1;for(const[r,n]of t)if(!e.has(r)||!this.eq(n,e.get(r)))return!1;return!0}sets(t,e){if(t.size!=e.size)return!1;for(const r of t)if(!e.has(r))return!1;return!0}objects(t,e){const r=Object.keys(t);if(r.length!=Object.keys(e).length)return!1;for(const n of r)if(!c.call(e,n)||!this.eq(t[n],e[n]))return!1;return!0}nodes(t,e){return t.nodeType==e.nodeType&&(t.textContent==e.textContent&&!!this.iterables(t.childNodes,e.childNodes))}}r.Comparator=u,u.__name__=\"Comparator\";const{abs:l}=Math;class b extends u{constructor(t=1e-4){super(),this.tolerance=t}numbers(t,e){return super.numbers(t,e)||l(t-e)<this.tolerance}}function f(t,e){return(new u).eq(t,e)}r.SimilarComparator=b,b.__name__=\"SimilarComparator\",r.is_equal=f,r.is_similar=function(t,e,r){return new b(r).eq(t,e)},r.isEqual=f},\n",
       "      function _(n,i,e,t,r){t(),e.is_windows=navigator.appVersion.includes(\"Windows\"),e.is_ie=(()=>{const n=navigator.userAgent;return n.includes(\"MSIE\")||n.includes(\"Trident\")||n.includes(\"Edge\")})(),e.is_mobile=\"undefined\"!=typeof window&&(\"ontouchstart\"in window||navigator.maxTouchPoints>0),e.is_little_endian=(()=>{const n=new ArrayBuffer(4),i=new Uint8Array(n);new Uint32Array(n)[1]=168496141;let e=!0;return 10==i[4]&&11==i[5]&&12==i[6]&&13==i[7]&&(e=!1),e})(),e.BYTE_ORDER=e.is_little_endian?\"little\":\"big\",e.to_big_endian=function(n){if(e.is_little_endian){const i=new Uint32Array(n.length),e=new DataView(i.buffer);let t=0;for(const i of n)e.setUint32(t,i),t+=4;return i}return n}},\n",
       "      function _(e,t,r,s,_){s();class i{constructor(){this._dev=!1,this._wireframe=!1,this._force_webgl=!1}set dev(e){this._dev=e}get dev(){return this._dev}set wireframe(e){this._wireframe=e}get wireframe(){return this._wireframe}set force_webgl(e){this._force_webgl=e}get force_webgl(){return this._force_webgl}}r.Settings=i,i.__name__=\"Settings\",r.settings=new i},\n",
       "      function _(e,s,t,i,r){var a,n,l,h,u,o,p,c;i();const y=e(8),_=e(11),A=e(26),q=e(30),d=e(31),z=Symbol(\"__ndarray__\");class D extends Uint8Array{constructor(e,s){super(e),this[a]=!0,this.dtype=\"uint8\",this.shape=null!=s?s:x(e)?e.shape:[this.length],this.dimension=this.shape.length,null==this[A.equals]&&(this[A.equals]=(e,s)=>D.prototype[A.equals].call(this,e,s)),null==this[q.serialize]&&(this[q.serialize]=e=>D.prototype[q.serialize].call(this,e))}[(a=z,A.equals)](e,s){return s.eq(this.shape,e.shape)&&s.arrays(this,e)}[q.serialize](e){return(0,d.encode_NDArray)(this)}}t.Uint8NDArray=D,D.__name__=\"Uint8NDArray\";class N extends Int8Array{constructor(e,s){super(e),this[n]=!0,this.dtype=\"int8\",this.shape=null!=s?s:x(e)?e.shape:[this.length],this.dimension=this.shape.length,null==this[A.equals]&&(this[A.equals]=(e,s)=>N.prototype[A.equals].call(this,e,s)),null==this[q.serialize]&&(this[q.serialize]=e=>N.prototype[q.serialize].call(this,e))}[(n=z,A.equals)](e,s){return s.eq(this.shape,e.shape)&&s.arrays(this,e)}[q.serialize](e){return(0,d.encode_NDArray)(this)}}t.Int8NDArray=N,N.__name__=\"Int8NDArray\";class f extends Uint16Array{constructor(e,s){super(e),this[l]=!0,this.dtype=\"uint16\",this.shape=null!=s?s:x(e)?e.shape:[this.length],this.dimension=this.shape.length,null==this[A.equals]&&(this[A.equals]=(e,s)=>f.prototype[A.equals].call(this,e,s)),null==this[q.serialize]&&(this[q.serialize]=e=>f.prototype[q.serialize].call(this,e))}[(l=z,A.equals)](e,s){return s.eq(this.shape,e.shape)&&s.arrays(this,e)}[q.serialize](e){return(0,d.encode_NDArray)(this)}}t.Uint16NDArray=f,f.__name__=\"Uint16NDArray\";class m extends Int16Array{constructor(e,s){super(e),this[h]=!0,this.dtype=\"int16\",this.shape=null!=s?s:x(e)?e.shape:[this.length],this.dimension=this.shape.length,null==this[A.equals]&&(this[A.equals]=(e,s)=>m.prototype[A.equals].call(this,e,s)),null==this[q.serialize]&&(this[q.serialize]=e=>m.prototype[q.serialize].call(this,e))}[(h=z,A.equals)](e,s){return s.eq(this.shape,e.shape)&&s.arrays(this,e)}[q.serialize](e){return(0,d.encode_NDArray)(this)}}t.Int16NDArray=m,m.__name__=\"Int16NDArray\";class g extends Uint32Array{constructor(e,s){super(e),this[u]=!0,this.dtype=\"uint32\",this.shape=null!=s?s:x(e)?e.shape:[this.length],this.dimension=this.shape.length,null==this[A.equals]&&(this[A.equals]=(e,s)=>g.prototype[A.equals].call(this,e,s)),null==this[q.serialize]&&(this[q.serialize]=e=>g.prototype[q.serialize].call(this,e))}[(u=z,A.equals)](e,s){return s.eq(this.shape,e.shape)&&s.arrays(this,e)}[q.serialize](e){return(0,d.encode_NDArray)(this)}}t.Uint32NDArray=g,g.__name__=\"Uint32NDArray\";class I extends Int32Array{constructor(e,s){super(e),this[o]=!0,this.dtype=\"int32\",this.shape=null!=s?s:x(e)?e.shape:[this.length],this.dimension=this.shape.length,null==this[A.equals]&&(this[A.equals]=(e,s)=>I.prototype[A.equals].call(this,e,s)),null==this[q.serialize]&&(this[q.serialize]=e=>I.prototype[q.serialize].call(this,e))}[(o=z,A.equals)](e,s){return s.eq(this.shape,e.shape)&&s.arrays(this,e)}[q.serialize](e){return(0,d.encode_NDArray)(this)}}t.Int32NDArray=I,I.__name__=\"Int32NDArray\";class U extends Float32Array{constructor(e,s){super(e),this[p]=!0,this.dtype=\"float32\",this.shape=null!=s?s:x(e)?e.shape:[this.length],this.dimension=this.shape.length,null==this[A.equals]&&(this[A.equals]=(e,s)=>U.prototype[A.equals].call(this,e,s)),null==this[q.serialize]&&(this[q.serialize]=e=>U.prototype[q.serialize].call(this,e))}[(p=z,A.equals)](e,s){return s.eq(this.shape,e.shape)&&s.arrays(this,e)}[q.serialize](e){return(0,d.encode_NDArray)(this)}}t.Float32NDArray=U,U.__name__=\"Float32NDArray\";class w extends Float64Array{constructor(e,s){super(e),this[c]=!0,this.dtype=\"float64\",this.shape=null!=s?s:x(e)?e.shape:[this.length],this.dimension=this.shape.length,null==this[A.equals]&&(this[A.equals]=(e,s)=>w.prototype[A.equals].call(this,e,s)),null==this[q.serialize]&&(this[q.serialize]=e=>w.prototype[q.serialize].call(this,e))}[(c=z,A.equals)](e,s){return s.eq(this.shape,e.shape)&&s.arrays(this,e)}[q.serialize](e){return(0,d.encode_NDArray)(this)}}function x(e){return(0,y.isObject)(e)&&void 0!==e[z]}t.Float64NDArray=w,w.__name__=\"Float64NDArray\",t.is_NDArray=x,t.ndarray=function(e,s={}){let{dtype:t}=s;null==t&&(t=e instanceof ArrayBuffer||(0,y.isArray)(e)?\"float64\":(()=>{switch(!0){case e instanceof Uint8Array:return\"uint8\";case e instanceof Int8Array:return\"int8\";case e instanceof Uint16Array:return\"uint16\";case e instanceof Int16Array:return\"int16\";case e instanceof Uint32Array:return\"uint32\";case e instanceof Int32Array:return\"int32\";case e instanceof Float32Array:return\"float32\";case e instanceof Float64Array:return\"float64\";default:(0,_.unreachable)()}})());const{shape:i}=s;switch(t){case\"uint8\":return new D(e,i);case\"int8\":return new N(e,i);case\"uint16\":return new f(e,i);case\"int16\":return new m(e,i);case\"uint32\":return new g(e,i);case\"int32\":return new I(e,i);case\"float32\":return new U(e,i);case\"float64\":return new w(e,i)}}},\n",
       "      function _(e,r,t,i,s){i();const n=e(11),a=e(13),l=e(8);t.serialize=Symbol(\"serialize\");class o extends Error{}t.SerializationError=o,o.__name__=\"SerializationError\";class f{constructor(e){var r;this._references=new Map,this._definitions=new Map,this._refmap=new Map,this.include_defaults=null===(r=null==e?void 0:e.include_defaults)||void 0===r||r}get_ref(e){return this._references.get(e)}add_ref(e,r){(0,n.assert)(!this._references.has(e)),this._references.set(e,r)}add_def(e,r){const t=this.get_ref(e);(0,n.assert)(null!=t),this._definitions.set(e,r),this._refmap.set(t,r)}get objects(){return new Set(this._references.keys())}get references(){return new Set(this._references.values())}get definitions(){return new Set(this._definitions.values())}resolve_ref(e){return this._refmap.get(e)}remove_ref(e){return this._references.delete(e)}remove_def(e){return this._definitions.delete(e)}to_serializable(e){const r=this.get_ref(e);if(null!=r)return r;if(function(e){return(0,l.isObject)(e)&&void 0!==e[t.serialize]}(e))return e[t.serialize](this);if((0,l.isArray)(e)||(0,l.isTypedArray)(e)){const r=e.length,t=new Array(r);for(let i=0;i<r;i++){const r=e[i];t[i]=this.to_serializable(r)}return t}if((0,l.isPlainObject)(e)){const r={};for(const[t,i]of(0,a.entries)(e))r[t]=this.to_serializable(i);return r}if(null===e||(0,l.isBoolean)(e)||(0,l.isNumber)(e)||(0,l.isString)(e))return e;throw new o(`${Object.prototype.toString.call(e)} is not serializable`)}}t.Serializer=f,f.__name__=\"Serializer\"},\n",
       "      function _(_,e,r,n,f){n();const t=_(8),o=_(27),s=_(32);r.is_NDArray_ref=function(_){return(0,t.isPlainObject)(_)&&(\"__buffer__\"in _||\"__ndarray__\"in _)},r.decode_NDArray=function(_,e){const{shape:r,dtype:n,order:f}=_;let t;if(\"__buffer__\"in _){const r=e.get(_.__buffer__);if(null==r)throw new Error(`buffer for ${_.__buffer__} not found`);t=r}else t=(0,s.base64_to_buffer)(_.__ndarray__);return f!==o.BYTE_ORDER&&(0,s.swap)(t,n),{buffer:t,dtype:n,shape:r}},r.encode_NDArray=function(_,e){const r={order:o.BYTE_ORDER,dtype:_.dtype,shape:_.shape};if(null!=e){const n=`${e.size}`;return e.set(n,_.buffer),Object.assign({__buffer__:n},r)}{const e={toJSON:()=>(0,s.buffer_to_base64)(_.buffer)};return Object.assign({__ndarray__:e},r)}}},\n",
       "      function _(t,n,e,r,o){r(),e.buffer_to_base64=function(t){const n=new Uint8Array(t),e=Array.from(n).map((t=>String.fromCharCode(t)));return btoa(e.join(\"\"))},e.base64_to_buffer=function(t){const n=atob(t),e=n.length,r=new Uint8Array(e);for(let t=0,o=e;t<o;t++)r[t]=n.charCodeAt(t);return r.buffer},e.swap=function(t,n){switch(n){case\"uint16\":case\"int16\":!function(t){const n=new Uint8Array(t);for(let t=0,e=n.length;t<e;t+=2){const e=n[t];n[t]=n[t+1],n[t+1]=e}}(t);break;case\"uint32\":case\"int32\":case\"float32\":!function(t){const n=new Uint8Array(t);for(let t=0,e=n.length;t<e;t+=4){let e=n[t];n[t]=n[t+3],n[t+3]=e,e=n[t+1],n[t+1]=n[t+2],n[t+2]=e}}(t);break;case\"float64\":!function(t){const n=new Uint8Array(t);for(let t=0,e=n.length;t<e;t+=8){let e=n[t];n[t]=n[t+7],n[t+7]=e,e=n[t+1],n[t+1]=n[t+6],n[t+6]=e,e=n[t+2],n[t+2]=n[t+5],n[t+5]=e,e=n[t+3],n[t+3]=n[t+4],n[t+4]=e}}(t)}}},\n",
       "      function _(t,r,e,s,a){s();const i=t(26);class n{is_Scalar(){return this.is_scalar}is_Vector(){return!this.is_scalar}}e.Uniform=n,n.__name__=\"Uniform\";class l extends n{constructor(t,r){super(),this.value=t,this.length=r,this.is_scalar=!0}get(t){return this.value}*[Symbol.iterator](){const{length:t,value:r}=this;for(let e=0;e<t;e++)yield r}select(t){return new l(this.value,t.count)}[i.equals](t,r){return r.eq(this.length,t.length)&&r.eq(this.value,t.value)}}e.UniformScalar=l,l.__name__=\"UniformScalar\";class o extends n{constructor(t){super(),this.array=t,this.is_scalar=!1,this.length=this.array.length}get(t){return this.array[t]}*[Symbol.iterator](){yield*this.array}select(t){const r=t.select(this.array);return new this.constructor(r)}[i.equals](t,r){return r.eq(this.length,t.length)&&r.eq(this.array,t.array)}}e.UniformVector=o,o.__name__=\"UniformVector\";class h extends o{constructor(t){super(t),this.array=t,this._view=new DataView(t.buffer)}get(t){return this._view.getUint32(4*t)}*[Symbol.iterator](){const t=this.length;for(let r=0;r<t;r++)yield this.get(r)}}e.ColorUniformVector=h,h.__name__=\"ColorUniformVector\"},\n",
       "      function _(t,e,r,n,u){n();const c=t(28);function s(){const t=new Array(32),e=\"0123456789ABCDEF\";for(let r=0;r<32;r++)t[r]=e.substr(Math.floor(16*Math.random()),1);return t[12]=\"4\",t[16]=e.substr(3&t[16].charCodeAt(0)|8,1),t.join(\"\")}r.startsWith=function(t,e,r=0){return t.substr(r,e.length)==e},r.uuid4=s;let a=1e3;r.uniqueId=function(t){const e=c.settings.dev?\"j\"+a++:s();return null!=t?`${t}-${e}`:e},r.escape=function(t){return t.replace(/(?:[&<>\"'`])/g,(t=>{switch(t){case\"&\":return\"&amp;\";case\"<\":return\"&lt;\";case\">\":return\"&gt;\";case'\"':return\"&quot;\";case\"'\":return\"&#x27;\";case\"`\":return\"&#x60;\";default:return t}}))},r.unescape=function(t){return t.replace(/&(amp|lt|gt|quot|#x27|#x60);/g,((t,e)=>{switch(e){case\"amp\":return\"&\";case\"lt\":return\"<\";case\"gt\":return\">\";case\"quot\":return'\"';case\"#x27\":return\"'\";case\"#x60\":return\"`\";default:return e}}))},r.use_strict=function(t){return`'use strict';\\n${t}`},r.to_fixed=function(t,e){return t.toFixed(e).replace(/(\\.[0-9]*?)0+$/,\"$1\").replace(/\\.$/,\"\")}},\n",
       "      function _(e,t,s,n,o){n();const i=e(30);class r{constructor(e){this.document=e}}s.DocumentEvent=r,r.__name__=\"DocumentEvent\";class a extends r{constructor(e,t,s){super(e),this.events=t,this.setter_id=s}}s.DocumentEventBatch=a,a.__name__=\"DocumentEventBatch\";class d extends r{}s.DocumentChangedEvent=d,d.__name__=\"DocumentChangedEvent\";class l extends d{constructor(e,t,s){super(e),this.msg_type=t,this.msg_data=s}[i.serialize](e){const t=this.msg_data,s=e.to_serializable(t);return{kind:\"MessageSent\",msg_type:this.msg_type,msg_data:s}}}s.MessageSentEvent=l,l.__name__=\"MessageSentEvent\";class _ extends d{constructor(e,t,s,n,o,i,r){super(e),this.model=t,this.attr=s,this.old=n,this.new_=o,this.setter_id=i,this.hint=r}[i.serialize](e){if(null!=this.hint)return e.to_serializable(this.hint);const t=this.new_,s=e.to_serializable(t);return this.model!=t&&e.remove_def(this.model),{kind:\"ModelChanged\",model:this.model.ref(),attr:this.attr,new:s}}}s.ModelChangedEvent=_,_.__name__=\"ModelChangedEvent\";class c extends d{constructor(e,t,s){super(e),this.column_source=t,this.patches=s}[i.serialize](e){return{kind:\"ColumnsPatched\",column_source:this.column_source,patches:this.patches}}}s.ColumnsPatchedEvent=c,c.__name__=\"ColumnsPatchedEvent\";class h extends d{constructor(e,t,s,n){super(e),this.column_source=t,this.data=s,this.rollover=n}[i.serialize](e){return{kind:\"ColumnsStreamed\",column_source:this.column_source,data:this.data,rollover:this.rollover}}}s.ColumnsStreamedEvent=h,h.__name__=\"ColumnsStreamedEvent\";class m extends d{constructor(e,t,s){super(e),this.title=t,this.setter_id=s}[i.serialize](e){return{kind:\"TitleChanged\",title:this.title}}}s.TitleChangedEvent=m,m.__name__=\"TitleChangedEvent\";class u extends d{constructor(e,t,s){super(e),this.model=t,this.setter_id=s}[i.serialize](e){return{kind:\"RootAdded\",model:e.to_serializable(this.model)}}}s.RootAddedEvent=u,u.__name__=\"RootAddedEvent\";class v extends d{constructor(e,t,s){super(e),this.model=t,this.setter_id=s}[i.serialize](e){return{kind:\"RootRemoved\",model:this.model.ref()}}}s.RootRemovedEvent=v,v.__name__=\"RootRemovedEvent\"},\n",
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       "      function _(n,o,r,e,t){e();const l=n(13),i=n(8);function c(n){return(0,i.isObject)(n)&&void 0!==n[r.clone]}r.clone=Symbol(\"clone\"),r.is_Cloneable=c;class s extends Error{}r.CloningError=s,s.__name__=\"CloningError\";class a{constructor(){}clone(n){if(c(n))return n[r.clone](this);if((0,i.isArray)(n)){const o=n.length,r=new Array(o);for(let e=0;e<o;e++){const o=n[e];r[e]=this.clone(o)}return r}if((0,i.isPlainObject)(n)){const o={};for(const[r,e]of(0,l.entries)(n))o[r]=this.clone(e);return o}if(null===n||(0,i.isBoolean)(n)||(0,i.isNumber)(n)||(0,i.isString)(n))return n;throw new s(`${Object.prototype.toString.call(n)} is not cloneable`)}}r.Cloner=a,a.__name__=\"Cloner\"},\n",
       "      function _(t,_,r,o,a){o();const e=t(1);(0,e.__exportStar)(t(39),r),(0,e.__exportStar)(t(127),r),(0,e.__exportStar)(t(244),r),(0,e.__exportStar)(t(248),r),(0,e.__exportStar)(t(253),r),(0,e.__exportStar)(t(262),r),(0,e.__exportStar)(t(192),r),(0,e.__exportStar)(t(267),r),(0,e.__exportStar)(t(301),r),(0,e.__exportStar)(t(305),r),(0,e.__exportStar)(t(307),r),(0,e.__exportStar)(t(196),r),(0,e.__exportStar)(t(320),r),(0,e.__exportStar)(t(321),r),(0,e.__exportStar)(t(329),r),(0,e.__exportStar)(t(337),r),(0,e.__exportStar)(t(206),r),(0,e.__exportStar)(t(338),r),(0,e.__exportStar)(t(204),r),(0,e.__exportStar)(t(340),r),(0,e.__exportStar)(t(341),r),(0,e.__exportStar)(t(168),r),(0,e.__exportStar)(t(346),r),(0,e.__exportStar)(t(356),r),(0,e.__exportStar)(t(360),r)},\n",
       "      function _(e,o,n,a,t){a(),t(\"Annotation\",e(40).Annotation),t(\"Arrow\",e(68).Arrow),t(\"ArrowHead\",e(112).ArrowHead),t(\"OpenHead\",e(112).OpenHead),t(\"NormalHead\",e(112).NormalHead),t(\"TeeHead\",e(112).TeeHead),t(\"VeeHead\",e(112).VeeHead),t(\"Band\",e(114).Band),t(\"BoxAnnotation\",e(116).BoxAnnotation),t(\"ColorBar\",e(117).ColorBar),t(\"Label\",e(212).Label),t(\"LabelSet\",e(213).LabelSet),t(\"Legend\",e(214).Legend),t(\"LegendItem\",e(215).LegendItem),t(\"PolyAnnotation\",e(217).PolyAnnotation),t(\"Slope\",e(218).Slope),t(\"Span\",e(219).Span),t(\"TextAnnotation\",e(119).TextAnnotation),t(\"Title\",e(118).Title),t(\"ToolbarPanel\",e(220).ToolbarPanel),t(\"Tooltip\",e(241).Tooltip),t(\"Whisker\",e(243).Whisker)},\n",
       "      function _(t,e,i,n,s){var o;n();const l=t(41);class r extends l.RendererView{get_size(){if(this.model.visible){const{width:t,height:e}=this._get_size();return{width:Math.round(t),height:Math.round(e)}}return{width:0,height:0}}_get_size(){throw new Error(\"not implemented\")}connect_signals(){super.connect_signals();const t=this.model.properties;this.on_change(t.visible,(()=>{null!=this.layout&&(this.layout.visible=this.model.visible,this.plot_view.request_layout())}))}get needs_clip(){return null==this.layout}serializable_state(){const t=super.serializable_state();return null==this.layout?t:Object.assign(Object.assign({},t),{bbox:this.layout.bbox.box})}}i.AnnotationView=r,r.__name__=\"AnnotationView\";class a extends l.Renderer{constructor(t){super(t)}}i.Annotation=a,o=a,a.__name__=\"Annotation\",o.override({level:\"annotation\"})},\n",
       "      function _(e,i,t,n,s){n();const r=e(1);var o,a;const _=e(42),l=(0,r.__importStar)(e(45)),d=e(20),h=e(53),u=e(54);class c extends h.Model{constructor(e){super(e)}}t.RendererGroup=c,o=c,c.__name__=\"RendererGroup\",o.define((({Boolean:e})=>({visible:[e,!0]})));class p extends _.View{get coordinates(){const{_coordinates:e}=this;return null!=e?e:this._coordinates=this._initialize_coordinates()}initialize(){super.initialize(),this.visuals=new l.Visuals(this),this.needs_webgl_blit=!1}connect_signals(){super.connect_signals();const{x_range_name:e,y_range_name:i}=this.model.properties;this.on_change([e,i],(()=>this._initialize_coordinates()));const{group:t}=this.model;null!=t&&this.on_change(t.properties.visible,(()=>{this.model.visible=t.visible}))}_initialize_coordinates(){const{coordinates:e}=this.model,{frame:i}=this.plot_view;if(null!=e)return e.get_transform(i);{const{x_range_name:e,y_range_name:t}=this.model,n=i.x_scales.get(e),s=i.y_scales.get(t);return new u.CoordinateTransform(n,s)}}get plot_view(){return this.parent}get plot_model(){return this.parent.model}get layer(){const{overlays:e,primary:i}=this.canvas;return\"overlay\"==this.model.level?e:i}get canvas(){return this.plot_view.canvas_view}request_render(){this.request_paint()}request_paint(){this.plot_view.request_paint(this)}request_layout(){this.plot_view.request_layout()}notify_finished(){this.plot_view.notify_finished()}notify_finished_after_paint(){this.plot_view.notify_finished_after_paint()}get needs_clip(){return!1}get has_webgl(){return!1}render(){this.model.visible&&this._render(),this._has_finished=!0}renderer_view(e){}}t.RendererView=p,p.__name__=\"RendererView\";class g extends h.Model{constructor(e){super(e)}}t.Renderer=g,a=g,g.__name__=\"Renderer\",a.define((({Boolean:e,String:i,Ref:t,Nullable:n})=>({group:[n(t(c)),null],level:[d.RenderLevel,\"image\"],visible:[e,!0],x_range_name:[i,\"default\"],y_range_name:[i,\"default\"],coordinates:[n(t(u.CoordinateMapping)),null]})))},\n",
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null},n.extents=f,n.size=u,n.scroll_size=function(t){return{width:Math.ceil(t.scrollWidth),height:Math.ceil(t.scrollHeight)}},n.outer_size=function(t){const{margin:{left:e,right:n,top:i,bottom:o}}=f(t),{width:s,height:l}=u(t);return{width:Math.ceil(s+e+n),height:Math.ceil(l+i+o)}},n.content_size=function(t){const{left:e,top:n}=t.getBoundingClientRect(),{padding:i}=f(t);let o=0,s=0;for(const l of t.children){const t=l.getBoundingClientRect();o=Math.max(o,Math.ceil(t.left-e-i.left+t.width)),s=Math.max(s,Math.ceil(t.top-n-i.top+t.height))}return{width:o,height:s}},n.position=function(t,e,n){const{style:i}=t;if(i.left=`${e.x}px`,i.top=`${e.y}px`,i.width=`${e.width}px`,i.height=`${e.height}px`,null==n)i.margin=\"\";else{const{top:t,right:e,bottom:o,left:s}=n;i.margin=`${t}px ${e}px ${o}px ${s}px`}},n.children=function(t){return Array.from(t.children)};class p{constructor(t){this.el=t,this.classList=t.classList}get values(){const t=[];for(let e=0;e<this.classList.length;e++){const n=this.classList.item(e);null!=n&&t.push(n)}return t}has(t){return this.classList.contains(t)}add(...t){for(const e of t)this.classList.add(e);return this}remove(...t){for(const e of t)this.classList.remove(e);return this}clear(){for(const t of this.values)\"bk\"!=t&&this.classList.remove(t);return this}toggle(t,e){return(null!=e?e:!this.has(t))?this.add(t):this.remove(t),this}}var g;function m(t,e,n){const{width:i,height:o,position:s,display:l}=t.style;t.style.position=\"absolute\",t.style.display=\"\",t.style.width=null!=e.width&&e.width!=1/0?`${e.width}px`:\"auto\",t.style.height=null!=e.height&&e.height!=1/0?`${e.height}px`:\"auto\";try{return n()}finally{t.style.position=s,t.style.display=l,t.style.width=i,t.style.height=o}}n.ClassList=p,p.__name__=\"ClassList\",n.classes=function(t){return new p(t)},n.toggle_attribute=function(t,e,n){null==n&&(n=!t.hasAttribute(e)),n?t.setAttribute(e,\"true\"):t.removeAttribute(e)},(g=n.Keys||(n.Keys={}))[g.Backspace=8]=\"Backspace\",g[g.Tab=9]=\"Tab\",g[g.Enter=13]=\"Enter\",g[g.Esc=27]=\"Esc\",g[g.PageUp=33]=\"PageUp\",g[g.PageDown=34]=\"PageDown\",g[g.Left=37]=\"Left\",g[g.Up=38]=\"Up\",g[g.Right=39]=\"Right\",g[g.Down=40]=\"Down\",g[g.Delete=46]=\"Delete\",n.undisplayed=function(t,e){const{display:n}=t.style;t.style.display=\"none\";try{return e()}finally{t.style.display=n}},n.unsized=function(t,e){return m(t,{},e)},n.sized=m;class y{constructor(t){this.root=t,this.known=new Set,this.style=(0,n.style)({type:\"text/css\"}),c(t,this.style)}append(t){this.known.has(t)||(this.style.appendChild(document.createTextNode(t)),this.known.add(t))}}n.StyleSheet=y,y.__name__=\"StyleSheet\",n.stylesheet=new y(document.head),n.dom_ready=async function(){if(\"loading\"==document.readyState)return new Promise(((t,e)=>{document.addEventListener(\"DOMContentLoaded\",(()=>t()),{once:!0})}))}},\n",
       "      function _(o,i,t,e,r){e(),t.root=\"bk-root\",t.default=\".bk-root{position:relative;width:auto;height:auto;box-sizing:border-box;font-family:Helvetica, Arial, sans-serif;font-size:13px;}.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;}\"},\n",
       "      function _(e,t,r,a,c){a();const n=e(1),l=e(46);c(\"Line\",l.Line),c(\"LineScalar\",l.LineScalar),c(\"LineVector\",l.LineVector);const i=e(49);c(\"Fill\",i.Fill),c(\"FillScalar\",i.FillScalar),c(\"FillVector\",i.FillVector);const s=e(50);c(\"Text\",s.Text),c(\"TextScalar\",s.TextScalar),c(\"TextVector\",s.TextVector);const o=e(51);c(\"Hatch\",o.Hatch),c(\"HatchScalar\",o.HatchScalar),c(\"HatchVector\",o.HatchVector);const u=(0,n.__importStar)(e(48)),V=e(47);c(\"VisualProperties\",V.VisualProperties),c(\"VisualUniforms\",V.VisualUniforms);class h{constructor(e){this._visuals=[];for(const[t,r]of e.model._mixins){const a=(()=>{switch(r){case u.Line:return new l.Line(e,t);case u.LineScalar:return new l.LineScalar(e,t);case u.LineVector:return new l.LineVector(e,t);case u.Fill:return new i.Fill(e,t);case u.FillScalar:return new i.FillScalar(e,t);case u.FillVector:return new i.FillVector(e,t);case u.Text:return new s.Text(e,t);case u.TextScalar:return new s.TextScalar(e,t);case u.TextVector:return new s.TextVector(e,t);case u.Hatch:return new o.Hatch(e,t);case u.HatchScalar:return new o.HatchScalar(e,t);case u.HatchVector:return new o.HatchVector(e,t);default:throw new Error(\"unknown visual\")}})();a instanceof V.VisualProperties&&a.update(),this._visuals.push(a),Object.defineProperty(this,t+a.type,{get:()=>a,configurable:!1,enumerable:!0})}}*[Symbol.iterator](){yield*this._visuals}}r.Visuals=h,h.__name__=\"Visuals\"},\n",
       "      function _(e,t,i,l,s){l();const a=e(1),n=e(47),h=(0,a.__importStar)(e(48)),o=e(22),_=e(8);function r(e){if((0,_.isArray)(e))return e;switch(e){case\"solid\":return[];case\"dashed\":return[6];case\"dotted\":return[2,4];case\"dotdash\":return[2,4,6,4];case\"dashdot\":return[6,4,2,4];default:return e.split(\" \").map(Number).filter(_.isInteger)}}i.resolve_line_dash=r;class u extends n.VisualProperties{get doit(){const e=this.line_color.get_value(),t=this.line_alpha.get_value(),i=this.line_width.get_value();return!(null==e||0==t||0==i)}apply(e){const{doit:t}=this;return t&&(this.set_value(e),e.stroke()),t}values(){return{color:this.line_color.get_value(),alpha:this.line_alpha.get_value(),width:this.line_width.get_value(),join:this.line_join.get_value(),cap:this.line_cap.get_value(),dash:this.line_dash.get_value(),offset:this.line_dash_offset.get_value()}}set_value(e){const t=this.line_color.get_value(),i=this.line_alpha.get_value();e.strokeStyle=(0,o.color2css)(t,i),e.lineWidth=this.line_width.get_value(),e.lineJoin=this.line_join.get_value(),e.lineCap=this.line_cap.get_value(),e.lineDash=r(this.line_dash.get_value()),e.lineDashOffset=this.line_dash_offset.get_value()}}i.Line=u,u.__name__=\"Line\";class c extends n.VisualUniforms{get doit(){const e=this.line_color.value,t=this.line_alpha.value,i=this.line_width.value;return!(0==e||0==t||0==i)}apply(e){const{doit:t}=this;return t&&(this.set_value(e),e.stroke()),t}values(){return{color:this.line_color.value,alpha:this.line_alpha.value,width:this.line_width.value,join:this.line_join.value,cap:this.line_cap.value,dash:this.line_dash.value,offset:this.line_dash_offset.value}}set_value(e){const t=this.line_color.value,i=this.line_alpha.value;e.strokeStyle=(0,o.color2css)(t,i),e.lineWidth=this.line_width.value,e.lineJoin=this.line_join.value,e.lineCap=this.line_cap.value,e.lineDash=r(this.line_dash.value),e.lineDashOffset=this.line_dash_offset.value}}i.LineScalar=c,c.__name__=\"LineScalar\";class d extends n.VisualUniforms{get doit(){const{line_color:e}=this;if(e.is_Scalar()&&0==e.value)return!1;const{line_alpha:t}=this;if(t.is_Scalar()&&0==t.value)return!1;const{line_width:i}=this;return!i.is_Scalar()||0!=i.value}apply(e,t){const{doit:i}=this;return i&&(this.set_vectorize(e,t),e.stroke()),i}values(e){return{color:this.line_color.get(e),alpha:this.line_alpha.get(e),width:this.line_width.get(e),join:this.line_join.get(e),cap:this.line_cap.get(e),dash:this.line_dash.get(e),offset:this.line_dash_offset.get(e)}}set_vectorize(e,t){const i=this.line_color.get(t),l=this.line_alpha.get(t),s=this.line_width.get(t),a=this.line_join.get(t),n=this.line_cap.get(t),h=this.line_dash.get(t),_=this.line_dash_offset.get(t);e.strokeStyle=(0,o.color2css)(i,l),e.lineWidth=s,e.lineJoin=a,e.lineCap=n,e.lineDash=r(h),e.lineDashOffset=_}}i.LineVector=d,d.__name__=\"LineVector\",u.prototype.type=\"line\",u.prototype.attrs=Object.keys(h.Line),c.prototype.type=\"line\",c.prototype.attrs=Object.keys(h.LineScalar),d.prototype.type=\"line\",d.prototype.attrs=Object.keys(h.LineVector)},\n",
       "      function _(t,s,o,i,r){i();class e{constructor(t,s=\"\"){this.obj=t,this.prefix=s;const o=this;this._props=[];for(const i of this.attrs){const r=t.model.properties[s+i];r.change.connect((()=>this.update())),o[i]=r,this._props.push(r)}}*[Symbol.iterator](){yield*this._props}update(){}}o.VisualProperties=e,e.__name__=\"VisualProperties\";class p{constructor(t,s=\"\"){this.obj=t,this.prefix=s;for(const o of this.attrs)Object.defineProperty(this,o,{get:()=>t[s+o]})}*[Symbol.iterator](){for(const t of this.attrs)yield this.obj.model.properties[this.prefix+t]}update(){}}o.VisualUniforms=p,p.__name__=\"VisualUniforms\"},\n",
       "      function _(e,l,t,a,c){a();const r=e(1),o=(0,r.__importStar)(e(18)),n=e(20),i=(0,r.__importStar)(e(21)),_=e(13);t.Line={line_color:[i.Nullable(i.Color),\"black\"],line_alpha:[i.Alpha,1],line_width:[i.Number,1],line_join:[n.LineJoin,\"bevel\"],line_cap:[n.LineCap,\"butt\"],line_dash:[i.Or(n.LineDash,i.Array(i.Number)),[]],line_dash_offset:[i.Number,0]},t.Fill={fill_color:[i.Nullable(i.Color),\"gray\"],fill_alpha:[i.Alpha,1]},t.Hatch={hatch_color:[i.Nullable(i.Color),\"black\"],hatch_alpha:[i.Alpha,1],hatch_scale:[i.Number,12],hatch_pattern:[i.Nullable(i.Or(n.HatchPatternType,i.String)),null],hatch_weight:[i.Number,1],hatch_extra:[i.Dict(i.AnyRef()),{}]},t.Text={text_color:[i.Nullable(i.Color),\"#444444\"],text_alpha:[i.Alpha,1],text_font:[o.Font,\"helvetica\"],text_font_size:[i.FontSize,\"16px\"],text_font_style:[n.FontStyle,\"normal\"],text_align:[n.TextAlign,\"left\"],text_baseline:[n.TextBaseline,\"bottom\"],text_line_height:[i.Number,1.2]},t.LineScalar={line_color:[o.ColorScalar,\"black\"],line_alpha:[o.NumberScalar,1],line_width:[o.NumberScalar,1],line_join:[o.LineJoinScalar,\"bevel\"],line_cap:[o.LineCapScalar,\"butt\"],line_dash:[o.LineDashScalar,[]],line_dash_offset:[o.NumberScalar,0]},t.FillScalar={fill_color:[o.ColorScalar,\"gray\"],fill_alpha:[o.NumberScalar,1]},t.HatchScalar={hatch_color:[o.ColorScalar,\"black\"],hatch_alpha:[o.NumberScalar,1],hatch_scale:[o.NumberScalar,12],hatch_pattern:[o.NullStringScalar,null],hatch_weight:[o.NumberScalar,1],hatch_extra:[o.AnyScalar,{}]},t.TextScalar={text_color:[o.ColorScalar,\"#444444\"],text_alpha:[o.NumberScalar,1],text_font:[o.FontScalar,\"helvetica\"],text_font_size:[o.FontSizeScalar,\"16px\"],text_font_style:[o.FontStyleScalar,\"normal\"],text_align:[o.TextAlignScalar,\"left\"],text_baseline:[o.TextBaselineScalar,\"bottom\"],text_line_height:[o.NumberScalar,1.2]},t.LineVector={line_color:[o.ColorSpec,\"black\"],line_alpha:[o.NumberSpec,1],line_width:[o.NumberSpec,1],line_join:[o.LineJoinSpec,\"bevel\"],line_cap:[o.LineCapSpec,\"butt\"],line_dash:[o.LineDashSpec,[]],line_dash_offset:[o.NumberSpec,0]},t.FillVector={fill_color:[o.ColorSpec,\"gray\"],fill_alpha:[o.NumberSpec,1]},t.HatchVector={hatch_color:[o.ColorSpec,\"black\"],hatch_alpha:[o.NumberSpec,1],hatch_scale:[o.NumberSpec,12],hatch_pattern:[o.NullStringSpec,null],hatch_weight:[o.NumberSpec,1],hatch_extra:[o.AnyScalar,{}]},t.TextVector={text_color:[o.ColorSpec,\"#444444\"],text_alpha:[o.NumberSpec,1],text_font:[o.FontSpec,\"helvetica\"],text_font_size:[o.FontSizeSpec,\"16px\"],text_font_style:[o.FontStyleSpec,\"normal\"],text_align:[o.TextAlignSpec,\"left\"],text_baseline:[o.TextBaselineSpec,\"bottom\"],text_line_height:[o.NumberSpec,1.2]},t.attrs_of=function(e,l,t,a=!1){const c={};for(const r of(0,_.keys)(t)){const t=`${l}${r}`,o=e[t];c[a?t:r]=o}return c}},\n",
       "      function _(l,t,e,i,s){i();const a=l(1),o=l(47),r=(0,a.__importStar)(l(48)),_=l(22);class c extends o.VisualProperties{get doit(){const l=this.fill_color.get_value(),t=this.fill_alpha.get_value();return!(null==l||0==t)}apply(l,t){const{doit:e}=this;return e&&(this.set_value(l),l.fill(t)),e}values(){return{color:this.fill_color.get_value(),alpha:this.fill_alpha.get_value()}}set_value(l){const t=this.fill_color.get_value(),e=this.fill_alpha.get_value();l.fillStyle=(0,_.color2css)(t,e)}}e.Fill=c,c.__name__=\"Fill\";class h extends o.VisualUniforms{get doit(){const l=this.fill_color.value,t=this.fill_alpha.value;return!(0==l||0==t)}apply(l,t){const{doit:e}=this;return e&&(this.set_value(l),l.fill(t)),e}values(){return{color:this.fill_color.value,alpha:this.fill_alpha.value}}set_value(l){const t=this.fill_color.value,e=this.fill_alpha.value;l.fillStyle=(0,_.color2css)(t,e)}}e.FillScalar=h,h.__name__=\"FillScalar\";class u extends o.VisualUniforms{get doit(){const{fill_color:l}=this;if(l.is_Scalar()&&0==l.value)return!1;const{fill_alpha:t}=this;return!t.is_Scalar()||0!=t.value}apply(l,t,e){const{doit:i}=this;return i&&(this.set_vectorize(l,t),l.fill(e)),i}values(l){return{color:this.fill_color.get(l),alpha:this.fill_alpha.get(l)}}set_vectorize(l,t){const e=this.fill_color.get(t),i=this.fill_alpha.get(t);l.fillStyle=(0,_.color2css)(e,i)}}e.FillVector=u,u.__name__=\"FillVector\",c.prototype.type=\"fill\",c.prototype.attrs=Object.keys(r.Fill),h.prototype.type=\"fill\",h.prototype.attrs=Object.keys(r.FillScalar),u.prototype.type=\"fill\",u.prototype.attrs=Object.keys(r.FillVector)},\n",
       "      function _(t,e,l,s,_){s();const i=t(1),a=t(47),o=(0,i.__importStar)(t(48)),n=t(22);class h extends a.VisualProperties{get doit(){const t=this.text_color.get_value(),e=this.text_alpha.get_value();return!(null==t||0==e)}values(){return{color:this.text_color.get_value(),alpha:this.text_alpha.get_value(),font:this.text_font.get_value(),font_size:this.text_font_size.get_value(),font_style:this.text_font_style.get_value(),align:this.text_align.get_value(),baseline:this.text_baseline.get_value(),line_height:this.text_line_height.get_value()}}set_value(t){const e=this.text_color.get_value(),l=this.text_alpha.get_value();t.fillStyle=(0,n.color2css)(e,l),t.font=this.font_value(),t.textAlign=this.text_align.get_value(),t.textBaseline=this.text_baseline.get_value()}font_value(){return`${this.text_font_style.get_value()} ${this.text_font_size.get_value()} ${this.text_font.get_value()}`}}l.Text=h,h.__name__=\"Text\";class x extends a.VisualUniforms{get doit(){const t=this.text_color.value,e=this.text_alpha.value;return!(0==t||0==e)}values(){return{color:this.text_color.value,alpha:this.text_alpha.value,font:this.text_font.value,font_size:this.text_font_size.value,font_style:this.text_font_style.value,align:this.text_align.value,baseline:this.text_baseline.value,line_height:this.text_line_height.value}}set_value(t){const e=this.text_color.value,l=this.text_alpha.value,s=this.font_value(),_=this.text_align.value,i=this.text_baseline.value;t.fillStyle=(0,n.color2css)(e,l),t.font=s,t.textAlign=_,t.textBaseline=i}font_value(){return`${this.text_font_style.value} ${this.text_font_size.value} ${this.text_font.value}`}}l.TextScalar=x,x.__name__=\"TextScalar\";class u extends a.VisualUniforms{values(t){return{color:this.text_color.get(t),alpha:this.text_alpha.get(t),font:this.text_font.get(t),font_size:this.text_font_size.get(t),font_style:this.text_font_style.get(t),align:this.text_align.get(t),baseline:this.text_baseline.get(t),line_height:this.text_line_height.get(t)}}get doit(){const{text_color:t}=this;if(t.is_Scalar()&&0==t.value)return!1;const{text_alpha:e}=this;return!e.is_Scalar()||0!=e.value}set_vectorize(t,e){const l=this.text_color.get(e),s=this.text_alpha.get(e),_=this.font_value(e),i=this.text_align.get(e),a=this.text_baseline.get(e);t.fillStyle=(0,n.color2css)(l,s),t.font=_,t.textAlign=i,t.textBaseline=a}font_value(t){return`${this.text_font_style.get(t)} ${this.text_font_size.get(t)} ${this.text_font.get(t)}`}}l.TextVector=u,u.__name__=\"TextVector\",h.prototype.type=\"text\",h.prototype.attrs=Object.keys(o.Text),x.prototype.type=\"text\",x.prototype.attrs=Object.keys(o.TextScalar),u.prototype.type=\"text\",u.prototype.attrs=Object.keys(o.TextVector)},\n",
       "      function _(t,e,a,r,i){r();const h=t(1),s=t(47),n=t(52),c=(0,h.__importStar)(t(18)),_=(0,h.__importStar)(t(48));class l extends s.VisualProperties{constructor(){super(...arguments),this._update_iteration=0}update(){if(this._update_iteration++,this._hatch_image=null,!this.doit)return;const t=this.hatch_color.get_value(),e=this.hatch_alpha.get_value(),a=this.hatch_scale.get_value(),r=this.hatch_pattern.get_value(),i=this.hatch_weight.get_value(),h=t=>{this._hatch_image=t},s=this.hatch_extra.get_value()[r];if(null!=s){const r=s.get_pattern(t,e,a,i);if(r instanceof Promise){const{_update_iteration:t}=this;r.then((e=>{this._update_iteration==t&&(h(e),this.obj.request_render())}))}else h(r)}else{const s=this.obj.canvas.create_layer(),c=(0,n.get_pattern)(s,r,t,e,a,i);h(c)}}get doit(){const t=this.hatch_color.get_value(),e=this.hatch_alpha.get_value(),a=this.hatch_pattern.get_value();return!(null==t||0==e||\" \"==a||\"blank\"==a||null==a)}apply(t,e){const{doit:a}=this;return a&&(this.set_value(t),t.layer.undo_transform((()=>t.fill(e)))),a}set_value(t){const e=this.pattern(t);t.fillStyle=null!=e?e:\"transparent\"}pattern(t){const e=this._hatch_image;return null==e?null:t.createPattern(e,this.repetition())}repetition(){const t=this.hatch_pattern.get_value(),e=this.hatch_extra.get_value()[t];if(null==e)return\"repeat\";switch(e.repetition){case\"repeat\":return\"repeat\";case\"repeat_x\":return\"repeat-x\";case\"repeat_y\":return\"repeat-y\";case\"no_repeat\":return\"no-repeat\"}}}a.Hatch=l,l.__name__=\"Hatch\";class o extends s.VisualUniforms{constructor(){super(...arguments),this._static_doit=!1,this._update_iteration=0}_compute_static_doit(){const t=this.hatch_color.value,e=this.hatch_alpha.value,a=this.hatch_pattern.value;return!(null==t||0==e||\" \"==a||\"blank\"==a||null==a)}update(){this._update_iteration++;const t=this.hatch_color.length;if(this._hatch_image=new c.UniformScalar(null,t),this._static_doit=this._compute_static_doit(),!this._static_doit)return;const e=this.hatch_color.value,a=this.hatch_alpha.value,r=this.hatch_scale.value,i=this.hatch_pattern.value,h=this.hatch_weight.value,s=e=>{this._hatch_image=new c.UniformScalar(e,t)},_=this.hatch_extra.value[i];if(null!=_){const t=_.get_pattern(e,a,r,h);if(t instanceof Promise){const{_update_iteration:e}=this;t.then((t=>{this._update_iteration==e&&(s(t),this.obj.request_render())}))}else s(t)}else{const t=this.obj.canvas.create_layer(),c=(0,n.get_pattern)(t,i,e,a,r,h);s(c)}}get doit(){return this._static_doit}apply(t,e){const{doit:a}=this;return a&&(this.set_value(t),t.layer.undo_transform((()=>t.fill(e)))),a}set_value(t){var e;t.fillStyle=null!==(e=this.pattern(t))&&void 0!==e?e:\"transparent\"}pattern(t){const e=this._hatch_image.value;return null==e?null:t.createPattern(e,this.repetition())}repetition(){const t=this.hatch_pattern.value,e=this.hatch_extra.value[t];if(null==e)return\"repeat\";switch(e.repetition){case\"repeat\":return\"repeat\";case\"repeat_x\":return\"repeat-x\";case\"repeat_y\":return\"repeat-y\";case\"no_repeat\":return\"no-repeat\"}}}a.HatchScalar=o,o.__name__=\"HatchScalar\";class u extends s.VisualUniforms{constructor(){super(...arguments),this._static_doit=!1,this._update_iteration=0}_compute_static_doit(){const{hatch_color:t}=this;if(t.is_Scalar()&&0==t.value)return!1;const{hatch_alpha:e}=this;if(e.is_Scalar()&&0==e.value)return!1;const{hatch_pattern:a}=this;if(a.is_Scalar()){const t=a.value;if(\" \"==t||\"blank\"==t||null==t)return!1}return!0}update(){this._update_iteration++;const t=this.hatch_color.length;if(this._hatch_image=new c.UniformScalar(null,t),this._static_doit=this._compute_static_doit(),!this._static_doit)return;const e=(t,e,a,r,i,h)=>{const s=this.hatch_extra.value[t];if(null!=s){const t=s.get_pattern(e,a,r,i);if(t instanceof Promise){const{_update_iteration:e}=this;t.then((t=>{this._update_iteration==e&&(h(t),this.obj.request_render())}))}else h(t)}else{const s=this.obj.canvas.create_layer(),c=(0,n.get_pattern)(s,t,e,a,r,i);h(c)}};if(this.hatch_color.is_Scalar()&&this.hatch_alpha.is_Scalar()&&this.hatch_scale.is_Scalar()&&this.hatch_pattern.is_Scalar()&&this.hatch_weight.is_Scalar()){const a=this.hatch_color.value,r=this.hatch_alpha.value,i=this.hatch_scale.value;e(this.hatch_pattern.value,a,r,i,this.hatch_weight.value,(e=>{this._hatch_image=new c.UniformScalar(e,t)}))}else{const a=new Array(t);a.fill(null),this._hatch_image=new c.UniformVector(a);for(let r=0;r<t;r++){const t=this.hatch_color.get(r),i=this.hatch_alpha.get(r),h=this.hatch_scale.get(r);e(this.hatch_pattern.get(r),t,i,h,this.hatch_weight.get(r),(t=>{a[r]=t}))}}}get doit(){return this._static_doit}apply(t,e,a){const{doit:r}=this;return r&&(this.set_vectorize(t,e),t.layer.undo_transform((()=>t.fill(a)))),r}set_vectorize(t,e){var a;t.fillStyle=null!==(a=this.pattern(t,e))&&void 0!==a?a:\"transparent\"}pattern(t,e){const a=this._hatch_image.get(e);return null==a?null:t.createPattern(a,this.repetition(e))}repetition(t){const e=this.hatch_pattern.get(t),a=this.hatch_extra.value[e];if(null==a)return\"repeat\";switch(a.repetition){case\"repeat\":return\"repeat\";case\"repeat_x\":return\"repeat-x\";case\"repeat_y\":return\"repeat-y\";case\"no_repeat\":return\"no-repeat\"}}}a.HatchVector=u,u.__name__=\"HatchVector\",l.prototype.type=\"hatch\",l.prototype.attrs=Object.keys(_.Hatch),o.prototype.type=\"hatch\",o.prototype.attrs=Object.keys(_.HatchScalar),u.prototype.type=\"hatch\",u.prototype.attrs=Object.keys(_.HatchVector)},\n",
       "      function _(e,o,a,s,r){s();const i=e(22);function l(e,o,a){e.moveTo(0,a+.5),e.lineTo(o,a+.5),e.stroke()}function n(e,o,a){e.moveTo(a+.5,0),e.lineTo(a+.5,o),e.stroke()}function t(e,o){e.moveTo(0,o),e.lineTo(o,0),e.stroke(),e.moveTo(0,0),e.lineTo(o,o),e.stroke()}a.hatch_aliases={\" \":\"blank\",\".\":\"dot\",o:\"ring\",\"-\":\"horizontal_line\",\"|\":\"vertical_line\",\"+\":\"cross\",'\"':\"horizontal_dash\",\":\":\"vertical_dash\",\"@\":\"spiral\",\"/\":\"right_diagonal_line\",\"\\\\\":\"left_diagonal_line\",x:\"diagonal_cross\",\",\":\"right_diagonal_dash\",\"`\":\"left_diagonal_dash\",v:\"horizontal_wave\",\">\":\"vertical_wave\",\"*\":\"criss_cross\"},a.get_pattern=function(e,o,s,r,c,k){return e.resize(c,c),e.prepare(),function(e,o,s,r,c,k){var _;const T=c,v=T/2,h=v/2,d=(0,i.color2css)(s,r);switch(e.strokeStyle=d,e.fillStyle=d,e.lineCap=\"square\",e.lineWidth=k,null!==(_=a.hatch_aliases[o])&&void 0!==_?_:o){case\"blank\":break;case\"dot\":e.arc(v,v,v/2,0,2*Math.PI,!0),e.fill();break;case\"ring\":e.arc(v,v,v/2,0,2*Math.PI,!0),e.stroke();break;case\"horizontal_line\":l(e,T,v);break;case\"vertical_line\":n(e,T,v);break;case\"cross\":l(e,T,v),n(e,T,v);break;case\"horizontal_dash\":l(e,v,v);break;case\"vertical_dash\":n(e,v,v);break;case\"spiral\":{const o=T/30;e.moveTo(v,v);for(let a=0;a<360;a++){const s=.1*a,r=v+o*s*Math.cos(s),i=v+o*s*Math.sin(s);e.lineTo(r,i)}e.stroke();break}case\"right_diagonal_line\":e.moveTo(.5-h,T),e.lineTo(h+.5,0),e.stroke(),e.moveTo(h+.5,T),e.lineTo(3*h+.5,0),e.stroke(),e.moveTo(3*h+.5,T),e.lineTo(5*h+.5,0),e.stroke(),e.stroke();break;case\"left_diagonal_line\":e.moveTo(h+.5,T),e.lineTo(.5-h,0),e.stroke(),e.moveTo(3*h+.5,T),e.lineTo(h+.5,0),e.stroke(),e.moveTo(5*h+.5,T),e.lineTo(3*h+.5,0),e.stroke(),e.stroke();break;case\"diagonal_cross\":t(e,T);break;case\"right_diagonal_dash\":e.moveTo(h+.5,3*h+.5),e.lineTo(3*h+.5,h+.5),e.stroke();break;case\"left_diagonal_dash\":e.moveTo(h+.5,h+.5),e.lineTo(3*h+.5,3*h+.5),e.stroke();break;case\"horizontal_wave\":e.moveTo(0,h),e.lineTo(v,3*h),e.lineTo(T,h),e.stroke();break;case\"vertical_wave\":e.moveTo(h,0),e.lineTo(3*h,v),e.lineTo(h,T),e.stroke();break;case\"criss_cross\":t(e,T),l(e,T,v),n(e,T,v)}}(e.ctx,o,s,r,c,k),e.canvas}},\n",
       "      function _(e,t,s,n,c){var a;n();const i=e(14),r=e(8),l=e(13),o=e(26),_=e(19);class h extends i.HasProps{constructor(e){super(e)}get is_syncable(){return this.syncable}[o.equals](e,t){return t.eq(this.id,e.id)&&super[o.equals](e,t)}initialize(){super.initialize(),this._js_callbacks=new Map}connect_signals(){super.connect_signals(),this._update_property_callbacks(),this.connect(this.properties.js_property_callbacks.change,(()=>this._update_property_callbacks())),this.connect(this.properties.js_event_callbacks.change,(()=>this._update_event_callbacks())),this.connect(this.properties.subscribed_events.change,(()=>this._update_event_callbacks()))}_process_event(e){var t;for(const s of null!==(t=this.js_event_callbacks[e.event_name])&&void 0!==t?t:[])s.execute(e);null!=this.document&&this.subscribed_events.some((t=>t==e.event_name))&&this.document.event_manager.send_event(e)}trigger_event(e){null!=this.document&&(e.origin=this,this.document.event_manager.trigger(e))}_update_event_callbacks(){null!=this.document?this.document.event_manager.subscribed_models.add(this):_.logger.warn(\"WARNING: Document not defined for updating event callbacks\")}_update_property_callbacks(){const e=e=>{const[t,s=null]=e.split(\":\");return null!=s?this.properties[s][t]:this[t]};for(const[t,s]of this._js_callbacks){const n=e(t);for(const e of s)this.disconnect(n,e)}this._js_callbacks.clear();for(const[t,s]of(0,l.entries)(this.js_property_callbacks)){const n=s.map((e=>()=>e.execute(this)));this._js_callbacks.set(t,n);const c=e(t);for(const e of n)this.connect(c,e)}}_doc_attached(){(0,l.isEmpty)(this.js_event_callbacks)&&0==this.subscribed_events.length||this._update_event_callbacks()}_doc_detached(){this.document.event_manager.subscribed_models.delete(this)}select(e){if((0,r.isString)(e))return[...this.references()].filter((t=>t instanceof h&&t.name===e));if(e.prototype instanceof i.HasProps)return[...this.references()].filter((t=>t instanceof e));throw new Error(\"invalid selector\")}select_one(e){const t=this.select(e);switch(t.length){case 0:return null;case 1:return t[0];default:throw new Error(\"found more than one object matching given selector\")}}}s.Model=h,a=h,h.__name__=\"Model\",a.define((({Any:e,Unknown:t,Boolean:s,String:n,Array:c,Dict:a,Nullable:i})=>({tags:[c(t),[]],name:[i(n),null],js_property_callbacks:[a(c(e)),{}],js_event_callbacks:[a(c(e)),{}],subscribed_events:[c(n),[]],syncable:[s,!0]})))},\n",
       "      function _(e,t,s,a,r){var c,n;a();const _=e(12),o=e(53),i=e(55),l=e(59),u=e(61),g=e(62),h=e(57),p=e(63),m=e(67);class x{constructor(e,t){this.x_scale=e,this.y_scale=t,this.x_source=this.x_scale.source_range,this.y_source=this.y_scale.source_range,this.ranges=[this.x_source,this.y_source],this.scales=[this.x_scale,this.y_scale]}map_to_screen(e,t){return[this.x_scale.v_compute(e),this.y_scale.v_compute(t)]}map_from_screen(e,t){return[this.x_scale.v_invert(e),this.y_scale.v_invert(t)]}}s.CoordinateTransform=x,x.__name__=\"CoordinateTransform\";class y extends o.Model{constructor(e){super(e)}get x_ranges(){return new Map([[\"default\",this.x_source]])}get y_ranges(){return new Map([[\"default\",this.y_source]])}_get_scale(e,t,s){if(e instanceof m.FactorRange!=t instanceof g.CategoricalScale)throw new Error(`Range ${e.type} is incompatible is Scale ${t.type}`);t instanceof u.LogScale&&e instanceof p.DataRange1d&&(e.scale_hint=\"log\");const a=t.clone();return a.setv({source_range:e,target_range:s}),a}get_transform(e){const{x_source:t,x_scale:s,x_target:a}=this,r=this._get_scale(t,s,a),{y_source:c,y_scale:n,y_target:_}=this,o=this._get_scale(c,n,_),i=new v({source_scale:r,source_range:r.source_range,target_scale:e.x_scale,target_range:e.x_target}),l=new v({source_scale:o,source_range:o.source_range,target_scale:e.y_scale,target_range:e.y_target});return new x(i,l)}}s.CoordinateMapping=y,c=y,y.__name__=\"CoordinateMapping\",c.define((({Ref:e})=>({x_source:[e(h.Range),()=>new p.DataRange1d],y_source:[e(h.Range),()=>new p.DataRange1d],x_scale:[e(i.Scale),()=>new l.LinearScale],y_scale:[e(i.Scale),()=>new l.LinearScale],x_target:[e(h.Range)],y_target:[e(h.Range)]})));class v extends i.Scale{constructor(e){super(e)}get s_compute(){const e=this.source_scale.s_compute,t=this.target_scale.s_compute;return s=>t(e(s))}get s_invert(){const e=this.source_scale.s_invert,t=this.target_scale.s_invert;return s=>e(t(s))}compute(e){return this.s_compute(e)}v_compute(e){const{s_compute:t}=this;return(0,_.map)(e,t)}invert(e){return this.s_invert(e)}v_invert(e){const{s_invert:t}=this;return(0,_.map)(e,t)}}s.CompositeScale=v,n=v,v.__name__=\"CompositeScale\",n.internal((({Ref:e})=>({source_scale:[e(i.Scale)],target_scale:[e(i.Scale)]})))},\n",
       "      function _(e,t,r,n,s){var _;n();const a=e(56),c=e(57),o=e(58),i=e(24);class u extends a.Transform{constructor(e){super(e)}compute(e){return this.s_compute(e)}v_compute(e){const t=new i.ScreenArray(e.length),{s_compute:r}=this;for(let n=0;n<e.length;n++)t[n]=r(e[n]);return t}invert(e){return this.s_invert(e)}v_invert(e){const t=new Float64Array(e.length),{s_invert:r}=this;for(let n=0;n<e.length;n++)t[n]=r(e[n]);return t}r_compute(e,t){const{s_compute:r}=this;return this.target_range.is_reversed?[r(t),r(e)]:[r(e),r(t)]}r_invert(e,t){const{s_invert:r}=this;return this.target_range.is_reversed?[r(t),r(e)]:[r(e),r(t)]}}r.Scale=u,_=u,u.__name__=\"Scale\",_.internal((({Ref:e})=>({source_range:[e(c.Range)],target_range:[e(o.Range1d)]})))},\n",
       "      function _(n,s,o,r,c){r();const e=n(53);class t extends e.Model{constructor(n){super(n)}}o.Transform=t,t.__name__=\"Transform\"},\n",
       "      function _(e,t,n,i,s){var r;i();const a=e(53);class l extends a.Model{constructor(e){super(e),this.have_updated_interactively=!1}get is_reversed(){return this.start>this.end}get is_valid(){return isFinite(this.min)&&isFinite(this.max)}get span(){return Math.abs(this.end-this.start)}}n.Range=l,r=l,l.__name__=\"Range\",r.define((({Number:e,Tuple:t,Or:n,Auto:i,Nullable:s})=>({bounds:[s(n(t(s(e),s(e)),i)),null],min_interval:[s(e),null],max_interval:[s(e),null]}))),r.internal((({Array:e,AnyRef:t})=>({plots:[e(t()),[]]})))},\n",
       "      function _(t,e,s,n,r){var a;n();const i=t(57);class _ extends i.Range{constructor(t){super(t)}_set_auto_bounds(){if(\"auto\"==this.bounds){const 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})}}initialize(){super.initialize(),this._set_auto_bounds()}get min(){return Math.min(this.start,this.end)}get max(){return Math.max(this.start,this.end)}reset(){this._set_auto_bounds();const{_reset_start:t,_reset_end:e}=this;this.start!=t||this.end!=e?this.setv({start:t,end:e}):this.change.emit()}map(t){return new _({start:t(this.start),end:t(this.end)})}widen(t){let{start:e,end:s}=this;return this.is_reversed?(e+=t,s-=t):(e-=t,s+=t),new _({start:e,end:s})}}s.Range1d=_,a=_,_.__name__=\"Range1d\",a.define((({Number:t,Nullable:e})=>({start:[t,0],end:[t,1],reset_start:[e(t),null,{on_update(t,e){e._reset_start=null!=t?t:e.start}}],reset_end:[e(t),null,{on_update(t,e){e._reset_end=null!=t?t:e.end}}]})))},\n",
       "      function _(t,e,n,r,s){r();const a=t(60);class _ extends a.ContinuousScale{constructor(t){super(t)}get s_compute(){const[t,e]=this._linear_compute_state();return n=>t*n+e}get s_invert(){const[t,e]=this._linear_compute_state();return n=>(n-e)/t}_linear_compute_state(){const t=this.source_range.start,e=this.source_range.end,n=this.target_range.start,r=(this.target_range.end-n)/(e-t);return[r,-r*t+n]}}n.LinearScale=_,_.__name__=\"LinearScale\"},\n",
       "      function _(n,c,o,s,e){s();const t=n(55);class u extends t.Scale{constructor(n){super(n)}}o.ContinuousScale=u,u.__name__=\"ContinuousScale\"},\n",
       "      function _(t,e,a,o,s){o();const r=t(60);class n extends r.ContinuousScale{constructor(t){super(t)}get s_compute(){const[t,e,a,o]=this._compute_state();return s=>{if(0==a)return 0;{const r=(Math.log(s)-o)/a;return isFinite(r)?r*t+e:NaN}}}get s_invert(){const[t,e,a,o]=this._compute_state();return s=>{const r=(s-e)/t;return Math.exp(a*r+o)}}_get_safe_factor(t,e){let a=t<0?0:t,o=e<0?0:e;if(a==o)if(0==a)[a,o]=[1,10];else{const t=Math.log(a)/Math.log(10);a=10**Math.floor(t),o=Math.ceil(t)!=Math.floor(t)?10**Math.ceil(t):10**(Math.ceil(t)+1)}return[a,o]}_compute_state(){const t=this.source_range.start,e=this.source_range.end,a=this.target_range.start,o=this.target_range.end-a,[s,r]=this._get_safe_factor(t,e);let n,c;0==s?(n=Math.log(r),c=0):(n=Math.log(r)-Math.log(s),c=Math.log(s));return[o,a,n,c]}}a.LogScale=n,n.__name__=\"LogScale\"},\n",
       "      function _(t,e,c,a,s){a();const n=t(55),r=t(59),{_linear_compute_state:o}=r.LinearScale.prototype;class l extends n.Scale{constructor(t){super(t)}get s_compute(){const[t,e]=o.call(this),c=this.source_range;return a=>t*c.synthetic(a)+e}get s_invert(){const[t,e]=o.call(this);return c=>(c-e)/t}}c.CategoricalScale=l,l.__name__=\"CategoricalScale\"},\n",
       "      function _(t,i,n,e,a){e();const s=t(1);var l;const _=t(64),o=t(20),r=t(9),h=t(19),d=(0,s.__importStar)(t(65)),u=t(66);class g extends _.DataRange{constructor(t){super(t),this.have_updated_interactively=!1}initialize(){super.initialize(),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,this._plot_bounds=new Map}get min(){return Math.min(this.start,this.end)}get max(){return Math.max(this.start,this.end)}computed_renderers(){const{renderers:t,names:i}=this,n=(0,r.concat)(this.plots.map((t=>t.data_renderers)));return(0,u.compute_renderers)(0==t.length?\"auto\":t,n,i)}_compute_plot_bounds(t,i){let n=d.empty();for(const e of t){const t=i.get(e);null==t||!e.visible&&this.only_visible||(n=d.union(n,t))}return n}adjust_bounds_for_aspect(t,i){const n=d.empty();let e=t.x1-t.x0;e<=0&&(e=1);let a=t.y1-t.y0;a<=0&&(a=1);const s=.5*(t.x1+t.x0),l=.5*(t.y1+t.y0);return e<i*a?e=i*a:a=e/i,n.x1=s+.5*e,n.x0=s-.5*e,n.y1=l+.5*a,n.y0=l-.5*a,n}_compute_min_max(t,i){let n,e,a=d.empty();for(const[i,n]of t)i.visible&&(a=d.union(a,n));return[n,e]=0==i?[a.x0,a.x1]:[a.y0,a.y1],[n,e]}_compute_range(t,i){const n=this.range_padding;let e,a;if(null!=this._initial_start&&(t=this._initial_start),null!=this._initial_end&&(i=this._initial_end),\"log\"==this.scale_hint){let s,l;if((isNaN(t)||!isFinite(t)||t<=0)&&(t=isNaN(i)||!isFinite(i)||i<=0?.1:i/100,h.logger.warn(`could not determine minimum data value for log axis, DataRange1d using value ${t}`)),(isNaN(i)||!isFinite(i)||i<=0)&&(i=isNaN(t)||!isFinite(t)||t<=0?10:100*t,h.logger.warn(`could not determine maximum data value for log axis, DataRange1d using value ${i}`)),i==t)l=this.default_span+.001,s=Math.log(t)/Math.log(10);else{let e,a;\"percent\"==this.range_padding_units?(e=Math.log(t)/Math.log(10),a=Math.log(i)/Math.log(10),l=(a-e)*(1+n)):(e=Math.log(t-n)/Math.log(10),a=Math.log(i+n)/Math.log(10),l=a-e),s=(e+a)/2}e=10**(s-l/2),a=10**(s+l/2)}else{let s;s=i==t?this.default_span:\"percent\"==this.range_padding_units?(i-t)*(1+n):i-t+2*n;const l=(i+t)/2;e=l-s/2,a=l+s/2}let s=1;this.flipped&&([e,a]=[a,e],s=-1);const l=this.follow_interval;return null!=l&&Math.abs(e-a)>l&&(\"start\"==this.follow?a=e+s*l:\"end\"==this.follow&&(e=a-s*l)),[e,a]}update(t,i,n,e){if(this.have_updated_interactively)return;const a=this.computed_renderers();let s=this._compute_plot_bounds(a,t);null!=e&&(s=this.adjust_bounds_for_aspect(s,e)),this._plot_bounds.set(n,s);const[l,_]=this._compute_min_max(this._plot_bounds.entries(),i);let[o,r]=this._compute_range(l,_);null!=this._initial_start&&(\"log\"==this.scale_hint?this._initial_start>0&&(o=this._initial_start):o=this._initial_start),null!=this._initial_end&&(\"log\"==this.scale_hint?this._initial_end>0&&(r=this._initial_end):r=this._initial_end);let h=!1;\"auto\"==this.bounds&&(this.setv({bounds:[o,r]},{silent:!0}),h=!0);const[d,u]=[this.start,this.end];if(o!=d||r!=u){const t={};o!=d&&(t.start=o),r!=u&&(t.end=r),this.setv(t),h=!1}h&&this.change.emit()}reset(){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()}}n.DataRange1d=g,l=g,g.__name__=\"DataRange1d\",l.define((({Boolean:t,Number:i,Nullable:n})=>({start:[i],end:[i],range_padding:[i,.1],range_padding_units:[o.PaddingUnits,\"percent\"],flipped:[t,!1],follow:[n(o.StartEnd),null],follow_interval:[n(i),null],default_span:[i,2],only_visible:[t,!1]}))),l.internal((({Enum:t})=>({scale_hint:[t(\"log\",\"auto\"),\"auto\"]})))},\n",
       "      function _(e,n,a,r,s){var t;r();const c=e(57);class _ extends c.Range{constructor(e){super(e)}}a.DataRange=_,t=_,_.__name__=\"DataRange\",t.define((({String:e,Array:n,AnyRef:a})=>({names:[n(e),[]],renderers:[n(a()),[]]})))},\n",
       "      function _(t,i,e,h,r){h();const s=t(24),n=t(26),{min:x,max:y}=Math;e.empty=function(){return{x0:1/0,y0:1/0,x1:-1/0,y1:-1/0}},e.positive_x=function(){return{x0:Number.MIN_VALUE,y0:-1/0,x1:1/0,y1:1/0}},e.positive_y=function(){return{x0:-1/0,y0:Number.MIN_VALUE,x1:1/0,y1:1/0}},e.union=function(t,i){return{x0:x(t.x0,i.x0),x1:y(t.x1,i.x1),y0:x(t.y0,i.y0),y1:y(t.y1,i.y1)}};class o{constructor(t){if(null==t)this.x0=0,this.y0=0,this.x1=0,this.y1=0;else if(\"x0\"in t){const{x0:i,y0:e,x1:h,y1:r}=t;if(!(i<=h&&e<=r))throw new Error(`invalid bbox {x0: ${i}, y0: ${e}, x1: ${h}, y1: ${r}}`);this.x0=i,this.y0=e,this.x1=h,this.y1=r}else if(\"x\"in t){const{x:i,y:e,width:h,height:r}=t;if(!(h>=0&&r>=0))throw new Error(`invalid bbox {x: ${i}, y: ${e}, width: ${h}, height: ${r}}`);this.x0=i,this.y0=e,this.x1=i+h,this.y1=e+r}else{let i,e,h,r;if(\"width\"in t)if(\"left\"in t)i=t.left,e=i+t.width;else if(\"right\"in t)e=t.right,i=e-t.width;else{const h=t.width/2;i=t.hcenter-h,e=t.hcenter+h}else i=t.left,e=t.right;if(\"height\"in t)if(\"top\"in t)h=t.top,r=h+t.height;else if(\"bottom\"in t)r=t.bottom,h=r-t.height;else{const i=t.height/2;h=t.vcenter-i,r=t.vcenter+i}else h=t.top,r=t.bottom;if(!(i<=e&&h<=r))throw new Error(`invalid bbox {left: ${i}, top: ${h}, right: ${e}, bottom: ${r}}`);this.x0=i,this.y0=h,this.x1=e,this.y1=r}}static from_rect({left:t,right:i,top:e,bottom:h}){return new o({x0:Math.min(t,i),y0:Math.min(e,h),x1:Math.max(t,i),y1:Math.max(e,h)})}equals(t){return this.x0==t.x0&&this.y0==t.y0&&this.x1==t.x1&&this.y1==t.y1}[n.equals](t,i){return i.eq(this.x0,t.x0)&&i.eq(this.y0,t.y0)&&i.eq(this.x1,t.x1)&&i.eq(this.y1,t.y1)}toString(){return`BBox({left: ${this.left}, top: ${this.top}, width: ${this.width}, height: ${this.height}})`}get left(){return this.x0}get top(){return this.y0}get right(){return this.x1}get bottom(){return this.y1}get p0(){return[this.x0,this.y0]}get p1(){return[this.x1,this.y1]}get x(){return this.x0}get y(){return this.y0}get width(){return this.x1-this.x0}get height(){return this.y1-this.y0}get size(){return{width:this.width,height:this.height}}get rect(){const{x0:t,y0:i,x1:e,y1:h}=this;return{p0:{x:t,y:i},p1:{x:e,y:i},p2:{x:e,y:h},p3:{x:t,y:h}}}get box(){const{x:t,y:i,width:e,height:h}=this;return{x:t,y:i,width:e,height:h}}get h_range(){return{start:this.x0,end:this.x1}}get v_range(){return{start:this.y0,end:this.y1}}get ranges(){return[this.h_range,this.v_range]}get aspect(){return this.width/this.height}get hcenter(){return(this.left+this.right)/2}get vcenter(){return(this.top+this.bottom)/2}get area(){return this.width*this.height}relative(){const{width:t,height:i}=this;return new o({x:0,y:0,width:t,height:i})}translate(t,i){const{x:e,y:h,width:r,height:s}=this;return new o({x:t+e,y:i+h,width:r,height:s})}relativize(t,i){return[t-this.x,i-this.y]}contains(t,i){return this.x0<=t&&t<=this.x1&&this.y0<=i&&i<=this.y1}clip(t,i){return t<this.x0?t=this.x0:t>this.x1&&(t=this.x1),i<this.y0?i=this.y0:i>this.y1&&(i=this.y1),[t,i]}grow_by(t){return new o({left:this.left-t,right:this.right+t,top:this.top-t,bottom:this.bottom+t})}shrink_by(t){return new o({left:this.left+t,right:this.right-t,top:this.top+t,bottom:this.bottom-t})}union(t){return new o({x0:x(this.x0,t.x0),y0:x(this.y0,t.y0),x1:y(this.x1,t.x1),y1:y(this.y1,t.y1)})}intersection(t){return this.intersects(t)?new o({x0:y(this.x0,t.x0),y0:y(this.y0,t.y0),x1:x(this.x1,t.x1),y1:x(this.y1,t.y1)}):null}intersects(t){return!(t.x1<this.x0||t.x0>this.x1||t.y1<this.y0||t.y0>this.y1)}get xview(){return{compute:t=>this.left+t,v_compute:t=>{const i=new s.ScreenArray(t.length),e=this.left;for(let h=0;h<t.length;h++)i[h]=e+t[h];return i}}}get yview(){return{compute:t=>this.bottom-t,v_compute:t=>{const i=new s.ScreenArray(t.length),e=this.bottom;for(let h=0;h<t.length;h++)i[h]=e-t[h];return i}}}}e.BBox=o,o.__name__=\"BBox\"},\n",
       "      function _(n,e,t,r,u){r();const l=n(9);t.compute_renderers=function(n,e,t){if(null==n)return[];let r=\"auto\"==n?e:n;return t.length>0&&(r=r.filter((n=>(0,l.includes)(t,n.name)))),r}},\n",
       "      function _(t,n,e,i,s){var r;i();const a=t(57),o=t(20),g=t(21),p=t(24),c=t(9),l=t(8),u=t(11);function h(t,n,e=0){const i=new Map;for(let s=0;s<t.length;s++){const r=t[s];if(i.has(r))throw new Error(`duplicate factor or subfactor: ${r}`);i.set(r,{value:.5+s*(1+n)+e})}return[i,(t.length-1)*n]}function d(t,n,e,i=0){var s;const r=new Map,a=new Map;for(const[n,e]of t){const t=null!==(s=a.get(n))&&void 0!==s?s:[];a.set(n,[...t,e])}let o=i,g=0;for(const[t,i]of a){const s=i.length,[a,p]=h(i,e,o);g+=p;const l=(0,c.sum)(i.map((t=>a.get(t).value)));r.set(t,{value:l/s,mapping:a}),o+=s+n+p}return[r,(a.size-1)*n+g]}function _(t,n,e,i,s=0){var r;const a=new Map,o=new Map;for(const[n,e,i]of t){const t=null!==(r=o.get(n))&&void 0!==r?r:[];o.set(n,[...t,[e,i]])}let g=s,p=0;for(const[t,s]of o){const r=s.length,[o,l]=d(s,e,i,g);p+=l;const u=(0,c.sum)(s.map((([t])=>o.get(t).value)));a.set(t,{value:u/r,mapping:o}),g+=r+n+l}return[a,(o.size-1)*n+p]}e.Factor=(0,g.Or)(g.String,(0,g.Tuple)(g.String,g.String),(0,g.Tuple)(g.String,g.String,g.String)),e.FactorSeq=(0,g.Or)((0,g.Array)(g.String),(0,g.Array)((0,g.Tuple)(g.String,g.String)),(0,g.Array)((0,g.Tuple)(g.String,g.String,g.String))),e.map_one_level=h,e.map_two_levels=d,e.map_three_levels=_;class f extends a.Range{constructor(t){super(t)}get min(){return this.start}get max(){return this.end}initialize(){super.initialize(),this._init(!0)}connect_signals(){super.connect_signals(),this.connect(this.properties.factors.change,(()=>this.reset())),this.connect(this.properties.factor_padding.change,(()=>this.reset())),this.connect(this.properties.group_padding.change,(()=>this.reset())),this.connect(this.properties.subgroup_padding.change,(()=>this.reset())),this.connect(this.properties.range_padding.change,(()=>this.reset())),this.connect(this.properties.range_padding_units.change,(()=>this.reset()))}reset(){this._init(!1),this.change.emit()}_lookup(t){switch(t.length){case 1:{const[n]=t,e=this._mapping.get(n);return null!=e?e.value:NaN}case 2:{const[n,e]=t,i=this._mapping.get(n);if(null!=i){const t=i.mapping.get(e);if(null!=t)return t.value}return NaN}case 3:{const[n,e,i]=t,s=this._mapping.get(n);if(null!=s){const t=s.mapping.get(e);if(null!=t){const n=t.mapping.get(i);if(null!=n)return n.value}}return NaN}default:(0,u.unreachable)()}}synthetic(t){if((0,l.isNumber)(t))return t;if((0,l.isString)(t))return this._lookup([t]);let n=0;const e=t[t.length-1];return(0,l.isNumber)(e)&&(n=e,t=t.slice(0,-1)),this._lookup(t)+n}v_synthetic(t){const n=t.length,e=new p.ScreenArray(n);for(let i=0;i<n;i++)e[i]=this.synthetic(t[i]);return e}_init(t){const{levels:n,mapping:e,tops:i,mids:s,inside_padding:r}=(()=>{if((0,c.every)(this.factors,l.isString)){const t=this.factors,[n,e]=h(t,this.factor_padding);return{levels:1,mapping:n,tops:null,mids:null,inside_padding:e}}if((0,c.every)(this.factors,(t=>(0,l.isArray)(t)&&2==t.length&&(0,l.isString)(t[0])&&(0,l.isString)(t[1])))){const t=this.factors,[n,e]=d(t,this.group_padding,this.factor_padding),i=[...n.keys()];return{levels:2,mapping:n,tops:i,mids:null,inside_padding:e}}if((0,c.every)(this.factors,(t=>(0,l.isArray)(t)&&3==t.length&&(0,l.isString)(t[0])&&(0,l.isString)(t[1])&&(0,l.isString)(t[2])))){const t=this.factors,[n,e]=_(t,this.group_padding,this.subgroup_padding,this.factor_padding),i=[...n.keys()],s=[];for(const[t,e]of n)for(const n of e.mapping.keys())s.push([t,n]);return{levels:3,mapping:n,tops:i,mids:s,inside_padding:e}}(0,u.unreachable)()})();this._mapping=e,this.tops=i,this.mids=s;let a=0,o=this.factors.length+r;if(\"percent\"==this.range_padding_units){const t=(o-a)*this.range_padding/2;a-=t,o+=t}else a-=this.range_padding,o+=this.range_padding;this.setv({start:a,end:o,levels:n},{silent:t}),\"auto\"==this.bounds&&this.setv({bounds:[a,o]},{silent:!0})}}e.FactorRange=f,r=f,f.__name__=\"FactorRange\",r.define((({Number:t})=>({factors:[e.FactorSeq,[]],factor_padding:[t,0],subgroup_padding:[t,.8],group_padding:[t,1.4],range_padding:[t,0],range_padding_units:[o.PaddingUnits,\"percent\"],start:[t],end:[t]}))),r.internal((({Number:t,String:n,Array:e,Tuple:i,Nullable:s})=>({levels:[t],mids:[s(e(i(n,n))),null],tops:[s(e(n)),null]})))},\n",
       "      function _(t,e,s,a,i){a();const n=t(1);var _;const r=t(69),o=t(112),l=t(48),d=t(20),h=t(24),c=t(113),u=(0,n.__importStar)(t(18)),v=t(10);class p extends r.DataAnnotationView{async lazy_initialize(){await super.lazy_initialize();const{start:t,end:e}=this.model;null!=t&&(this.start=await(0,c.build_view)(t,{parent:this})),null!=e&&(this.end=await(0,c.build_view)(e,{parent:this}))}set_data(t){var e,s;super.set_data(t),null===(e=this.start)||void 0===e||e.set_data(t),null===(s=this.end)||void 0===s||s.set_data(t)}remove(){var t,e;null===(t=this.start)||void 0===t||t.remove(),null===(e=this.end)||void 0===e||e.remove(),super.remove()}map_data(){const{frame:t}=this.plot_view;\"data\"==this.model.start_units?(this._sx_start=this.coordinates.x_scale.v_compute(this._x_start),this._sy_start=this.coordinates.y_scale.v_compute(this._y_start)):(this._sx_start=t.bbox.xview.v_compute(this._x_start),this._sy_start=t.bbox.yview.v_compute(this._y_start)),\"data\"==this.model.end_units?(this._sx_end=this.coordinates.x_scale.v_compute(this._x_end),this._sy_end=this.coordinates.y_scale.v_compute(this._y_end)):(this._sx_end=t.bbox.xview.v_compute(this._x_end),this._sy_end=t.bbox.yview.v_compute(this._y_end));const{_sx_start:e,_sy_start:s,_sx_end:a,_sy_end:i}=this,n=e.length,_=this._angles=new h.ScreenArray(n);for(let t=0;t<n;t++)_[t]=Math.PI/2+(0,v.atan2)([e[t],s[t]],[a[t],i[t]])}paint(t){const{start:e,end:s}=this,{_sx_start:a,_sy_start:i,_sx_end:n,_sy_end:_,_angles:r}=this,{x:o,y:l,width:d,height:h}=this.plot_view.frame.bbox;for(let c=0,u=a.length;c<u;c++)null!=s&&(t.save(),t.translate(n[c],_[c]),t.rotate(r[c]),s.render(t,c),t.restore()),null!=e&&(t.save(),t.translate(a[c],i[c]),t.rotate(r[c]+Math.PI),e.render(t,c),t.restore()),this.visuals.line.doit&&(t.save(),null==e&&null==s||(t.beginPath(),t.rect(o,l,d,h),null!=s&&(t.save(),t.translate(n[c],_[c]),t.rotate(r[c]),s.clip(t,c),t.restore()),null!=e&&(t.save(),t.translate(a[c],i[c]),t.rotate(r[c]+Math.PI),e.clip(t,c),t.restore()),t.closePath(),t.clip()),this.visuals.line.set_vectorize(t,c),t.beginPath(),t.moveTo(a[c],i[c]),t.lineTo(n[c],_[c]),t.stroke(),t.restore())}}s.ArrowView=p,p.__name__=\"ArrowView\";class x extends r.DataAnnotation{constructor(t){super(t)}}s.Arrow=x,_=x,x.__name__=\"Arrow\",_.prototype.default_view=p,_.mixins(l.LineVector),_.define((({Ref:t,Nullable:e})=>({x_start:[u.XCoordinateSpec,{field:\"x_start\"}],y_start:[u.YCoordinateSpec,{field:\"y_start\"}],start_units:[d.SpatialUnits,\"data\"],start:[e(t(o.ArrowHead)),null],x_end:[u.XCoordinateSpec,{field:\"x_end\"}],y_end:[u.YCoordinateSpec,{field:\"y_end\"}],end_units:[d.SpatialUnits,\"data\"],end:[e(t(o.ArrowHead)),()=>new o.OpenHead]})))},\n",
       "      function _(t,e,n,s,a){s();const o=t(1);var i;const c=t(40),r=t(70),_=t(75),l=t(78),h=(0,o.__importStar)(t(18));class d extends c.AnnotationView{constructor(){super(...arguments),this._initial_set_data=!1}connect_signals(){super.connect_signals();const t=()=>{this.set_data(this.model.source),this._rerender()};this.connect(this.model.change,t),this.connect(this.model.source.streaming,t),this.connect(this.model.source.patching,t),this.connect(this.model.source.change,t)}_rerender(){this.request_render()}set_data(t){const e=this;for(const n of this.model)if(n instanceof h.VectorSpec||n instanceof h.ScalarSpec)if(n instanceof h.BaseCoordinateSpec){const s=n.array(t);e[`_${n.attr}`]=s}else{const s=n.uniform(t);e[`${n.attr}`]=s}this.plot_model.use_map&&(null!=e._x&&l.inplace.project_xy(e._x,e._y),null!=e._xs&&l.inplace.project_xsys(e._xs,e._ys));for(const t of this.visuals)t.update()}_render(){this._initial_set_data||(this.set_data(this.model.source),this._initial_set_data=!0),this.map_data(),this.paint(this.layer.ctx)}}n.DataAnnotationView=d,d.__name__=\"DataAnnotationView\";class u extends c.Annotation{constructor(t){super(t)}}n.DataAnnotation=u,i=u,u.__name__=\"DataAnnotation\",i.define((({Ref:t})=>({source:[t(r.ColumnarDataSource),()=>new _.ColumnDataSource]})))},\n",
       "      function _(t,e,n,s,a){var i;s();const r=t(71),l=t(15),c=t(19),o=t(73),h=t(8),u=t(9),g=t(13),d=t(72),_=t(74),m=t(29);class w extends r.DataSource{constructor(t){super(t),this.selection_manager=new o.SelectionManager(this)}get_array(t){let e=this.data[t];return null==e?this.data[t]=e=[]:(0,h.isArray)(e)||(this.data[t]=e=Array.from(e)),e}initialize(){super.initialize(),this._select=new l.Signal0(this,\"select\"),this.inspect=new l.Signal(this,\"inspect\"),this.streaming=new l.Signal0(this,\"streaming\"),this.patching=new l.Signal(this,\"patching\")}get_column(t){const e=this.data[t];return null!=e?e:null}columns(){return(0,g.keys)(this.data)}get_length(t=!0){const e=(0,u.uniq)((0,g.values)(this.data).map((t=>(0,m.is_NDArray)(t)?t.shape[0]:t.length)));switch(e.length){case 0:return null;case 1:return e[0];default:{const n=\"data source has columns of inconsistent lengths\";if(t)return c.logger.warn(n),e.sort()[0];throw new Error(n)}}}get length(){var t;return null!==(t=this.get_length())&&void 0!==t?t:0}clear(){const t={};for(const e of this.columns())t[e]=new this.data[e].constructor(0);this.data=t}}n.ColumnarDataSource=w,i=w,w.__name__=\"ColumnarDataSource\",i.define((({Ref:t})=>({selection_policy:[t(_.SelectionPolicy),()=>new _.UnionRenderers]}))),i.internal((({AnyRef:t})=>({inspected:[t(),()=>new d.Selection]})))},\n",
       "      function _(e,c,n,t,o){var a;t();const s=e(53),r=e(72);class l extends s.Model{constructor(e){super(e)}}n.DataSource=l,a=l,l.__name__=\"DataSource\",a.define((({Ref:e})=>({selected:[e(r.Selection),()=>new r.Selection]})))},\n",
       "      function _(i,e,s,t,n){var l;t();const c=i(53),d=i(9),h=i(13);class _ extends c.Model{constructor(i){super(i)}get_view(){return this.view}get selected_glyph(){return this.selected_glyphs.length>0?this.selected_glyphs[0]:null}add_to_selected_glyphs(i){this.selected_glyphs.push(i)}update(i,e=!0,s=\"replace\"){switch(s){case\"replace\":this.indices=i.indices,this.line_indices=i.line_indices,this.multiline_indices=i.multiline_indices,this.image_indices=i.image_indices,this.view=i.view,this.selected_glyphs=i.selected_glyphs;break;case\"append\":this.update_through_union(i);break;case\"intersect\":this.update_through_intersection(i);break;case\"subtract\":this.update_through_subtraction(i)}}clear(){this.indices=[],this.line_indices=[],this.multiline_indices={},this.image_indices=[],this.view=null,this.selected_glyphs=[]}map(i){return new _(Object.assign(Object.assign({},this.attributes),{indices:this.indices.map(i),multiline_indices:(0,h.to_object)((0,h.entries)(this.multiline_indices).map((([e,s])=>[i(Number(e)),s]))),image_indices:this.image_indices.map((e=>Object.assign(Object.assign({},e),{index:i(e.index)})))}))}is_empty(){return 0==this.indices.length&&0==this.line_indices.length&&0==this.image_indices.length}update_through_union(i){this.indices=(0,d.union)(this.indices,i.indices),this.selected_glyphs=(0,d.union)(i.selected_glyphs,this.selected_glyphs),this.line_indices=(0,d.union)(i.line_indices,this.line_indices),this.view=i.view,this.multiline_indices=(0,h.merge)(i.multiline_indices,this.multiline_indices)}update_through_intersection(i){this.indices=(0,d.intersection)(this.indices,i.indices),this.selected_glyphs=(0,d.union)(i.selected_glyphs,this.selected_glyphs),this.line_indices=(0,d.union)(i.line_indices,this.line_indices),this.view=i.view,this.multiline_indices=(0,h.merge)(i.multiline_indices,this.multiline_indices)}update_through_subtraction(i){this.indices=(0,d.difference)(this.indices,i.indices),this.selected_glyphs=(0,d.union)(i.selected_glyphs,this.selected_glyphs),this.line_indices=(0,d.union)(i.line_indices,this.line_indices),this.view=i.view,this.multiline_indices=(0,h.merge)(i.multiline_indices,this.multiline_indices)}}s.Selection=_,l=_,_.__name__=\"Selection\",l.define((({Int:i,Array:e,Dict:s})=>({indices:[e(i),[]],line_indices:[e(i),[]],multiline_indices:[s(e(i)),{}]}))),l.internal((({Int:i,Array:e,AnyRef:s,Struct:t,Nullable:n})=>({selected_glyphs:[e(s()),[]],view:[n(s()),null],image_indices:[e(t({index:i,dim1:i,dim2:i,flat_index:i})),[]]})))},\n",
       "      function _(e,t,o,s,c){s();const n=e(72);function i(e){return\"GlyphRenderer\"==e.model.type}function l(e){return\"GraphRenderer\"==e.model.type}class r{constructor(e){this.source=e,this.inspectors=new Map}select(e,t,o,s=\"replace\"){const c=[],n=[];for(const t of e)i(t)?c.push(t):l(t)&&n.push(t);let r=!1;for(const e of n){const c=e.model.selection_policy.hit_test(t,e);r=r||e.model.selection_policy.do_selection(c,e.model,o,s)}if(c.length>0){const e=this.source.selection_policy.hit_test(t,c);r=r||this.source.selection_policy.do_selection(e,this.source,o,s)}return r}inspect(e,t){let o=!1;if(i(e)){const s=e.hit_test(t);if(null!=s){o=!s.is_empty();const c=this.get_or_create_inspector(e.model);c.update(s,!0,\"replace\"),this.source.setv({inspected:c},{silent:!0}),this.source.inspect.emit([e.model,{geometry:t}])}}else if(l(e)){const s=e.model.inspection_policy.hit_test(t,e);o=o||e.model.inspection_policy.do_inspection(s,t,e,!1,\"replace\")}return o}clear(e){this.source.selected.clear(),null!=e&&this.get_or_create_inspector(e.model).clear()}get_or_create_inspector(e){let t=this.inspectors.get(e);return null==t&&(t=new n.Selection,this.inspectors.set(e,t)),t}}o.SelectionManager=r,r.__name__=\"SelectionManager\"},\n",
       "      function _(e,t,n,s,o){s();const r=e(53);class c extends r.Model{do_selection(e,t,n,s){return null!=e&&(t.selected.update(e,n,s),t._select.emit(),!t.selected.is_empty())}}n.SelectionPolicy=c,c.__name__=\"SelectionPolicy\";class l extends c{hit_test(e,t){const n=[];for(const s of t){const t=s.hit_test(e);null!=t&&n.push(t)}if(n.length>0){const e=n[0];for(const t of n)e.update_through_intersection(t);return e}return null}}n.IntersectRenderers=l,l.__name__=\"IntersectRenderers\";class _ extends c{hit_test(e,t){const n=[];for(const s of t){const t=s.hit_test(e);null!=t&&n.push(t)}if(n.length>0){const e=n[0];for(const t of n)e.update_through_union(t);return e}return null}}n.UnionRenderers=_,_.__name__=\"UnionRenderers\"},\n",
       "      function _(t,n,e,s,o){s();const r=t(1);var l;const c=t(70),i=t(8),a=t(13),u=(0,r.__importStar)(t(76)),h=t(77),d=t(35);function f(t,n,e){if((0,i.isArray)(t)){const s=t.concat(n);return null!=e&&s.length>e?s.slice(-e):s}if((0,i.isTypedArray)(t)){const s=t.length+n.length;if(null!=e&&s>e){const o=s-e,r=t.length;let l;t.length<e?(l=new t.constructor(e),l.set(t,0)):l=t;for(let t=o,n=r;t<n;t++)l[t-o]=l[t];for(let t=0,e=n.length;t<e;t++)l[t+(r-o)]=n[t];return l}{const e=new t.constructor(n);return u.concat(t,e)}}throw new Error(\"unsupported array types\")}function m(t,n){let e,s,o;return(0,i.isNumber)(t)?(e=t,o=t+1,s=1):(e=null!=t.start?t.start:0,o=null!=t.stop?t.stop:n,s=null!=t.step?t.step:1),[e,o,s]}function _(t,n){const e=new Set;let s=!1;for(const[o,r]of n){let n,l,c,a;if((0,i.isArray)(o)){const[s]=o;e.add(s),n=t[s].shape,l=t[s],a=r,2===o.length?(n=[1,n[0]],c=[o[0],0,o[1]]):c=o}else(0,i.isNumber)(o)?(a=[r],e.add(o)):(a=r,s=!0),c=[0,0,o],n=[1,t.length],l=t;let u=0;const[h,d,f]=m(c[1],n[0]),[_,p,g]=m(c[2],n[1]);for(let t=h;t<d;t+=f)for(let o=_;o<p;o+=g)s&&e.add(o),l[t*n[1]+o]=a[u],u++}return e}e.stream_to_column=f,e.slice=m,e.patch_to_column=_;class p extends c.ColumnarDataSource{constructor(t){super(t)}stream(t,n,e){const{data:s}=this;for(const[e,o]of(0,a.entries)(t))s[e]=f(s[e],o,n);if(this.setv({data:s},{silent:!0}),this.streaming.emit(),null!=this.document){const s=new d.ColumnsStreamedEvent(this.document,this.ref(),t,n);this.document._notify_change(this,\"data\",null,null,{setter_id:e,hint:s})}}patch(t,n){const{data:e}=this;let s=new Set;for(const[n,o]of(0,a.entries)(t))s=(0,h.union)(s,_(e[n],o));if(this.setv({data:e},{silent:!0}),this.patching.emit([...s]),null!=this.document){const e=new d.ColumnsPatchedEvent(this.document,this.ref(),t);this.document._notify_change(this,\"data\",null,null,{setter_id:n,hint:e})}}}e.ColumnDataSource=p,l=p,p.__name__=\"ColumnDataSource\",l.define((({Dict:t,Any:n})=>({data:[t(n),{}]})))},\n",
       "      function _(t,n,o,e,c){e(),o.concat=function(t,...n){let o=t.length;for(const t of n)o+=t.length;const e=new t.constructor(o);e.set(t,0);let c=t.length;for(const t of n)e.set(t,c),c+=t.length;return e}},\n",
       "      function _(n,o,t,e,f){function c(...n){const o=new Set;for(const t of n)for(const n of t)o.add(n);return o}e(),t.union=c,t.intersection=function(n,...o){const t=new Set;n:for(const e of n){for(const n of o)if(!n.has(e))continue n;t.add(e)}return t},t.difference=function(n,...o){const t=new Set(n);for(const n of c(...o))t.delete(n);return t}},\n",
       "      function _(n,t,e,o,r){o();const c=n(1),l=(0,c.__importDefault)(n(79)),i=(0,c.__importDefault)(n(80)),u=n(24),a=new i.default(\"GOOGLE\"),s=new i.default(\"WGS84\"),f=(0,l.default)(s,a);e.wgs84_mercator={compute:(n,t)=>isFinite(n)&&isFinite(t)?f.forward([n,t]):[NaN,NaN],invert:(n,t)=>isFinite(n)&&isFinite(t)?f.inverse([n,t]):[NaN,NaN]};const _={lon:[-20026376.39,20026376.39],lat:[-20048966.1,20048966.1]},p={lon:[-180,180],lat:[-85.06,85.06]},{min:g,max:h}=Math;function m(n,t){const o=g(n.length,t.length),r=(0,u.infer_type)(n,t),c=new r(o),l=new r(o);return e.inplace.project_xy(n,t,c,l),[c,l]}e.clip_mercator=function(n,t,e){const[o,r]=_[e];return[h(n,o),g(t,r)]},e.in_bounds=function(n,t){const[e,o]=p[t];return e<n&&n<o},function(n){function t(n,t,o,r){const c=g(n.length,t.length);o=null!=o?o:n,r=null!=r?r:t;for(let l=0;l<c;l++){const c=n[l],i=t[l],[u,a]=e.wgs84_mercator.compute(c,i);o[l]=u,r[l]=a}}n.project_xy=t,n.project_xsys=function(n,e,o,r){const c=g(n.length,e.length);o=null!=o?o:n,r=null!=r?r:e;for(let l=0;l<c;l++)t(n[l],e[l],o[l],r[l])}}(e.inplace||(e.inplace={})),e.project_xy=m,e.project_xsys=function(n,t){const e=g(n.length,t.length),o=new Array(e),r=new Array(e);for(let c=0;c<e;c++){const[e,l]=m(n[c],t[c]);o[c]=e,r[c]=l}return[o,r]}},\n",
       "      function _(e,n,t,r,o){r();const a=e(1),i=(0,a.__importDefault)(e(80)),c=(0,a.__importDefault)(e(106));var u=(0,i.default)(\"WGS84\");function f(e,n,t,r){var o,a,i;return Array.isArray(t)?(o=(0,c.default)(e,n,t,r)||{x:NaN,y:NaN},t.length>2?void 0!==e.name&&\"geocent\"===e.name||void 0!==n.name&&\"geocent\"===n.name?\"number\"==typeof o.z?[o.x,o.y,o.z].concat(t.splice(3)):[o.x,o.y,t[2]].concat(t.splice(3)):[o.x,o.y].concat(t.splice(2)):[o.x,o.y]):(a=(0,c.default)(e,n,t,r),2===(i=Object.keys(t)).length||i.forEach((function(r){if(void 0!==e.name&&\"geocent\"===e.name||void 0!==n.name&&\"geocent\"===n.name){if(\"x\"===r||\"y\"===r||\"z\"===r)return}else if(\"x\"===r||\"y\"===r)return;a[r]=t[r]})),a)}function l(e){return e instanceof i.default?e:e.oProj?e.oProj:(0,i.default)(e)}t.default=function(e,n,t){e=l(e);var r,o=!1;return void 0===n?(n=e,e=u,o=!0):(void 0!==n.x||Array.isArray(n))&&(t=n,n=e,e=u,o=!0),n=l(n),t?f(e,n,t):(r={forward:function(t,r){return f(e,n,t,r)},inverse:function(t,r){return f(n,e,t,r)}},o&&(r.oProj=n),r)}},\n",
       "      function _(t,e,a,s,i){s();const l=t(1),u=(0,l.__importDefault)(t(81)),r=(0,l.__importDefault)(t(92)),d=(0,l.__importDefault)(t(93)),o=t(101),f=(0,l.__importDefault)(t(103)),p=(0,l.__importDefault)(t(104)),m=(0,l.__importDefault)(t(88)),n=t(105);function h(t,e){if(!(this instanceof h))return new h(t);e=e||function(t){if(t)throw t};var a=(0,u.default)(t);if(\"object\"==typeof a){var s=h.projections.get(a.projName);if(s){if(a.datumCode&&\"none\"!==a.datumCode){var i=(0,m.default)(f.default,a.datumCode);i&&(a.datum_params=a.datum_params||(i.towgs84?i.towgs84.split(\",\"):null),a.ellps=i.ellipse,a.datumName=i.datumName?i.datumName:a.datumCode)}a.k0=a.k0||1,a.axis=a.axis||\"enu\",a.ellps=a.ellps||\"wgs84\",a.lat1=a.lat1||a.lat0;var l=(0,o.sphere)(a.a,a.b,a.rf,a.ellps,a.sphere),d=(0,o.eccentricity)(l.a,l.b,l.rf,a.R_A),_=(0,n.getNadgrids)(a.nadgrids),c=a.datum||(0,p.default)(a.datumCode,a.datum_params,l.a,l.b,d.es,d.ep2,_);(0,r.default)(this,a),(0,r.default)(this,s),this.a=l.a,this.b=l.b,this.rf=l.rf,this.sphere=l.sphere,this.es=d.es,this.e=d.e,this.ep2=d.ep2,this.datum=c,this.init(),e(null,this)}else e(t)}else e(t)}h.projections=d.default,h.projections.start(),a.default=h},\n",
       "      function _(t,r,n,u,e){u();const f=t(1),i=(0,f.__importDefault)(t(82)),a=(0,f.__importDefault)(t(89)),o=(0,f.__importDefault)(t(84)),l=(0,f.__importDefault)(t(88));var C=[\"PROJECTEDCRS\",\"PROJCRS\",\"GEOGCS\",\"GEOCCS\",\"PROJCS\",\"LOCAL_CS\",\"GEODCRS\",\"GEODETICCRS\",\"GEODETICDATUM\",\"ENGCRS\",\"ENGINEERINGCRS\"];var d=[\"3857\",\"900913\",\"3785\",\"102113\"];n.default=function(t){if(!function(t){return\"string\"==typeof t}(t))return t;if(function(t){return t in i.default}(t))return i.default[t];if(function(t){return C.some((function(r){return t.indexOf(r)>-1}))}(t)){var r=(0,a.default)(t);if(function(t){var r=(0,l.default)(t,\"authority\");if(r){var n=(0,l.default)(r,\"epsg\");return n&&d.indexOf(n)>-1}}(r))return i.default[\"EPSG:3857\"];var n=function(t){var r=(0,l.default)(t,\"extension\");if(r)return(0,l.default)(r,\"proj4\")}(r);return n?(0,o.default)(n):r}return function(t){return\"+\"===t[0]}(t)?(0,o.default)(t):void 0}},\n",
       "      function _(t,r,i,e,n){e();const f=t(1),a=(0,f.__importDefault)(t(83)),l=(0,f.__importDefault)(t(84)),u=(0,f.__importDefault)(t(89));function o(t){var r=this;if(2===arguments.length){var i=arguments[1];\"string\"==typeof i?\"+\"===i.charAt(0)?o[t]=(0,l.default)(arguments[1]):o[t]=(0,u.default)(arguments[1]):o[t]=i}else if(1===arguments.length){if(Array.isArray(t))return t.map((function(t){Array.isArray(t)?o.apply(r,t):o(t)}));if(\"string\"==typeof t){if(t in o)return o[t]}else\"EPSG\"in t?o[\"EPSG:\"+t.EPSG]=t:\"ESRI\"in t?o[\"ESRI:\"+t.ESRI]=t:\"IAU2000\"in t?o[\"IAU2000:\"+t.IAU2000]=t:console.log(t);return}}(0,a.default)(o),i.default=o},\n",
       "      function _(t,l,G,S,e){S(),G.default=function(t){t(\"EPSG:4326\",\"+title=WGS 84 (long/lat) +proj=longlat +ellps=WGS84 +datum=WGS84 +units=degrees\"),t(\"EPSG:4269\",\"+title=NAD83 (long/lat) +proj=longlat +a=6378137.0 +b=6356752.31414036 +ellps=GRS80 +datum=NAD83 +units=degrees\"),t(\"EPSG:3857\",\"+title=WGS 84 / Pseudo-Mercator +proj=merc +a=6378137 +b=6378137 +lat_ts=0.0 +lon_0=0.0 +x_0=0.0 +y_0=0 +k=1.0 +units=m +nadgrids=@null +no_defs\"),t.WGS84=t[\"EPSG:4326\"],t[\"EPSG:3785\"]=t[\"EPSG:3857\"],t.GOOGLE=t[\"EPSG:3857\"],t[\"EPSG:900913\"]=t[\"EPSG:3857\"],t[\"EPSG:102113\"]=t[\"EPSG:3857\"]}},\n",
       "      function _(t,n,o,a,u){a();const e=t(1),r=t(85),i=(0,e.__importDefault)(t(86)),f=(0,e.__importDefault)(t(87)),l=(0,e.__importDefault)(t(88));o.default=function(t){var n,o,a,u={},e=t.split(\"+\").map((function(t){return t.trim()})).filter((function(t){return t})).reduce((function(t,n){var o=n.split(\"=\");return o.push(!0),t[o[0].toLowerCase()]=o[1],t}),{}),c={proj:\"projName\",datum:\"datumCode\",rf:function(t){u.rf=parseFloat(t)},lat_0:function(t){u.lat0=t*r.D2R},lat_1:function(t){u.lat1=t*r.D2R},lat_2:function(t){u.lat2=t*r.D2R},lat_ts:function(t){u.lat_ts=t*r.D2R},lon_0:function(t){u.long0=t*r.D2R},lon_1:function(t){u.long1=t*r.D2R},lon_2:function(t){u.long2=t*r.D2R},alpha:function(t){u.alpha=parseFloat(t)*r.D2R},gamma:function(t){u.rectified_grid_angle=parseFloat(t)},lonc:function(t){u.longc=t*r.D2R},x_0:function(t){u.x0=parseFloat(t)},y_0:function(t){u.y0=parseFloat(t)},k_0:function(t){u.k0=parseFloat(t)},k:function(t){u.k0=parseFloat(t)},a:function(t){u.a=parseFloat(t)},b:function(t){u.b=parseFloat(t)},r_a:function(){u.R_A=!0},zone:function(t){u.zone=parseInt(t,10)},south:function(){u.utmSouth=!0},towgs84:function(t){u.datum_params=t.split(\",\").map((function(t){return parseFloat(t)}))},to_meter:function(t){u.to_meter=parseFloat(t)},units:function(t){u.units=t;var n=(0,l.default)(f.default,t);n&&(u.to_meter=n.to_meter)},from_greenwich:function(t){u.from_greenwich=t*r.D2R},pm:function(t){var n=(0,l.default)(i.default,t);u.from_greenwich=(n||parseFloat(t))*r.D2R},nadgrids:function(t){\"@null\"===t?u.datumCode=\"none\":u.nadgrids=t},axis:function(t){var n=\"ewnsud\";3===t.length&&-1!==n.indexOf(t.substr(0,1))&&-1!==n.indexOf(t.substr(1,1))&&-1!==n.indexOf(t.substr(2,1))&&(u.axis=t)},approx:function(){u.approx=!0}};for(n in e)o=e[n],n in c?\"function\"==typeof(a=c[n])?a(o):u[a]=o:u[n]=o;return\"string\"==typeof u.datumCode&&\"WGS84\"!==u.datumCode&&(u.datumCode=u.datumCode.toLowerCase()),u}},\n",
       "      function _(S,_,P,R,I){R(),P.PJD_3PARAM=1,P.PJD_7PARAM=2,P.PJD_GRIDSHIFT=3,P.PJD_WGS84=4,P.PJD_NODATUM=5,P.SRS_WGS84_SEMIMAJOR=6378137,P.SRS_WGS84_SEMIMINOR=6356752.314,P.SRS_WGS84_ESQUARED=.0066943799901413165,P.SEC_TO_RAD=484813681109536e-20,P.HALF_PI=Math.PI/2,P.SIXTH=.16666666666666666,P.RA4=.04722222222222222,P.RA6=.022156084656084655,P.EPSLN=1e-10,P.D2R=.017453292519943295,P.R2D=57.29577951308232,P.FORTPI=Math.PI/4,P.TWO_PI=2*Math.PI,P.SPI=3.14159265359},\n",
       "      function _(o,r,a,e,s){e();var n={};a.default=n,n.greenwich=0,n.lisbon=-9.131906111111,n.paris=2.337229166667,n.bogota=-74.080916666667,n.madrid=-3.687938888889,n.rome=12.452333333333,n.bern=7.439583333333,n.jakarta=106.807719444444,n.ferro=-17.666666666667,n.brussels=4.367975,n.stockholm=18.058277777778,n.athens=23.7163375,n.oslo=10.722916666667},\n",
       "      function _(t,e,f,o,u){o(),f.default={ft:{to_meter:.3048},\"us-ft\":{to_meter:1200/3937}}},\n",
       "      function _(e,r,t,a,n){a();var o=/[\\s_\\-\\/\\(\\)]/g;t.default=function(e,r){if(e[r])return e[r];for(var t,a=Object.keys(e),n=r.toLowerCase().replace(o,\"\"),f=-1;++f<a.length;)if((t=a[f]).toLowerCase().replace(o,\"\")===n)return e[t]}},\n",
       "      function _(e,a,t,o,n){o();const r=e(1);const l=(0,r.__importDefault)(e(90)),d=e(91);function i(e){return.017453292519943295*e}t.default=function(e){var a=(0,l.default)(e),t=a.shift(),o=a.shift();a.unshift([\"name\",o]),a.unshift([\"type\",t]);var n={};return(0,d.sExpr)(a,n),function(e){if(\"GEOGCS\"===e.type?e.projName=\"longlat\":\"LOCAL_CS\"===e.type?(e.projName=\"identity\",e.local=!0):\"object\"==typeof e.PROJECTION?e.projName=Object.keys(e.PROJECTION)[0]:e.projName=e.PROJECTION,e.AXIS){for(var a=\"\",t=0,o=e.AXIS.length;t<o;++t){var n=[e.AXIS[t][0].toLowerCase(),e.AXIS[t][1].toLowerCase()];-1!==n[0].indexOf(\"north\")||(\"y\"===n[0]||\"lat\"===n[0])&&\"north\"===n[1]?a+=\"n\":-1!==n[0].indexOf(\"south\")||(\"y\"===n[0]||\"lat\"===n[0])&&\"south\"===n[1]?a+=\"s\":-1!==n[0].indexOf(\"east\")||(\"x\"===n[0]||\"lon\"===n[0])&&\"east\"===n[1]?a+=\"e\":-1===n[0].indexOf(\"west\")&&(\"x\"!==n[0]&&\"lon\"!==n[0]||\"west\"!==n[1])||(a+=\"w\")}2===a.length&&(a+=\"u\"),3===a.length&&(e.axis=a)}e.UNIT&&(e.units=e.UNIT.name.toLowerCase(),\"metre\"===e.units&&(e.units=\"meter\"),e.UNIT.convert&&(\"GEOGCS\"===e.type?e.DATUM&&e.DATUM.SPHEROID&&(e.to_meter=e.UNIT.convert*e.DATUM.SPHEROID.a):e.to_meter=e.UNIT.convert));var r=e.GEOGCS;function l(a){return a*(e.to_meter||1)}\"GEOGCS\"===e.type&&(r=e),r&&(r.DATUM?e.datumCode=r.DATUM.name.toLowerCase():e.datumCode=r.name.toLowerCase(),\"d_\"===e.datumCode.slice(0,2)&&(e.datumCode=e.datumCode.slice(2)),\"new_zealand_geodetic_datum_1949\"!==e.datumCode&&\"new_zealand_1949\"!==e.datumCode||(e.datumCode=\"nzgd49\"),\"wgs_1984\"!==e.datumCode&&\"world_geodetic_system_1984\"!==e.datumCode||(\"Mercator_Auxiliary_Sphere\"===e.PROJECTION&&(e.sphere=!0),e.datumCode=\"wgs84\"),\"_ferro\"===e.datumCode.slice(-6)&&(e.datumCode=e.datumCode.slice(0,-6)),\"_jakarta\"===e.datumCode.slice(-8)&&(e.datumCode=e.datumCode.slice(0,-8)),~e.datumCode.indexOf(\"belge\")&&(e.datumCode=\"rnb72\"),r.DATUM&&r.DATUM.SPHEROID&&(e.ellps=r.DATUM.SPHEROID.name.replace(\"_19\",\"\").replace(/[Cc]larke\\_18/,\"clrk\"),\"international\"===e.ellps.toLowerCase().slice(0,13)&&(e.ellps=\"intl\"),e.a=r.DATUM.SPHEROID.a,e.rf=parseFloat(r.DATUM.SPHEROID.rf,10)),r.DATUM&&r.DATUM.TOWGS84&&(e.datum_params=r.DATUM.TOWGS84),~e.datumCode.indexOf(\"osgb_1936\")&&(e.datumCode=\"osgb36\"),~e.datumCode.indexOf(\"osni_1952\")&&(e.datumCode=\"osni52\"),(~e.datumCode.indexOf(\"tm65\")||~e.datumCode.indexOf(\"geodetic_datum_of_1965\"))&&(e.datumCode=\"ire65\"),\"ch1903+\"===e.datumCode&&(e.datumCode=\"ch1903\"),~e.datumCode.indexOf(\"israel\")&&(e.datumCode=\"isr93\")),e.b&&!isFinite(e.b)&&(e.b=e.a),[[\"standard_parallel_1\",\"Standard_Parallel_1\"],[\"standard_parallel_1\",\"Latitude of 1st standard parallel\"],[\"standard_parallel_2\",\"Standard_Parallel_2\"],[\"standard_parallel_2\",\"Latitude of 2nd standard parallel\"],[\"false_easting\",\"False_Easting\"],[\"false_easting\",\"False easting\"],[\"false-easting\",\"Easting at false origin\"],[\"false_northing\",\"False_Northing\"],[\"false_northing\",\"False northing\"],[\"false_northing\",\"Northing at false origin\"],[\"central_meridian\",\"Central_Meridian\"],[\"central_meridian\",\"Longitude of natural origin\"],[\"central_meridian\",\"Longitude of false origin\"],[\"latitude_of_origin\",\"Latitude_Of_Origin\"],[\"latitude_of_origin\",\"Central_Parallel\"],[\"latitude_of_origin\",\"Latitude of natural origin\"],[\"latitude_of_origin\",\"Latitude of false origin\"],[\"scale_factor\",\"Scale_Factor\"],[\"k0\",\"scale_factor\"],[\"latitude_of_center\",\"Latitude_Of_Center\"],[\"latitude_of_center\",\"Latitude_of_center\"],[\"lat0\",\"latitude_of_center\",i],[\"longitude_of_center\",\"Longitude_Of_Center\"],[\"longitude_of_center\",\"Longitude_of_center\"],[\"longc\",\"longitude_of_center\",i],[\"x0\",\"false_easting\",l],[\"y0\",\"false_northing\",l],[\"long0\",\"central_meridian\",i],[\"lat0\",\"latitude_of_origin\",i],[\"lat0\",\"standard_parallel_1\",i],[\"lat1\",\"standard_parallel_1\",i],[\"lat2\",\"standard_parallel_2\",i],[\"azimuth\",\"Azimuth\"],[\"alpha\",\"azimuth\",i],[\"srsCode\",\"name\"]].forEach((function(a){return t=e,n=(o=a)[0],r=o[1],void(!(n in t)&&r in t&&(t[n]=t[r],3===o.length&&(t[n]=o[2](t[n]))));var t,o,n,r})),e.long0||!e.longc||\"Albers_Conic_Equal_Area\"!==e.projName&&\"Lambert_Azimuthal_Equal_Area\"!==e.projName||(e.long0=e.longc),e.lat_ts||!e.lat1||\"Stereographic_South_Pole\"!==e.projName&&\"Polar Stereographic (variant B)\"!==e.projName||(e.lat0=i(e.lat1>0?90:-90),e.lat_ts=e.lat1)}(n),n}},\n",
       "      function _(t,e,r,i,s){i(),r.default=function(t){return new d(t).output()};var h=/\\s/,o=/[A-Za-z]/,n=/[A-Za-z84]/,a=/[,\\]]/,u=/[\\d\\.E\\-\\+]/;function d(t){if(\"string\"!=typeof t)throw new Error(\"not a string\");this.text=t.trim(),this.level=0,this.place=0,this.root=null,this.stack=[],this.currentObject=null,this.state=1}d.prototype.readCharicter=function(){var t=this.text[this.place++];if(4!==this.state)for(;h.test(t);){if(this.place>=this.text.length)return;t=this.text[this.place++]}switch(this.state){case 1:return this.neutral(t);case 2:return this.keyword(t);case 4:return this.quoted(t);case 5:return this.afterquote(t);case 3:return this.number(t);case-1:return}},d.prototype.afterquote=function(t){if('\"'===t)return this.word+='\"',void(this.state=4);if(a.test(t))return this.word=this.word.trim(),void this.afterItem(t);throw new Error(\"havn't handled \\\"\"+t+'\" in afterquote yet, index '+this.place)},d.prototype.afterItem=function(t){return\",\"===t?(null!==this.word&&this.currentObject.push(this.word),this.word=null,void(this.state=1)):\"]\"===t?(this.level--,null!==this.word&&(this.currentObject.push(this.word),this.word=null),this.state=1,this.currentObject=this.stack.pop(),void(this.currentObject||(this.state=-1))):void 0},d.prototype.number=function(t){if(!u.test(t)){if(a.test(t))return this.word=parseFloat(this.word),void this.afterItem(t);throw new Error(\"havn't handled \\\"\"+t+'\" in number yet, index '+this.place)}this.word+=t},d.prototype.quoted=function(t){'\"'!==t?this.word+=t:this.state=5},d.prototype.keyword=function(t){if(n.test(t))this.word+=t;else{if(\"[\"===t){var e=[];return e.push(this.word),this.level++,null===this.root?this.root=e:this.currentObject.push(e),this.stack.push(this.currentObject),this.currentObject=e,void(this.state=1)}if(!a.test(t))throw new Error(\"havn't handled \\\"\"+t+'\" in keyword yet, index '+this.place);this.afterItem(t)}},d.prototype.neutral=function(t){if(o.test(t))return this.word=t,void(this.state=2);if('\"'===t)return this.word=\"\",void(this.state=4);if(u.test(t))return this.word=t,void(this.state=3);if(!a.test(t))throw new Error(\"havn't handled \\\"\"+t+'\" in neutral yet, index '+this.place);this.afterItem(t)},d.prototype.output=function(){for(;this.place<this.text.length;)this.readCharicter();if(-1===this.state)return this.root;throw new Error('unable to parse string \"'+this.text+'\". State is '+this.state)}},\n",
       "      function _(e,a,r,s,c){function n(e,a,r){Array.isArray(a)&&(r.unshift(a),a=null);var s=a?{}:e,c=r.reduce((function(e,a){return E(a,e),e}),s);a&&(e[a]=c)}function E(e,a){if(Array.isArray(e)){var r=e.shift();if(\"PARAMETER\"===r&&(r=e.shift()),1===e.length)return Array.isArray(e[0])?(a[r]={},void E(e[0],a[r])):void(a[r]=e[0]);if(e.length)if(\"TOWGS84\"!==r){if(\"AXIS\"===r)return r in a||(a[r]=[]),void a[r].push(e);var s;switch(Array.isArray(r)||(a[r]={}),r){case\"UNIT\":case\"PRIMEM\":case\"VERT_DATUM\":return a[r]={name:e[0].toLowerCase(),convert:e[1]},void(3===e.length&&E(e[2],a[r]));case\"SPHEROID\":case\"ELLIPSOID\":return a[r]={name:e[0],a:e[1],rf:e[2]},void(4===e.length&&E(e[3],a[r]));case\"PROJECTEDCRS\":case\"PROJCRS\":case\"GEOGCS\":case\"GEOCCS\":case\"PROJCS\":case\"LOCAL_CS\":case\"GEODCRS\":case\"GEODETICCRS\":case\"GEODETICDATUM\":case\"EDATUM\":case\"ENGINEERINGDATUM\":case\"VERT_CS\":case\"VERTCRS\":case\"VERTICALCRS\":case\"COMPD_CS\":case\"COMPOUNDCRS\":case\"ENGINEERINGCRS\":case\"ENGCRS\":case\"FITTED_CS\":case\"LOCAL_DATUM\":case\"DATUM\":return e[0]=[\"name\",e[0]],void n(a,r,e);default:for(s=-1;++s<e.length;)if(!Array.isArray(e[s]))return E(e,a[r]);return n(a,r,e)}}else a[r]=e;else a[r]=!0}else a[e]=!0}s(),r.sExpr=E},\n",
       "      function _(n,r,f,i,t){i(),f.default=function(n,r){var f,i;if(n=n||{},!r)return n;for(i in r)void 0!==(f=r[i])&&(n[i]=f);return n}},\n",
       "      function _(t,o,a,e,n){e();const r=t(1),f=(0,r.__importDefault)(t(94)),u=(0,r.__importDefault)(t(100));var i=[f.default,u.default],c={},d=[];function s(t,o){var a=d.length;return t.names?(d[a]=t,t.names.forEach((function(t){c[t.toLowerCase()]=a})),this):(console.log(o),!0)}function l(t){if(!t)return!1;var o=t.toLowerCase();return void 0!==c[o]&&d[c[o]]?d[c[o]]:void 0}function v(){i.forEach(s)}a.add=s,a.get=l,a.start=v,a.default={start:v,add:s,get:l}},\n",
       "      function _(t,i,s,h,a){h();const e=t(1),r=(0,e.__importDefault)(t(95)),n=(0,e.__importDefault)(t(96)),l=(0,e.__importDefault)(t(98)),u=(0,e.__importDefault)(t(99)),o=t(85);function f(){var t=this.b/this.a;this.es=1-t*t,\"x0\"in this||(this.x0=0),\"y0\"in this||(this.y0=0),this.e=Math.sqrt(this.es),this.lat_ts?this.sphere?this.k0=Math.cos(this.lat_ts):this.k0=(0,r.default)(this.e,Math.sin(this.lat_ts),Math.cos(this.lat_ts)):this.k0||(this.k?this.k0=this.k:this.k0=1)}function _(t){var i,s,h=t.x,a=t.y;if(a*o.R2D>90&&a*o.R2D<-90&&h*o.R2D>180&&h*o.R2D<-180)return null;if(Math.abs(Math.abs(a)-o.HALF_PI)<=o.EPSLN)return null;if(this.sphere)i=this.x0+this.a*this.k0*(0,n.default)(h-this.long0),s=this.y0+this.a*this.k0*Math.log(Math.tan(o.FORTPI+.5*a));else{var e=Math.sin(a),r=(0,l.default)(this.e,a,e);i=this.x0+this.a*this.k0*(0,n.default)(h-this.long0),s=this.y0-this.a*this.k0*Math.log(r)}return t.x=i,t.y=s,t}function M(t){var i,s,h=t.x-this.x0,a=t.y-this.y0;if(this.sphere)s=o.HALF_PI-2*Math.atan(Math.exp(-a/(this.a*this.k0)));else{var e=Math.exp(-a/(this.a*this.k0));if(-9999===(s=(0,u.default)(this.e,e)))return null}return i=(0,n.default)(this.long0+h/(this.a*this.k0)),t.x=i,t.y=s,t}s.init=f,s.forward=_,s.inverse=M,s.names=[\"Mercator\",\"Popular Visualisation Pseudo Mercator\",\"Mercator_1SP\",\"Mercator_Auxiliary_Sphere\",\"merc\"],s.default={init:f,forward:_,inverse:M,names:s.names}},\n",
       "      function _(t,n,r,u,a){u(),r.default=function(t,n,r){var u=t*n;return r/Math.sqrt(1-u*u)}},\n",
       "      function _(t,n,u,a,f){a();const e=t(1),o=t(85),_=(0,e.__importDefault)(t(97));u.default=function(t){return Math.abs(t)<=o.SPI?t:t-(0,_.default)(t)*o.TWO_PI}},\n",
       "      function _(n,t,u,f,c){f(),u.default=function(n){return n<0?-1:1}},\n",
       "      function _(t,n,a,o,u){o();const c=t(85);a.default=function(t,n,a){var o=t*a,u=.5*t;return o=Math.pow((1-o)/(1+o),u),Math.tan(.5*(c.HALF_PI-n))/o}},\n",
       "      function _(t,a,n,r,f){r();const h=t(85);n.default=function(t,a){for(var n,r,f=.5*t,o=h.HALF_PI-2*Math.atan(a),u=0;u<=15;u++)if(n=t*Math.sin(o),o+=r=h.HALF_PI-2*Math.atan(a*Math.pow((1-n)/(1+n),f))-o,Math.abs(r)<=1e-10)return o;return-9999}},\n",
       "      function _(n,i,e,t,r){function a(){}function f(n){return n}t(),e.init=a,e.forward=f,e.inverse=f,e.names=[\"longlat\",\"identity\"],e.default={init:a,forward:f,inverse:f,names:e.names}},\n",
       "      function _(t,r,e,a,n){a();const f=t(1),i=t(85),u=(0,f.__importStar)(t(102)),c=(0,f.__importDefault)(t(88));e.eccentricity=function(t,r,e,a){var n=t*t,f=r*r,u=(n-f)/n,c=0;return a?(n=(t*=1-u*(i.SIXTH+u*(i.RA4+u*i.RA6)))*t,u=0):c=Math.sqrt(u),{es:u,e:c,ep2:(n-f)/f}},e.sphere=function(t,r,e,a,n){if(!t){var f=(0,c.default)(u.default,a);f||(f=u.WGS84),t=f.a,r=f.b,e=f.rf}return e&&!r&&(r=(1-1/e)*t),(0===e||Math.abs(t-r)<i.EPSLN)&&(n=!0,r=t),{a:t,b:r,rf:e,sphere:n}}},\n",
       "      function _(e,a,l,s,r){s();var i={};l.default=i,i.MERIT={a:6378137,rf:298.257,ellipseName:\"MERIT 1983\"},i.SGS85={a:6378136,rf:298.257,ellipseName:\"Soviet Geodetic System 85\"},i.GRS80={a:6378137,rf:298.257222101,ellipseName:\"GRS 1980(IUGG, 1980)\"},i.IAU76={a:6378140,rf:298.257,ellipseName:\"IAU 1976\"},i.airy={a:6377563.396,b:6356256.91,ellipseName:\"Airy 1830\"},i.APL4={a:6378137,rf:298.25,ellipseName:\"Appl. Physics. 1965\"},i.NWL9D={a:6378145,rf:298.25,ellipseName:\"Naval Weapons Lab., 1965\"},i.mod_airy={a:6377340.189,b:6356034.446,ellipseName:\"Modified Airy\"},i.andrae={a:6377104.43,rf:300,ellipseName:\"Andrae 1876 (Den., Iclnd.)\"},i.aust_SA={a:6378160,rf:298.25,ellipseName:\"Australian Natl & S. Amer. 1969\"},i.GRS67={a:6378160,rf:298.247167427,ellipseName:\"GRS 67(IUGG 1967)\"},i.bessel={a:6377397.155,rf:299.1528128,ellipseName:\"Bessel 1841\"},i.bess_nam={a:6377483.865,rf:299.1528128,ellipseName:\"Bessel 1841 (Namibia)\"},i.clrk66={a:6378206.4,b:6356583.8,ellipseName:\"Clarke 1866\"},i.clrk80={a:6378249.145,rf:293.4663,ellipseName:\"Clarke 1880 mod.\"},i.clrk58={a:6378293.645208759,rf:294.2606763692654,ellipseName:\"Clarke 1858\"},i.CPM={a:6375738.7,rf:334.29,ellipseName:\"Comm. des Poids et Mesures 1799\"},i.delmbr={a:6376428,rf:311.5,ellipseName:\"Delambre 1810 (Belgium)\"},i.engelis={a:6378136.05,rf:298.2566,ellipseName:\"Engelis 1985\"},i.evrst30={a:6377276.345,rf:300.8017,ellipseName:\"Everest 1830\"},i.evrst48={a:6377304.063,rf:300.8017,ellipseName:\"Everest 1948\"},i.evrst56={a:6377301.243,rf:300.8017,ellipseName:\"Everest 1956\"},i.evrst69={a:6377295.664,rf:300.8017,ellipseName:\"Everest 1969\"},i.evrstSS={a:6377298.556,rf:300.8017,ellipseName:\"Everest (Sabah & Sarawak)\"},i.fschr60={a:6378166,rf:298.3,ellipseName:\"Fischer (Mercury Datum) 1960\"},i.fschr60m={a:6378155,rf:298.3,ellipseName:\"Fischer 1960\"},i.fschr68={a:6378150,rf:298.3,ellipseName:\"Fischer 1968\"},i.helmert={a:6378200,rf:298.3,ellipseName:\"Helmert 1906\"},i.hough={a:6378270,rf:297,ellipseName:\"Hough\"},i.intl={a:6378388,rf:297,ellipseName:\"International 1909 (Hayford)\"},i.kaula={a:6378163,rf:298.24,ellipseName:\"Kaula 1961\"},i.lerch={a:6378139,rf:298.257,ellipseName:\"Lerch 1979\"},i.mprts={a:6397300,rf:191,ellipseName:\"Maupertius 1738\"},i.new_intl={a:6378157.5,b:6356772.2,ellipseName:\"New International 1967\"},i.plessis={a:6376523,rf:6355863,ellipseName:\"Plessis 1817 (France)\"},i.krass={a:6378245,rf:298.3,ellipseName:\"Krassovsky, 1942\"},i.SEasia={a:6378155,b:6356773.3205,ellipseName:\"Southeast Asia\"},i.walbeck={a:6376896,b:6355834.8467,ellipseName:\"Walbeck\"},i.WGS60={a:6378165,rf:298.3,ellipseName:\"WGS 60\"},i.WGS66={a:6378145,rf:298.25,ellipseName:\"WGS 66\"},i.WGS7={a:6378135,rf:298.26,ellipseName:\"WGS 72\"},l.WGS84=i.WGS84={a:6378137,rf:298.257223563,ellipseName:\"WGS 84\"},i.sphere={a:6370997,b:6370997,ellipseName:\"Normal Sphere (r=6370997)\"}},\n",
       "      function _(e,a,s,t,l){t();var m={};s.default=m,m.wgs84={towgs84:\"0,0,0\",ellipse:\"WGS84\",datumName:\"WGS84\"},m.ch1903={towgs84:\"674.374,15.056,405.346\",ellipse:\"bessel\",datumName:\"swiss\"},m.ggrs87={towgs84:\"-199.87,74.79,246.62\",ellipse:\"GRS80\",datumName:\"Greek_Geodetic_Reference_System_1987\"},m.nad83={towgs84:\"0,0,0\",ellipse:\"GRS80\",datumName:\"North_American_Datum_1983\"},m.nad27={nadgrids:\"@conus,@alaska,@ntv2_0.gsb,@ntv1_can.dat\",ellipse:\"clrk66\",datumName:\"North_American_Datum_1927\"},m.potsdam={towgs84:\"598.1,73.7,418.2,0.202,0.045,-2.455,6.7\",ellipse:\"bessel\",datumName:\"Potsdam Rauenberg 1950 DHDN\"},m.carthage={towgs84:\"-263.0,6.0,431.0\",ellipse:\"clark80\",datumName:\"Carthage 1934 Tunisia\"},m.hermannskogel={towgs84:\"577.326,90.129,463.919,5.137,1.474,5.297,2.4232\",ellipse:\"bessel\",datumName:\"Hermannskogel\"},m.osni52={towgs84:\"482.530,-130.596,564.557,-1.042,-0.214,-0.631,8.15\",ellipse:\"airy\",datumName:\"Irish National\"},m.ire65={towgs84:\"482.530,-130.596,564.557,-1.042,-0.214,-0.631,8.15\",ellipse:\"mod_airy\",datumName:\"Ireland 1965\"},m.rassadiran={towgs84:\"-133.63,-157.5,-158.62\",ellipse:\"intl\",datumName:\"Rassadiran\"},m.nzgd49={towgs84:\"59.47,-5.04,187.44,0.47,-0.1,1.024,-4.5993\",ellipse:\"intl\",datumName:\"New Zealand Geodetic Datum 1949\"},m.osgb36={towgs84:\"446.448,-125.157,542.060,0.1502,0.2470,0.8421,-20.4894\",ellipse:\"airy\",datumName:\"Airy 1830\"},m.s_jtsk={towgs84:\"589,76,480\",ellipse:\"bessel\",datumName:\"S-JTSK (Ferro)\"},m.beduaram={towgs84:\"-106,-87,188\",ellipse:\"clrk80\",datumName:\"Beduaram\"},m.gunung_segara={towgs84:\"-403,684,41\",ellipse:\"bessel\",datumName:\"Gunung Segara Jakarta\"},m.rnb72={towgs84:\"106.869,-52.2978,103.724,-0.33657,0.456955,-1.84218,1\",ellipse:\"intl\",datumName:\"Reseau National Belge 1972\"}},\n",
       "      function _(a,m,_,t,u){t();const d=a(85);_.default=function(a,m,_,t,u,p,r){var s={};return s.datum_type=void 0===a||\"none\"===a?d.PJD_NODATUM:d.PJD_WGS84,m&&(s.datum_params=m.map(parseFloat),0===s.datum_params[0]&&0===s.datum_params[1]&&0===s.datum_params[2]||(s.datum_type=d.PJD_3PARAM),s.datum_params.length>3&&(0===s.datum_params[3]&&0===s.datum_params[4]&&0===s.datum_params[5]&&0===s.datum_params[6]||(s.datum_type=d.PJD_7PARAM,s.datum_params[3]*=d.SEC_TO_RAD,s.datum_params[4]*=d.SEC_TO_RAD,s.datum_params[5]*=d.SEC_TO_RAD,s.datum_params[6]=s.datum_params[6]/1e6+1))),r&&(s.datum_type=d.PJD_GRIDSHIFT,s.grids=r),s.a=_,s.b=t,s.es=u,s.ep2=p,s}},\n",
       "      function _(t,e,n,r,i){r();var u={};function l(t){if(0===t.length)return null;var e=\"@\"===t[0];return e&&(t=t.slice(1)),\"null\"===t?{name:\"null\",mandatory:!e,grid:null,isNull:!0}:{name:t,mandatory:!e,grid:u[t]||null,isNull:!1}}function o(t){return t/3600*Math.PI/180}function a(t,e,n){return String.fromCharCode.apply(null,new Uint8Array(t.buffer.slice(e,n)))}function d(t){return t.map((function(t){return[o(t.longitudeShift),o(t.latitudeShift)]}))}function g(t,e,n){return{name:a(t,e+8,e+16).trim(),parent:a(t,e+24,e+24+8).trim(),lowerLatitude:t.getFloat64(e+72,n),upperLatitude:t.getFloat64(e+88,n),lowerLongitude:t.getFloat64(e+104,n),upperLongitude:t.getFloat64(e+120,n),latitudeInterval:t.getFloat64(e+136,n),longitudeInterval:t.getFloat64(e+152,n),gridNodeCount:t.getInt32(e+168,n)}}function s(t,e,n,r){for(var i=e+176,u=[],l=0;l<n.gridNodeCount;l++){var o={latitudeShift:t.getFloat32(i+16*l,r),longitudeShift:t.getFloat32(i+16*l+4,r),latitudeAccuracy:t.getFloat32(i+16*l+8,r),longitudeAccuracy:t.getFloat32(i+16*l+12,r)};u.push(o)}return u}n.default=function(t,e){var n=new DataView(e),r=function(t){var e=t.getInt32(8,!1);if(11===e)return!1;11!==(e=t.getInt32(8,!0))&&console.warn(\"Failed to detect nadgrid endian-ness, defaulting to little-endian\");return!0}(n),i=function(t,e){return{nFields:t.getInt32(8,e),nSubgridFields:t.getInt32(24,e),nSubgrids:t.getInt32(40,e),shiftType:a(t,56,64).trim(),fromSemiMajorAxis:t.getFloat64(120,e),fromSemiMinorAxis:t.getFloat64(136,e),toSemiMajorAxis:t.getFloat64(152,e),toSemiMinorAxis:t.getFloat64(168,e)}}(n,r);i.nSubgrids>1&&console.log(\"Only single NTv2 subgrids are currently supported, subsequent sub grids are ignored\");var l=function(t,e,n){for(var r=176,i=[],u=0;u<e.nSubgrids;u++){var l=g(t,r,n),a=s(t,r,l,n),f=Math.round(1+(l.upperLongitude-l.lowerLongitude)/l.longitudeInterval),c=Math.round(1+(l.upperLatitude-l.lowerLatitude)/l.latitudeInterval);i.push({ll:[o(l.lowerLongitude),o(l.lowerLatitude)],del:[o(l.longitudeInterval),o(l.latitudeInterval)],lim:[f,c],count:l.gridNodeCount,cvs:d(a)})}return i}(n,i,r),f={header:i,subgrids:l};return u[t]=f,f},n.getNadgrids=function(t){return void 0===t?null:t.split(\",\").map(l)}},\n",
       "      function _(t,e,a,r,u){r();const m=t(1),_=t(85),o=(0,m.__importDefault)(t(107)),d=(0,m.__importDefault)(t(109)),f=(0,m.__importDefault)(t(80)),n=(0,m.__importDefault)(t(110)),i=(0,m.__importDefault)(t(111));a.default=function t(e,a,r,u){var m;if(Array.isArray(r)&&(r=(0,n.default)(r)),(0,i.default)(r),e.datum&&a.datum&&function(t,e){return(t.datum.datum_type===_.PJD_3PARAM||t.datum.datum_type===_.PJD_7PARAM)&&\"WGS84\"!==e.datumCode||(e.datum.datum_type===_.PJD_3PARAM||e.datum.datum_type===_.PJD_7PARAM)&&\"WGS84\"!==t.datumCode}(e,a)&&(r=t(e,m=new f.default(\"WGS84\"),r,u),e=m),u&&\"enu\"!==e.axis&&(r=(0,d.default)(e,!1,r)),\"longlat\"===e.projName)r={x:r.x*_.D2R,y:r.y*_.D2R,z:r.z||0};else if(e.to_meter&&(r={x:r.x*e.to_meter,y:r.y*e.to_meter,z:r.z||0}),!(r=e.inverse(r)))return;if(e.from_greenwich&&(r.x+=e.from_greenwich),r=(0,o.default)(e.datum,a.datum,r))return a.from_greenwich&&(r={x:r.x-a.from_greenwich,y:r.y,z:r.z||0}),\"longlat\"===a.projName?r={x:r.x*_.R2D,y:r.y*_.R2D,z:r.z||0}:(r=a.forward(r),a.to_meter&&(r={x:r.x/a.to_meter,y:r.y/a.to_meter,z:r.z||0})),u&&\"enu\"!==a.axis?(0,d.default)(a,!0,r):r}},\n",
       "      function _(r,e,t,a,i){a();const l=r(1),n=r(85),o=r(108),u=(0,l.__importDefault)(r(96));function d(r){return r===n.PJD_3PARAM||r===n.PJD_7PARAM}function s(r,e,t){if(null===r.grids||0===r.grids.length)return console.log(\"Grid shift grids not found\"),-1;for(var a={x:-t.x,y:t.y},i={x:Number.NaN,y:Number.NaN},l=[],o=0;o<r.grids.length;o++){var u=r.grids[o];if(l.push(u.name),u.isNull){i=a;break}if(u.mandatory,null!==u.grid){var d=u.grid.subgrids[0],s=(Math.abs(d.del[1])+Math.abs(d.del[0]))/1e4,f=d.ll[0]-s,x=d.ll[1]-s,m=d.ll[0]+(d.lim[0]-1)*d.del[0]+s,N=d.ll[1]+(d.lim[1]-1)*d.del[1]+s;if(!(x>a.y||f>a.x||N<a.y||m<a.x||(i=y(a,e,d),isNaN(i.x))))break}else if(u.mandatory)return console.log(\"Unable to find mandatory grid '\"+u.name+\"'\"),-1}return isNaN(i.x)?(console.log(\"Failed to find a grid shift table for location '\"+-a.x*n.R2D+\" \"+a.y*n.R2D+\" tried: '\"+l+\"'\"),-1):(t.x=-i.x,t.y=i.y,0)}function y(r,e,t){var a={x:Number.NaN,y:Number.NaN};if(isNaN(r.x))return a;var i={x:r.x,y:r.y};i.x-=t.ll[0],i.y-=t.ll[1],i.x=(0,u.default)(i.x-Math.PI)+Math.PI;var l=f(i,t);if(e){if(isNaN(l.x))return a;l.x=i.x-l.x,l.y=i.y-l.y;var n,o,d=9;do{if(o=f(l,t),isNaN(o.x)){console.log(\"Inverse grid shift iteration failed, presumably at grid edge.  Using first approximation.\");break}n={x:i.x-(o.x+l.x),y:i.y-(o.y+l.y)},l.x+=n.x,l.y+=n.y}while(d--&&Math.abs(n.x)>1e-12&&Math.abs(n.y)>1e-12);if(d<0)return console.log(\"Inverse grid shift iterator failed to converge.\"),a;a.x=(0,u.default)(l.x+t.ll[0]),a.y=l.y+t.ll[1]}else isNaN(l.x)||(a.x=r.x+l.x,a.y=r.y+l.y);return a}function f(r,e){var t,a={x:r.x/e.del[0],y:r.y/e.del[1]},i=Math.floor(a.x),l=Math.floor(a.y),n=a.x-1*i,o=a.y-1*l,u={x:Number.NaN,y:Number.NaN};if(i<0||i>=e.lim[0])return u;if(l<0||l>=e.lim[1])return u;t=l*e.lim[0]+i;var d=e.cvs[t][0],s=e.cvs[t][1];t++;var y=e.cvs[t][0],f=e.cvs[t][1];t+=e.lim[0];var x=e.cvs[t][0],m=e.cvs[t][1];t--;var N=e.cvs[t][0],c=e.cvs[t][1],_=n*o,g=n*(1-o),v=(1-n)*(1-o),S=(1-n)*o;return u.x=v*d+g*y+S*N+_*x,u.y=v*s+g*f+S*c+_*m,u}t.default=function(r,e,t){if((0,o.compareDatums)(r,e))return t;if(r.datum_type===n.PJD_NODATUM||e.datum_type===n.PJD_NODATUM)return t;var a=r.a,i=r.es;if(r.datum_type===n.PJD_GRIDSHIFT){if(0!==s(r,!1,t))return;a=n.SRS_WGS84_SEMIMAJOR,i=n.SRS_WGS84_ESQUARED}var l=e.a,u=e.b,y=e.es;if(e.datum_type===n.PJD_GRIDSHIFT&&(l=n.SRS_WGS84_SEMIMAJOR,u=n.SRS_WGS84_SEMIMINOR,y=n.SRS_WGS84_ESQUARED),i===y&&a===l&&!d(r.datum_type)&&!d(e.datum_type))return t;if(t=(0,o.geodeticToGeocentric)(t,i,a),d(r.datum_type)&&(t=(0,o.geocentricToWgs84)(t,r.datum_type,r.datum_params)),d(e.datum_type)&&(t=(0,o.geocentricFromWgs84)(t,e.datum_type,e.datum_params)),t=(0,o.geocentricToGeodetic)(t,y,l,u),e.datum_type===n.PJD_GRIDSHIFT&&0!==s(e,!0,t))return;return t},t.applyGridShift=s},\n",
       "      function _(a,t,r,m,s){m();const u=a(85);r.compareDatums=function(a,t){return a.datum_type===t.datum_type&&(!(a.a!==t.a||Math.abs(a.es-t.es)>5e-11)&&(a.datum_type===u.PJD_3PARAM?a.datum_params[0]===t.datum_params[0]&&a.datum_params[1]===t.datum_params[1]&&a.datum_params[2]===t.datum_params[2]:a.datum_type!==u.PJD_7PARAM||a.datum_params[0]===t.datum_params[0]&&a.datum_params[1]===t.datum_params[1]&&a.datum_params[2]===t.datum_params[2]&&a.datum_params[3]===t.datum_params[3]&&a.datum_params[4]===t.datum_params[4]&&a.datum_params[5]===t.datum_params[5]&&a.datum_params[6]===t.datum_params[6]))},r.geodeticToGeocentric=function(a,t,r){var m,s,_,e,n=a.x,d=a.y,i=a.z?a.z:0;if(d<-u.HALF_PI&&d>-1.001*u.HALF_PI)d=-u.HALF_PI;else if(d>u.HALF_PI&&d<1.001*u.HALF_PI)d=u.HALF_PI;else{if(d<-u.HALF_PI)return{x:-1/0,y:-1/0,z:a.z};if(d>u.HALF_PI)return{x:1/0,y:1/0,z:a.z}}return n>Math.PI&&(n-=2*Math.PI),s=Math.sin(d),e=Math.cos(d),_=s*s,{x:((m=r/Math.sqrt(1-t*_))+i)*e*Math.cos(n),y:(m+i)*e*Math.sin(n),z:(m*(1-t)+i)*s}},r.geocentricToGeodetic=function(a,t,r,m){var s,_,e,n,d,i,p,P,y,z,M,o,A,c,x,h=1e-12,f=a.x,I=a.y,F=a.z?a.z:0;if(s=Math.sqrt(f*f+I*I),_=Math.sqrt(f*f+I*I+F*F),s/r<h){if(c=0,_/r<h)return u.HALF_PI,x=-m,{x:a.x,y:a.y,z:a.z}}else c=Math.atan2(I,f);e=F/_,P=(n=s/_)*(1-t)*(d=1/Math.sqrt(1-t*(2-t)*n*n)),y=e*d,A=0;do{A++,i=t*(p=r/Math.sqrt(1-t*y*y))/(p+(x=s*P+F*y-p*(1-t*y*y))),o=(M=e*(d=1/Math.sqrt(1-i*(2-i)*n*n)))*P-(z=n*(1-i)*d)*y,P=z,y=M}while(o*o>1e-24&&A<30);return{x:c,y:Math.atan(M/Math.abs(z)),z:x}},r.geocentricToWgs84=function(a,t,r){if(t===u.PJD_3PARAM)return{x:a.x+r[0],y:a.y+r[1],z:a.z+r[2]};if(t===u.PJD_7PARAM){var m=r[0],s=r[1],_=r[2],e=r[3],n=r[4],d=r[5],i=r[6];return{x:i*(a.x-d*a.y+n*a.z)+m,y:i*(d*a.x+a.y-e*a.z)+s,z:i*(-n*a.x+e*a.y+a.z)+_}}},r.geocentricFromWgs84=function(a,t,r){if(t===u.PJD_3PARAM)return{x:a.x-r[0],y:a.y-r[1],z:a.z-r[2]};if(t===u.PJD_7PARAM){var m=r[0],s=r[1],_=r[2],e=r[3],n=r[4],d=r[5],i=r[6],p=(a.x-m)/i,P=(a.y-s)/i,y=(a.z-_)/i;return{x:p+d*P-n*y,y:-d*p+P+e*y,z:n*p-e*P+y}}}},\n",
       "      function _(e,a,i,r,s){r(),i.default=function(e,a,i){var r,s,n,c=i.x,d=i.y,f=i.z||0,u={};for(n=0;n<3;n++)if(!a||2!==n||void 0!==i.z)switch(0===n?(r=c,s=-1!==\"ew\".indexOf(e.axis[n])?\"x\":\"y\"):1===n?(r=d,s=-1!==\"ns\".indexOf(e.axis[n])?\"y\":\"x\"):(r=f,s=\"z\"),e.axis[n]){case\"e\":u[s]=r;break;case\"w\":u[s]=-r;break;case\"n\":u[s]=r;break;case\"s\":u[s]=-r;break;case\"u\":void 0!==i[s]&&(u.z=r);break;case\"d\":void 0!==i[s]&&(u.z=-r);break;default:return null}return u}},\n",
       "      function _(n,t,e,u,f){u(),e.default=function(n){var t={x:n[0],y:n[1]};return n.length>2&&(t.z=n[2]),n.length>3&&(t.m=n[3]),t}},\n",
       "      function _(e,i,n,t,r){function o(e){if(\"function\"==typeof Number.isFinite){if(Number.isFinite(e))return;throw new TypeError(\"coordinates must be finite numbers\")}if(\"number\"!=typeof e||e!=e||!isFinite(e))throw new TypeError(\"coordinates must be finite numbers\")}t(),n.default=function(e){o(e.x),o(e.y)}},\n",
       "      function _(e,i,s,t,o){t();const n=e(1);var l,a,r,_,c;const d=e(53),v=e(42),u=(0,n.__importStar)(e(45)),h=e(48),m=(0,n.__importStar)(e(18));class T extends v.View{initialize(){super.initialize(),this.visuals=new u.Visuals(this)}request_render(){this.parent.request_render()}get canvas(){return this.parent.canvas}set_data(e){const i=this;for(const s of this.model){if(!(s instanceof m.VectorSpec||s instanceof m.ScalarSpec))continue;const t=s.uniform(e);i[`${s.attr}`]=t}}}s.ArrowHeadView=T,T.__name__=\"ArrowHeadView\";class p extends d.Model{constructor(e){super(e)}}s.ArrowHead=p,l=p,p.__name__=\"ArrowHead\",l.define((()=>({size:[m.NumberSpec,25]})));class V extends T{clip(e,i){this.visuals.line.set_vectorize(e,i);const s=this.size.get(i);e.moveTo(.5*s,s),e.lineTo(.5*s,-2),e.lineTo(-.5*s,-2),e.lineTo(-.5*s,s),e.lineTo(0,0),e.lineTo(.5*s,s)}render(e,i){if(this.visuals.line.doit){this.visuals.line.set_vectorize(e,i);const s=this.size.get(i);e.beginPath(),e.moveTo(.5*s,s),e.lineTo(0,0),e.lineTo(-.5*s,s),e.stroke()}}}s.OpenHeadView=V,V.__name__=\"OpenHeadView\";class f extends p{constructor(e){super(e)}}s.OpenHead=f,a=f,f.__name__=\"OpenHead\",a.prototype.default_view=V,a.mixins(h.LineVector);class w extends T{clip(e,i){this.visuals.line.set_vectorize(e,i);const s=this.size.get(i);e.moveTo(.5*s,s),e.lineTo(.5*s,-2),e.lineTo(-.5*s,-2),e.lineTo(-.5*s,s),e.lineTo(.5*s,s)}render(e,i){this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(e,i),this._normal(e,i),e.fill()),this.visuals.line.doit&&(this.visuals.line.set_vectorize(e,i),this._normal(e,i),e.stroke())}_normal(e,i){const s=this.size.get(i);e.beginPath(),e.moveTo(.5*s,s),e.lineTo(0,0),e.lineTo(-.5*s,s),e.closePath()}}s.NormalHeadView=w,w.__name__=\"NormalHeadView\";class H extends p{constructor(e){super(e)}}s.NormalHead=H,r=H,H.__name__=\"NormalHead\",r.prototype.default_view=w,r.mixins([h.LineVector,h.FillVector]),r.override({fill_color:\"black\"});class z extends T{clip(e,i){this.visuals.line.set_vectorize(e,i);const s=this.size.get(i);e.moveTo(.5*s,s),e.lineTo(.5*s,-2),e.lineTo(-.5*s,-2),e.lineTo(-.5*s,s),e.lineTo(0,.5*s),e.lineTo(.5*s,s)}render(e,i){this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(e,i),this._vee(e,i),e.fill()),this.visuals.line.doit&&(this.visuals.line.set_vectorize(e,i),this._vee(e,i),e.stroke())}_vee(e,i){const s=this.size.get(i);e.beginPath(),e.moveTo(.5*s,s),e.lineTo(0,0),e.lineTo(-.5*s,s),e.lineTo(0,.5*s),e.closePath()}}s.VeeHeadView=z,z.__name__=\"VeeHeadView\";class x extends p{constructor(e){super(e)}}s.VeeHead=x,_=x,x.__name__=\"VeeHead\",_.prototype.default_view=z,_.mixins([h.LineVector,h.FillVector]),_.override({fill_color:\"black\"});class g extends T{render(e,i){if(this.visuals.line.doit){this.visuals.line.set_vectorize(e,i);const s=this.size.get(i);e.beginPath(),e.moveTo(.5*s,0),e.lineTo(-.5*s,0),e.stroke()}}clip(e,i){}}s.TeeHeadView=g,g.__name__=\"TeeHeadView\";class b extends p{constructor(e){super(e)}}s.TeeHead=b,c=b,b.__name__=\"TeeHead\",c.prototype.default_view=g,c.mixins(h.LineVector)},\n",
       "      function _(n,e,t,i,o){i();const s=n(9);async function c(n,e,t){const i=new n(Object.assign(Object.assign({},t),{model:e}));return i.initialize(),await i.lazy_initialize(),i}t.build_view=async function(n,e={parent:null},t=(n=>n.default_view)){const i=await c(t(n),n,e);return i.connect_signals(),i},t.build_views=async function(n,e,t={parent:null},i=(n=>n.default_view)){const o=(0,s.difference)([...n.keys()],e);for(const e of o)n.get(e).remove(),n.delete(e);const a=[],f=e.filter((e=>!n.has(e)));for(const e of f){const o=await c(i(e),e,t);n.set(e,o),a.push(o)}for(const n of a)n.connect_signals();return a},t.remove_views=function(n){for(const[e,t]of n)t.remove(),n.delete(e)}},\n",
       "      function _(e,s,_,i,l){i();const t=e(1);var o;const r=e(115),p=(0,t.__importStar)(e(48));class h extends r.UpperLowerView{paint(e){e.beginPath(),e.moveTo(this._lower_sx[0],this._lower_sy[0]);for(let s=0,_=this._lower_sx.length;s<_;s++)e.lineTo(this._lower_sx[s],this._lower_sy[s]);for(let s=this._upper_sx.length-1;s>=0;s--)e.lineTo(this._upper_sx[s],this._upper_sy[s]);e.closePath(),this.visuals.fill.apply(e),e.beginPath(),e.moveTo(this._lower_sx[0],this._lower_sy[0]);for(let s=0,_=this._lower_sx.length;s<_;s++)e.lineTo(this._lower_sx[s],this._lower_sy[s]);this.visuals.line.apply(e),e.beginPath(),e.moveTo(this._upper_sx[0],this._upper_sy[0]);for(let s=0,_=this._upper_sx.length;s<_;s++)e.lineTo(this._upper_sx[s],this._upper_sy[s]);this.visuals.line.apply(e)}}_.BandView=h,h.__name__=\"BandView\";class n extends r.UpperLower{constructor(e){super(e)}}_.Band=n,o=n,n.__name__=\"Band\",o.prototype.default_view=h,o.mixins([p.Line,p.Fill]),o.override({fill_color:\"#fff9ba\",fill_alpha:.4,line_color:\"#cccccc\",line_alpha:.3})},\n",
       "      function _(e,t,i,s,o){s();const r=e(1);var n;const p=e(69),a=e(20),_=(0,r.__importStar)(e(18));class h extends p.DataAnnotationView{map_data(){const{frame:e}=this.plot_view,t=this.model.dimension,i=this.coordinates.x_scale,s=this.coordinates.y_scale,o=\"height\"==t?s:i,r=\"height\"==t?i:s,n=\"height\"==t?e.bbox.yview:e.bbox.xview,p=\"height\"==t?e.bbox.xview:e.bbox.yview;let a,_,h;a=\"data\"==this.model.properties.lower.units?o.v_compute(this._lower):n.v_compute(this._lower),_=\"data\"==this.model.properties.upper.units?o.v_compute(this._upper):n.v_compute(this._upper),h=\"data\"==this.model.properties.base.units?r.v_compute(this._base):p.v_compute(this._base);const[d,c]=\"height\"==t?[1,0]:[0,1],u=[a,h],l=[_,h];this._lower_sx=u[d],this._lower_sy=u[c],this._upper_sx=l[d],this._upper_sy=l[c]}}i.UpperLowerView=h,h.__name__=\"UpperLowerView\";class d extends _.CoordinateSpec{get dimension(){return\"width\"==this.obj.dimension?\"x\":\"y\"}get units(){var e;return null!==(e=this.spec.units)&&void 0!==e?e:\"data\"}}i.XOrYCoordinateSpec=d,d.__name__=\"XOrYCoordinateSpec\";class c extends p.DataAnnotation{constructor(e){super(e)}}i.UpperLower=c,n=c,c.__name__=\"UpperLower\",n.define((()=>({dimension:[a.Dimension,\"height\"],lower:[d,{field:\"lower\"}],upper:[d,{field:\"upper\"}],base:[d,{field:\"base\"}]})))},\n",
       "      function _(t,o,i,n,e){n();const s=t(1);var l;const r=t(40),a=(0,s.__importStar)(t(48)),c=t(20),h=t(65);i.EDGE_TOLERANCE=2.5;class b extends r.AnnotationView{constructor(){super(...arguments),this.bbox=new h.BBox}connect_signals(){super.connect_signals(),this.connect(this.model.change,(()=>this.request_render()))}_render(){const{left:t,right:o,top:i,bottom:n}=this.model;if(null==t&&null==o&&null==i&&null==n)return;const{frame:e}=this.plot_view,s=this.coordinates.x_scale,l=this.coordinates.y_scale,r=(t,o,i,n,e)=>{let s;return s=null!=t?this.model.screen?t:\"data\"==o?i.compute(t):n.compute(t):e,s};this.bbox=h.BBox.from_rect({left:r(t,this.model.left_units,s,e.bbox.xview,e.bbox.left),right:r(o,this.model.right_units,s,e.bbox.xview,e.bbox.right),top:r(i,this.model.top_units,l,e.bbox.yview,e.bbox.top),bottom:r(n,this.model.bottom_units,l,e.bbox.yview,e.bbox.bottom)}),this._paint_box()}_paint_box(){const{ctx:t}=this.layer;t.save();const{left:o,top:i,width:n,height:e}=this.bbox;t.beginPath(),t.rect(o,i,n,e),this.visuals.fill.apply(t),this.visuals.hatch.apply(t),this.visuals.line.apply(t),t.restore()}interactive_bbox(){const t=this.model.line_width+i.EDGE_TOLERANCE;return this.bbox.grow_by(t)}interactive_hit(t,o){if(null==this.model.in_cursor)return!1;return this.interactive_bbox().contains(t,o)}cursor(t,o){const{left:i,right:n,bottom:e,top:s}=this.bbox;return Math.abs(t-i)<3||Math.abs(t-n)<3?this.model.ew_cursor:Math.abs(o-e)<3||Math.abs(o-s)<3?this.model.ns_cursor:this.bbox.contains(t,o)?this.model.in_cursor:null}}i.BoxAnnotationView=b,b.__name__=\"BoxAnnotationView\";class u extends r.Annotation{constructor(t){super(t)}update({left:t,right:o,top:i,bottom:n}){this.setv({left:t,right:o,top:i,bottom:n,screen:!0})}}i.BoxAnnotation=u,l=u,u.__name__=\"BoxAnnotation\",l.prototype.default_view=b,l.mixins([a.Line,a.Fill,a.Hatch]),l.define((({Number:t,Nullable:o})=>({top:[o(t),null],top_units:[c.SpatialUnits,\"data\"],bottom:[o(t),null],bottom_units:[c.SpatialUnits,\"data\"],left:[o(t),null],left_units:[c.SpatialUnits,\"data\"],right:[o(t),null],right_units:[c.SpatialUnits,\"data\"],render_mode:[c.RenderMode,\"canvas\"]}))),l.internal((({Boolean:t,String:o,Nullable:i})=>({screen:[t,!1],ew_cursor:[i(o),null],ns_cursor:[i(o),null],in_cursor:[i(o),null]}))),l.override({fill_color:\"#fff9ba\",fill_alpha:.4,line_color:\"#cccccc\",line_alpha:.3})},\n",
       "      function _(t,e,i,o,n){o();const a=t(1);var r;const s=t(40),l=t(118),_=t(126),c=t(127),h=t(130),u=t(168),p=t(131),m=t(192),g=t(132),d=t(173),f=t(172),w=t(196),b=t(204),v=t(206),x=t(133),y=t(20),k=(0,a.__importStar)(t(48)),z=t(9),j=t(207),C=t(208),L=t(211),B=t(123),S=t(11),M=t(113),T=t(65),A=t(8);class O extends s.AnnotationView{get orientation(){return this._orientation}initialize(){super.initialize();const{ticker:t,formatter:e,color_mapper:i}=this.model;this._ticker=\"auto\"!=t?t:(()=>{switch(!0){case i instanceof w.LogColorMapper:return new u.LogTicker;case i instanceof w.ScanningColorMapper:return new u.BinnedTicker({mapper:i});case i instanceof w.CategoricalColorMapper:return new u.CategoricalTicker;default:return new u.BasicTicker}})(),this._formatter=\"auto\"!=e?e:(()=>{switch(!0){case this._ticker instanceof u.LogTicker:return new m.LogTickFormatter;case i instanceof w.CategoricalColorMapper:return new m.CategoricalTickFormatter;default:return new m.BasicTickFormatter}})(),this._major_range=(()=>{if(i instanceof w.CategoricalColorMapper){const{factors:t}=i;return new v.FactorRange({factors:t})}if(i instanceof f.ContinuousColorMapper){const{min:t,max:e}=i.metrics;return new v.Range1d({start:t,end:e})}(0,S.unreachable)()})(),this._major_scale=(()=>{if(i instanceof w.LinearColorMapper)return new b.LinearScale;if(i instanceof w.LogColorMapper)return new b.LogScale;if(i instanceof w.ScanningColorMapper){const{binning:t}=i.metrics;return new b.LinearInterpolationScale({binning:t})}if(i instanceof w.CategoricalColorMapper)return new b.CategoricalScale;(0,S.unreachable)()})(),this._minor_range=new v.Range1d({start:0,end:1}),this._minor_scale=new b.LinearScale;const o=k.attrs_of(this.model,\"major_label_\",k.Text,!0),n=k.attrs_of(this.model,\"major_tick_\",k.Line,!0),a=k.attrs_of(this.model,\"minor_tick_\",k.Line,!0),r=k.attrs_of(this.model,\"title_\",k.Text),s=i instanceof w.CategoricalColorMapper?c.CategoricalAxis:i instanceof w.LogColorMapper?c.LogAxis:c.LinearAxis;this._axis=new s(Object.assign(Object.assign(Object.assign({ticker:this._ticker,formatter:this._formatter,major_tick_in:this.model.major_tick_in,major_tick_out:this.model.major_tick_out,minor_tick_in:this.model.minor_tick_in,minor_tick_out:this.model.minor_tick_out,major_label_standoff:this.model.label_standoff,major_label_overrides:this.model.major_label_overrides,major_label_policy:this.model.major_label_policy,axis_line_color:null},o),n),a));const{title:_}=this.model;_&&(this._title=new l.Title(Object.assign({text:_,standoff:this.model.title_standoff},r)))}async lazy_initialize(){await super.lazy_initialize();const t=this,e={get parent(){return t.parent},get root(){return t.root},get frame(){return t._frame},get canvas_view(){return t.parent.canvas_view},request_layout(){t.parent.request_layout()}};this._axis_view=await(0,M.build_view)(this._axis,{parent:e}),null!=this._title&&(this._title_view=await(0,M.build_view)(this._title,{parent:e}))}remove(){var t;null===(t=this._title_view)||void 0===t||t.remove(),this._axis_view.remove(),super.remove()}connect_signals(){super.connect_signals(),this.connect(this._ticker.change,(()=>this.request_render())),this.connect(this._formatter.change,(()=>this.request_render())),this.connect(this.model.color_mapper.metrics_change,(()=>{const t=this._major_range,e=this._major_scale,{color_mapper:i}=this.model;if(i instanceof f.ContinuousColorMapper&&t instanceof v.Range1d){const{min:e,max:o}=i.metrics;t.setv({start:e,end:o})}if(i instanceof w.ScanningColorMapper&&e instanceof b.LinearInterpolationScale){const{binning:t}=i.metrics;e.binning=t}this._set_canvas_image(),this.plot_view.request_layout()}))}_set_canvas_image(){const{orientation:t}=this,e=(()=>{const{palette:e}=this.model.color_mapper;return\"vertical\"==t?(0,z.reversed)(e):e})(),[i,o]=\"vertical\"==t?[1,e.length]:[e.length,1],n=this._image=document.createElement(\"canvas\");n.width=i,n.height=o;const a=n.getContext(\"2d\"),r=a.getImageData(0,0,i,o),s=new w.LinearColorMapper({palette:e}).rgba_mapper.v_compute((0,z.range)(0,e.length));r.data.set(s),a.putImageData(r,0,0)}update_layout(){const{location:t,width:e,height:i,padding:o,margin:n}=this.model,[a,r]=(()=>{if(!(0,A.isString)(t))return[\"end\",\"start\"];switch(t){case\"top_left\":return[\"start\",\"start\"];case\"top\":case\"top_center\":return[\"start\",\"center\"];case\"top_right\":return[\"start\",\"end\"];case\"bottom_left\":return[\"end\",\"start\"];case\"bottom\":case\"bottom_center\":return[\"end\",\"center\"];case\"bottom_right\":return[\"end\",\"end\"];case\"left\":case\"center_left\":return[\"center\",\"start\"];case\"center\":case\"center_center\":return[\"center\",\"center\"];case\"right\":case\"center_right\":return[\"center\",\"end\"]}})(),s=this._orientation=(()=>{const{orientation:t}=this.model;return\"auto\"==t?null!=this.panel?this.panel.is_horizontal?\"horizontal\":\"vertical\":\"start\"==r||\"end\"==r||\"center\"==r&&\"center\"==a?\"vertical\":\"horizontal\":t})(),l=new C.NodeLayout,c=new C.VStack,h=new C.VStack,u=new C.HStack,p=new C.HStack;l.absolute=!0,c.absolute=!0,h.absolute=!0,u.absolute=!0,p.absolute=!0;const[m,g,d,f]=(()=>\"horizontal\"==s?[this._major_scale,this._minor_scale,this._major_range,this._minor_range]:[this._minor_scale,this._major_scale,this._minor_range,this._major_range])();this._frame=new _.CartesianFrame(m,g,d,f),l.on_resize((t=>this._frame.set_geometry(t)));const w=new L.BorderLayout;this._inner_layout=w,w.absolute=!0,w.center_panel=l,w.top_panel=c,w.bottom_panel=h,w.left_panel=u,w.right_panel=p;const b={left:o,right:o,top:o,bottom:o},v=(()=>{if(null==this.panel){if((0,A.isString)(t))return{left:n,right:n,top:n,bottom:n};{const[e,i]=t;return{left:e,right:n,top:n,bottom:i}}}if(!(0,A.isString)(t)){const[e,i]=t;return w.fixup_geometry=(t,o)=>{const n=t,a=this.layout.bbox,{width:r,height:s}=t;if(t=new T.BBox({left:a.left+e,bottom:a.bottom-i,width:r,height:s}),null!=o){const e=t.left-n.left,i=t.top-n.top,{left:a,top:r,width:s,height:l}=o;o=new T.BBox({left:a+e,top:r+i,width:s,height:l})}return[t,o]},{left:e,right:0,top:0,bottom:i}}w.fixup_geometry=(t,e)=>{const i=t;if(\"horizontal\"==s){const{top:e,width:i,height:o}=t;if(\"end\"==r){const{right:n}=this.layout.bbox;t=new T.BBox({right:n,top:e,width:i,height:o})}else if(\"center\"==r){const{hcenter:n}=this.layout.bbox;t=new T.BBox({hcenter:Math.round(n),top:e,width:i,height:o})}}else{const{left:e,width:i,height:o}=t;if(\"end\"==a){const{bottom:n}=this.layout.bbox;t=new T.BBox({left:e,bottom:n,width:i,height:o})}else if(\"center\"==a){const{vcenter:n}=this.layout.bbox;t=new T.BBox({left:e,vcenter:Math.round(n),width:i,height:o})}}if(null!=e){const o=t.left-i.left,n=t.top-i.top,{left:a,top:r,width:s,height:l}=e;e=new T.BBox({left:a+o,top:r+n,width:s,height:l})}return[t,e]}})();let x,y,k,z;if(w.padding=b,null!=this.panel?(x=\"max\",y=void 0,k=void 0,z=void 0):\"auto\"==(\"horizontal\"==s?e:i)?(x=\"fixed\",y=25*this.model.color_mapper.palette.length,k={percent:.3},z={percent:.8}):(x=\"fit\",y=void 0),\"horizontal\"==s){const t=\"auto\"==e?void 0:e,o=\"auto\"==i?25:i;w.set_sizing({width_policy:x,height_policy:\"min\",width:y,min_width:k,max_width:z,halign:r,valign:a,margin:v}),w.center_panel.set_sizing({width_policy:\"auto\"==e?\"fit\":\"fixed\",height_policy:\"fixed\",width:t,height:o})}else{const t=\"auto\"==e?25:e,o=\"auto\"==i?void 0:i;w.set_sizing({width_policy:\"min\",height_policy:x,height:y,min_height:k,max_height:z,halign:r,valign:a,margin:v}),w.center_panel.set_sizing({width_policy:\"fixed\",height_policy:\"auto\"==i?\"fit\":\"fixed\",width:t,height:o})}c.set_sizing({width_policy:\"fit\",height_policy:\"min\"}),h.set_sizing({width_policy:\"fit\",height_policy:\"min\"}),u.set_sizing({width_policy:\"min\",height_policy:\"fit\"}),p.set_sizing({width_policy:\"min\",height_policy:\"fit\"});const{_title_view:S}=this;null!=S&&(\"horizontal\"==s?(S.panel=new B.Panel(\"above\"),S.update_layout(),c.children.push(S.layout)):(S.panel=new B.Panel(\"left\"),S.update_layout(),u.children.push(S.layout)));const{panel:M}=this,O=null!=M&&s==M.orientation?M.side:\"horizontal\"==s?\"below\":\"right\",R=(()=>{switch(O){case\"above\":return c;case\"below\":return h;case\"left\":return u;case\"right\":return p}})(),{_axis_view:F}=this;if(F.panel=new B.Panel(O),F.update_layout(),R.children.push(F.layout),null!=this.panel){const t=new j.Grid([{layout:w,row:0,col:0}]);t.absolute=!0,\"horizontal\"==s?t.set_sizing({width_policy:\"max\",height_policy:\"min\"}):t.set_sizing({width_policy:\"min\",height_policy:\"max\"}),this.layout=t}else this.layout=this._inner_layout;const{visible:I}=this.model;this.layout.sizing.visible=I,this._set_canvas_image()}_render(){var t;const{ctx:e}=this.layer;e.save(),this._paint_bbox(e,this._inner_layout.bbox),this._paint_image(e,this._inner_layout.center_panel.bbox),null===(t=this._title_view)||void 0===t||t.render(),this._axis_view.render(),e.restore()}_paint_bbox(t,e){const{x:i,y:o}=e;let{width:n,height:a}=e;i+n>=this.parent.canvas_view.bbox.width&&(n-=1),o+a>=this.parent.canvas_view.bbox.height&&(a-=1),t.save(),this.visuals.background_fill.doit&&(this.visuals.background_fill.set_value(t),t.fillRect(i,o,n,a)),this.visuals.border_line.doit&&(this.visuals.border_line.set_value(t),t.strokeRect(i,o,n,a)),t.restore()}_paint_image(t,e){const{x:i,y:o,width:n,height:a}=e;t.save(),t.setImageSmoothingEnabled(!1),t.globalAlpha=this.model.scale_alpha,t.drawImage(this._image,i,o,n,a),this.visuals.bar_line.doit&&(this.visuals.bar_line.set_value(t),t.strokeRect(i,o,n,a)),t.restore()}serializable_state(){const t=super.serializable_state(),{children:e=[]}=t,i=(0,a.__rest)(t,[\"children\"]);return null!=this._title_view&&e.push(this._title_view.serializable_state()),e.push(this._axis_view.serializable_state()),Object.assign(Object.assign({},i),{children:e})}}i.ColorBarView=O,O.__name__=\"ColorBarView\";class R extends s.Annotation{constructor(t){super(t)}}i.ColorBar=R,r=R,R.__name__=\"ColorBar\",r.prototype.default_view=O,r.mixins([[\"major_label_\",k.Text],[\"title_\",k.Text],[\"major_tick_\",k.Line],[\"minor_tick_\",k.Line],[\"border_\",k.Line],[\"bar_\",k.Line],[\"background_\",k.Fill]]),r.define((({Alpha:t,Number:e,String:i,Tuple:o,Dict:n,Or:a,Ref:r,Auto:s,Nullable:l})=>({location:[a(y.Anchor,o(e,e)),\"top_right\"],orientation:[a(y.Orientation,s),\"auto\"],title:[l(i),null],title_standoff:[e,2],width:[a(e,s),\"auto\"],height:[a(e,s),\"auto\"],scale_alpha:[t,1],ticker:[a(r(h.Ticker),s),\"auto\"],formatter:[a(r(p.TickFormatter),s),\"auto\"],major_label_overrides:[n(a(i,r(x.BaseText))),{}],major_label_policy:[r(g.LabelingPolicy),()=>new g.NoOverlap],color_mapper:[r(d.ColorMapper)],label_standoff:[e,5],margin:[e,30],padding:[e,10],major_tick_in:[e,5],major_tick_out:[e,0],minor_tick_in:[e,0],minor_tick_out:[e,0]}))),r.override({background_fill_color:\"#ffffff\",background_fill_alpha:.95,bar_line_color:null,border_line_color:null,major_label_text_font_size:\"11px\",major_tick_line_color:\"#ffffff\",minor_tick_line_color:null,title_text_font_size:\"13px\",title_text_font_style:\"italic\"})},\n",
       "      function _(t,e,i,s,l){s();const o=t(1);var a;const n=t(119),r=t(20),c=t(120),h=(0,o.__importStar)(t(48));class _ extends n.TextAnnotationView{_get_location(){const t=this.model.offset,e=this.model.standoff/2;let i,s;const{bbox:l}=this.layout;switch(this.panel.side){case\"above\":case\"below\":switch(this.model.vertical_align){case\"top\":s=l.top+e;break;case\"middle\":s=l.vcenter;break;case\"bottom\":s=l.bottom-e}switch(this.model.align){case\"left\":i=l.left+t;break;case\"center\":i=l.hcenter;break;case\"right\":i=l.right-t}break;case\"left\":switch(this.model.vertical_align){case\"top\":i=l.left+e;break;case\"middle\":i=l.hcenter;break;case\"bottom\":i=l.right-e}switch(this.model.align){case\"left\":s=l.bottom-t;break;case\"center\":s=l.vcenter;break;case\"right\":s=l.top+t}break;case\"right\":switch(this.model.vertical_align){case\"top\":i=l.right-e;break;case\"middle\":i=l.hcenter;break;case\"bottom\":i=l.left+e}switch(this.model.align){case\"left\":s=l.top+t;break;case\"center\":s=l.vcenter;break;case\"right\":s=l.bottom-t}}return[i,s]}_render(){const{text:t}=this.model;if(null==t||0==t.length)return;this.model.text_baseline=this.model.vertical_align,this.model.text_align=this.model.align;const[e,i]=this._get_location(),s=this.panel.get_label_angle_heuristic(\"parallel\");(\"canvas\"==this.model.render_mode?this._canvas_text.bind(this):this._css_text.bind(this))(this.layer.ctx,t,e,i,s)}_get_size(){const{text:t}=this.model,e=new c.TextBox({text:t});e.visuals=this.visuals.text.values();const{width:i,height:s}=e.size();return{width:i,height:0==s?0:2+s+this.model.standoff}}}i.TitleView=_,_.__name__=\"TitleView\";class d extends n.TextAnnotation{constructor(t){super(t)}}i.Title=d,a=d,d.__name__=\"Title\",a.prototype.default_view=_,a.mixins([h.Text,[\"border_\",h.Line],[\"background_\",h.Fill]]),a.define((({Number:t,String:e})=>({text:[e,\"\"],vertical_align:[r.VerticalAlign,\"bottom\"],align:[r.TextAlign,\"left\"],offset:[t,0],standoff:[t,10]}))),a.prototype._props.text_align.options.internal=!0,a.prototype._props.text_baseline.options.internal=!0,a.override({text_font_size:\"13px\",text_font_style:\"bold\",text_line_height:1,background_fill_color:null,border_line_color:null})},\n",
       "      function _(e,t,s,i,l){var n;i();const o=e(40),a=e(43),r=e(20),d=e(120),u=e(123),c=e(11);class h extends o.AnnotationView{update_layout(){const{panel:e}=this;this.layout=null!=e?new u.SideLayout(e,(()=>this.get_size()),!0):void 0}initialize(){super.initialize(),\"css\"==this.model.render_mode&&(this.el=(0,a.div)(),this.plot_view.canvas_view.add_overlay(this.el))}remove(){null!=this.el&&(0,a.remove)(this.el),super.remove()}connect_signals(){super.connect_signals(),\"css\"==this.model.render_mode?this.connect(this.model.change,(()=>this.render())):this.connect(this.model.change,(()=>this.request_render()))}render(){this.model.visible||\"css\"!=this.model.render_mode||(0,a.undisplay)(this.el),super.render()}_canvas_text(e,t,s,i,l){const n=new d.TextBox({text:t});n.angle=l,n.position={sx:s,sy:i},n.visuals=this.visuals.text.values();const{background_fill:o,border_line:a}=this.visuals;if(o.doit||a.doit){const{p0:t,p1:s,p2:i,p3:l}=n.rect();e.beginPath(),e.moveTo(t.x,t.y),e.lineTo(s.x,s.y),e.lineTo(i.x,i.y),e.lineTo(l.x,l.y),e.closePath(),this.visuals.background_fill.apply(e),this.visuals.border_line.apply(e)}this.visuals.text.doit&&n.paint(e)}_css_text(e,t,s,i,l){const{el:n}=this;(0,c.assert)(null!=n),(0,a.undisplay)(n),n.textContent=t,this.visuals.text.set_value(e),n.style.position=\"absolute\",n.style.left=`${s}px`,n.style.top=`${i}px`,n.style.color=e.fillStyle,n.style.font=e.font,n.style.lineHeight=\"normal\",n.style.whiteSpace=\"pre\";const[o,r]=(()=>{switch(this.visuals.text.text_align.get_value()){case\"left\":return[\"left\",\"0%\"];case\"center\":return[\"center\",\"-50%\"];case\"right\":return[\"right\",\"-100%\"]}})(),[d,u]=(()=>{switch(this.visuals.text.text_baseline.get_value()){case\"top\":return[\"top\",\"0%\"];case\"middle\":return[\"center\",\"-50%\"];case\"bottom\":return[\"bottom\",\"-100%\"];default:return[\"center\",\"-50%\"]}})();let h=`translate(${r}, ${u})`;l&&(h+=`rotate(${l}rad)`),n.style.transformOrigin=`${o} ${d}`,n.style.transform=h,this.layout,this.visuals.background_fill.doit&&(this.visuals.background_fill.set_value(e),n.style.backgroundColor=e.fillStyle),this.visuals.border_line.doit&&(this.visuals.border_line.set_value(e),n.style.borderStyle=e.lineDash.length<2?\"solid\":\"dashed\",n.style.borderWidth=`${e.lineWidth}px`,n.style.borderColor=e.strokeStyle),(0,a.display)(n)}}s.TextAnnotationView=h,h.__name__=\"TextAnnotationView\";class _ extends o.Annotation{constructor(e){super(e)}}s.TextAnnotation=_,n=_,_.__name__=\"TextAnnotation\",n.define((()=>({render_mode:[r.RenderMode,\"canvas\"]})))},\n",
       "      function _(t,e,s,i,n){i();const h=t(65),o=t(121),r=t(9),a=t(8),c=t(122),_=t(22);s.text_width=(()=>{const t=document.createElement(\"canvas\").getContext(\"2d\");let e=\"\";return(s,i)=>(i!=e&&(e=i,t.font=i),t.measureText(s).width)})();class l{constructor(){this._position={sx:0,sy:0},this.font_size_scale=1,this.align=\"left\",this._base_font_size=13,this._x_anchor=\"left\",this._y_anchor=\"center\"}set base_font_size(t){null!=t&&(this._base_font_size=t)}get base_font_size(){return this._base_font_size}set position(t){this._position=t}get position(){return this._position}infer_text_height(){return\"ascent_descent\"}bbox(){const{p0:t,p1:e,p2:s,p3:i}=this.rect(),n=Math.min(t.x,e.x,s.x,i.x),o=Math.min(t.y,e.y,s.y,i.y),r=Math.max(t.x,e.x,s.x,i.x),a=Math.max(t.y,e.y,s.y,i.y);return new h.BBox({left:n,right:r,top:o,bottom:a})}size(){const{width:t,height:e}=this._size(),{angle:s}=this;if(s){const i=Math.cos(Math.abs(s)),n=Math.sin(Math.abs(s));return{width:Math.abs(t*i+e*n),height:Math.abs(t*n+e*i)}}return{width:t,height:e}}rect(){const t=this._rect(),{angle:e}=this;if(e){const{sx:s,sy:i}=this.position,n=new c.AffineTransform;return n.translate(s,i),n.rotate(e),n.translate(-s,-i),n.apply_rect(t)}return t}paint_rect(t){const{p0:e,p1:s,p2:i,p3:n}=this.rect();t.save(),t.strokeStyle=\"red\",t.lineWidth=1,t.beginPath();const{round:h}=Math;t.moveTo(h(e.x),h(e.y)),t.lineTo(h(s.x),h(s.y)),t.lineTo(h(i.x),h(i.y)),t.lineTo(h(n.x),h(n.y)),t.closePath(),t.stroke(),t.restore()}paint_bbox(t){const{x:e,y:s,width:i,height:n}=this.bbox();t.save(),t.strokeStyle=\"blue\",t.lineWidth=1,t.beginPath();const{round:h}=Math;t.moveTo(h(e),h(s)),t.lineTo(h(e),h(s+n)),t.lineTo(h(e+i),h(s+n)),t.lineTo(h(e+i),h(s)),t.closePath(),t.stroke(),t.restore()}}s.GraphicsBox=l,l.__name__=\"GraphicsBox\";class x extends l{constructor({text:t}){super(),this.text=t}set visuals(t){const e=t.color,s=t.alpha,i=t.font_style;let n=t.font_size;const h=t.font,{font_size_scale:r,base_font_size:a}=this,c=(0,o.parse_css_font_size)(n);if(null!=c){let{value:t,unit:e}=c;t*=r,\"em\"==e&&a&&(t*=a,e=\"px\"),n=`${t}${e}`}const l=`${i} ${n} ${h}`;this.font=l,this.color=(0,_.color2css)(e,s),this.line_height=t.line_height;const x=t.align;this._x_anchor=x;const u=t.baseline;this._y_anchor=(()=>{switch(u){case\"top\":return\"top\";case\"middle\":return\"center\";case\"bottom\":return\"bottom\";default:return\"baseline\"}})()}infer_text_height(){if(this.text.includes(\"\\n\"))return\"ascent_descent\";{function t(t){for(const e of new Set(t))if(!(\"0\"<=e&&e<=\"9\"))switch(e){case\",\":case\".\":case\"+\":case\"-\":case\"\\u2212\":case\"e\":continue;default:return!1}return!0}return t(this.text)?\"cap\":\"ascent_descent\"}}_text_line(t){var e;const s=null!==(e=this.text_height_metric)&&void 0!==e?e:this.infer_text_height(),i=(()=>{switch(s){case\"x\":case\"x_descent\":return t.x_height;case\"cap\":case\"cap_descent\":return t.cap_height;case\"ascent\":case\"ascent_descent\":return t.ascent}})(),n=(()=>{switch(s){case\"x\":case\"cap\":case\"ascent\":return 0;case\"x_descent\":case\"cap_descent\":case\"ascent_descent\":return t.descent}})();return{height:i+n,ascent:i,descent:n}}get nlines(){return this.text.split(\"\\n\").length}_size(){var t,e;const{font:i}=this,n=(0,o.font_metrics)(i),h=(this.line_height-1)*n.height,a=\"\"==this.text,c=this.text.split(\"\\n\"),_=c.length,l=c.map((t=>(0,s.text_width)(t,i))),x=this._text_line(n).height*_,u=\"%\"==(null===(t=this.width)||void 0===t?void 0:t.unit)?this.width.value:1,p=\"%\"==(null===(e=this.height)||void 0===e?void 0:e.unit)?this.height.value:1;return{width:(0,r.max)(l)*u,height:a?0:(x+h*(_-1))*p,metrics:n}}_computed_position(t,e,s){const{width:i,height:n}=t,{sx:h,sy:o,x_anchor:r=this._x_anchor,y_anchor:c=this._y_anchor}=this.position;return{x:h-(()=>{if((0,a.isNumber)(r))return r*i;switch(r){case\"left\":return 0;case\"center\":return.5*i;case\"right\":return i}})(),y:o-(()=>{var t;if((0,a.isNumber)(c))return c*n;switch(c){case\"top\":return 0;case\"center\":return.5*n;case\"bottom\":return n;case\"baseline\":if(1!=s)return.5*n;switch(null!==(t=this.text_height_metric)&&void 0!==t?t:this.infer_text_height()){case\"x\":case\"x_descent\":return e.x_height;case\"cap\":case\"cap_descent\":return e.cap_height;case\"ascent\":case\"ascent_descent\":return e.ascent}}})()}}_rect(){const{width:t,height:e,metrics:s}=this._size(),i=this.text.split(\"\\n\").length,{x:n,y:o}=this._computed_position({width:t,height:e},s,i);return new h.BBox({x:n,y:o,width:t,height:e}).rect}paint(t){var e,i;const{font:n}=this,h=(0,o.font_metrics)(n),a=(this.line_height-1)*h.height,c=this.text.split(\"\\n\"),_=c.length,l=c.map((t=>(0,s.text_width)(t,n))),x=this._text_line(h),u=x.height*_,p=\"%\"==(null===(e=this.width)||void 0===e?void 0:e.unit)?this.width.value:1,f=\"%\"==(null===(i=this.height)||void 0===i?void 0:i.unit)?this.height.value:1,g=(0,r.max)(l)*p,d=(u+a*(_-1))*f;t.save(),t.fillStyle=this.color,t.font=this.font,t.textAlign=\"left\",t.textBaseline=\"alphabetic\";const{sx:b,sy:m}=this.position,{align:y}=this,{angle:w}=this;w&&(t.translate(b,m),t.rotate(w),t.translate(-b,-m));let{x:v,y:z}=this._computed_position({width:g,height:d},h,_);if(\"justify\"==y)for(let e=0;e<_;e++){let i=v;const h=c[e].split(\" \"),o=h.length,_=h.map((t=>(0,s.text_width)(t,n))),l=(g-(0,r.sum)(_))/(o-1);for(let e=0;e<o;e++)t.fillText(h[e],i,z),i+=_[e]+l;z+=x.height+a}else for(let e=0;e<_;e++){const s=v+(()=>{switch(y){case\"left\":return 0;case\"center\":return.5*(g-l[e]);case\"right\":return g-l[e]}})();t.fillStyle=this.color,t.fillText(c[e],s,z+x.ascent),z+=x.height+a}t.restore()}}s.TextBox=x,x.__name__=\"TextBox\";class u extends l{constructor(t,e){super(),this.base=t,this.expo=e}get children(){return[this.base,this.expo]}set base_font_size(t){super.base_font_size=t,this.base.base_font_size=t,this.expo.base_font_size=t}set position(t){this._position=t;const e=this.base.size(),s=this.expo.size(),i=this._shift_scale()*e.height,n=Math.max(e.height,i+s.height);this.base.position={sx:0,x_anchor:\"left\",sy:n,y_anchor:\"bottom\"},this.expo.position={sx:e.width,x_anchor:\"left\",sy:i,y_anchor:\"bottom\"}}get position(){return this._position}set visuals(t){this.expo.font_size_scale=.7,this.base.visuals=t,this.expo.visuals=t}_shift_scale(){if(this.base instanceof x&&1==this.base.nlines){const{x_height:t,cap_height:e}=(0,o.font_metrics)(this.base.font);return t/e}return 2/3}infer_text_height(){return this.base.infer_text_height()}_rect(){const t=this.base.bbox(),e=this.expo.bbox(),s=t.union(e),{x:i,y:n}=this._computed_position();return s.translate(i,n).rect}_size(){const t=this.base.size(),e=this.expo.size();return{width:t.width+e.width,height:Math.max(t.height,this._shift_scale()*t.height+e.height)}}paint(t){t.save();const{angle:e}=this;if(e){const{sx:s,sy:i}=this.position;t.translate(s,i),t.rotate(e),t.translate(-s,-i)}const{x:s,y:i}=this._computed_position();t.translate(s,i),this.base.paint(t),this.expo.paint(t),t.restore()}paint_bbox(t){super.paint_bbox(t);const{x:e,y:s}=this._computed_position();t.save(),t.translate(e,s);for(const e of this.children)e.paint_bbox(t);t.restore()}_computed_position(){const{width:t,height:e}=this._size(),{sx:s,sy:i,x_anchor:n=this._x_anchor,y_anchor:h=this._y_anchor}=this.position;return{x:s-(()=>{if((0,a.isNumber)(n))return n*t;switch(n){case\"left\":return 0;case\"center\":return.5*t;case\"right\":return t}})(),y:i-(()=>{if((0,a.isNumber)(h))return h*e;switch(h){case\"top\":return 0;case\"center\":return.5*e;case\"bottom\":return e;case\"baseline\":return.5*e}})()}}}s.BaseExpo=u,u.__name__=\"BaseExpo\";class p{constructor(t){this.items=t}set base_font_size(t){for(const e of this.items)e.base_font_size=t}get length(){return this.items.length}set visuals(t){for(const e of this.items)e.visuals=t;const e={x:0,cap:1,ascent:2,x_descent:3,cap_descent:4,ascent_descent:5},s=(0,r.max_by)(this.items.map((t=>t.infer_text_height())),(t=>e[t]));for(const t of this.items)t.text_height_metric=s}set angle(t){for(const e of this.items)e.angle=t}max_size(){let t=0,e=0;for(const s of this.items){const i=s.size();t=Math.max(t,i.width),e=Math.max(e,i.height)}return{width:t,height:e}}}s.GraphicsBoxes=p,p.__name__=\"GraphicsBoxes\"},\n",
       "      function _(t,e,n,r,l){r();const a=t(11),c=(()=>{try{return\"undefined\"!=typeof OffscreenCanvas&&null!=new OffscreenCanvas(0,0).getContext(\"2d\")}catch(t){return!1}})()?(t,e)=>new OffscreenCanvas(t,e):(t,e)=>{const n=document.createElement(\"canvas\");return n.width=t,n.height=e,n},o=(()=>{const t=c(0,0).getContext(\"2d\");return e=>{t.font=e;const n=t.measureText(\"M\"),r=t.measureText(\"x\"),l=t.measureText(\"\\xc5\\u015ag|\"),c=l.fontBoundingBoxAscent,o=l.fontBoundingBoxDescent;if(null!=c&&null!=o)return{height:c+o,ascent:c,descent:o,cap_height:n.actualBoundingBoxAscent,x_height:r.actualBoundingBoxAscent};const s=l.actualBoundingBoxAscent,u=l.actualBoundingBoxDescent;if(null!=s&&null!=u)return{height:s+u,ascent:s,descent:u,cap_height:n.actualBoundingBoxAscent,x_height:r.actualBoundingBoxAscent};(0,a.unreachable)()}})(),s=(()=>{const t=c(0,0).getContext(\"2d\");return(e,n)=>{t.font=n;const r=t.measureText(e),l=r.actualBoundingBoxAscent,c=r.actualBoundingBoxDescent;if(null!=l&&null!=c)return{width:r.width,height:l+c,ascent:l,descent:c};(0,a.unreachable)()}})(),u=(()=>{const t=document.createElement(\"canvas\"),e=t.getContext(\"2d\");let n=-1,r=-1;return(l,a=1)=>{e.font=l;const{width:c}=e.measureText(\"M\"),o=c*a,s=Math.ceil(o),u=Math.ceil(2*o),i=Math.ceil(1.5*o);n<s&&(n=s,t.width=s),r<u&&(r=u,t.height=u),e.save(),e.scale(a,a),e.fillStyle=\"#f00\",e.fillRect(0,0,s,u);const f=t=>{let e=0;for(let n=0;n<=i;n++)for(let r=0;r<s;r++,e+=4)if(255!=t[e])return i-n;return 0};e.font=l,e.fillStyle=\"#000\";for(const t of\"xa\")e.fillText(t,0,i/a);const{data:h}=e.getImageData(0,0,s,u),g=f(h)/a;for(const t of\"ASQ\")e.fillText(t,0,i/a);const{data:d}=e.getImageData(0,0,s,u),x=f(d)/a;for(const t of\"\\xc5\\u015agy\")e.fillText(t,0,i/a);const{data:m}=e.getImageData(0,0,s,u),B=f(m)/a,w=(t=>{let e=t.length-4;for(let n=u;n>=i;n--)for(let r=0;r<s;r++,e-=4)if(255!=t[e])return n-i;return 0})(m)/a;return e.restore(),{height:B+w,ascent:B,cap_height:x,x_height:g,descent:w}}})(),i=(()=>{const t=document.createElement(\"canvas\"),e=t.getContext(\"2d\");let n=-1,r=-1;return(l,a,c=1)=>{e.font=a;const{width:o}=e.measureText(\"M\"),s=o*c,u=Math.ceil(s),i=Math.ceil(2*s),f=Math.ceil(1.5*s);(n<u||r<i)&&(n=u,t.width=u,r=i,t.height=i),e.save(),e.scale(c,c),e.fillStyle=\"#f00\",e.fillRect(0,0,u,i);e.font=a,e.fillStyle=\"#000\",e.fillText(l,0,f/c);const h=e.measureText(l),{data:g}=e.getImageData(0,0,u,i),d=(t=>{let e=0;for(let n=0;n<=f;n++)for(let r=0;r<u;r++,e+=4)if(255!=t[e])return f-n;return 0})(g)/c,x=(t=>{let e=t.length-4;for(let n=i;n>=f;n--)for(let r=0;r<u;r++,e-=4)if(255!=t[e])return n-f;return 0})(g)/c;return e.restore(),{width:h.width,height:d+x,ascent:d,descent:x}}})(),f=(()=>{try{return o(\"normal 10px sans-serif\"),o}catch(t){return u}})(),h=(()=>{try{return s(\"A\",\"normal 10px sans-serif\"),s}catch(t){return i}})(),g=new Map;function d(t){let e=g.get(t);return null==e&&(e={font:f(t),glyphs:new Map},g.set(t,e)),e.font}n.font_metrics=d,n.glyph_metrics=function(t,e){let n=g.get(e);null==n&&(d(e),n=g.get(e));let r=n.glyphs.get(t);return null==r&&(r=h(t,e),n.glyphs.set(t,r)),r},n.parse_css_font_size=function(t){const e=t.match(/^\\s*(\\d+(\\.\\d+)?)(\\w+)\\s*$/);if(null!=e){const[,t,,n]=e,r=Number(t);if(isFinite(r))return{value:r,unit:n}}return null}},\n",
       "      function _(t,s,r,n,i){n();const{sin:e,cos:a}=Math;class h{constructor(t=1,s=0,r=0,n=1,i=0,e=0){this.a=t,this.b=s,this.c=r,this.d=n,this.e=i,this.f=e}toString(){const{a:t,b:s,c:r,d:n,e:i,f:e}=this;return`matrix(${t}, ${s}, ${r}, ${n}, ${i}, ${e})`}static from_DOMMatrix(t){const{a:s,b:r,c:n,d:i,e,f:a}=t;return new h(s,r,n,i,e,a)}to_DOMMatrix(){const{a:t,b:s,c:r,d:n,e:i,f:e}=this;return new DOMMatrix([t,s,r,n,i,e])}clone(){const{a:t,b:s,c:r,d:n,e:i,f:e}=this;return new h(t,s,r,n,i,e)}get is_identity(){const{a:t,b:s,c:r,d:n,e:i,f:e}=this;return 1==t&&0==s&&0==r&&1==n&&0==i&&0==e}apply_point(t){const[s,r]=this.apply(t.x,t.y);return{x:s,y:r}}apply_rect(t){return{p0:this.apply_point(t.p0),p1:this.apply_point(t.p1),p2:this.apply_point(t.p2),p3:this.apply_point(t.p3)}}apply(t,s){const{a:r,b:n,c:i,d:e,e:a,f:h}=this;return[r*t+i*s+a,n*t+e*s+h]}iv_apply(t,s){const{a:r,b:n,c:i,d:e,e:a,f:h}=this,c=t.length;for(let o=0;o<c;o++){const c=t[o],p=s[o];t[o]=r*c+i*p+a,s[o]=n*c+e*p+h}}transform(t,s,r,n,i,e){const{a,b:h,c,d:o,e:p,f}=this;return this.a=a*t+c*s,this.c=a*r+c*n,this.e=a*i+c*e+p,this.b=h*t+o*s,this.d=h*r+o*n,this.f=h*i+o*e+f,this}translate(t,s){return this.transform(1,0,0,1,t,s)}scale(t,s){return this.transform(t,0,0,s,0,0)}skew(t,s){return this.transform(1,s,t,1,0,0)}rotate(t){const s=e(t),r=a(t);return this.transform(r,s,-s,r,0,0)}rotate_ccw(t){return this.rotate(-t)}translate_x(t){return this.translate(t,0)}translate_y(t){return this.translate(0,t)}flip(){return this.scale(-1,-1)}flip_x(){return this.scale(1,-1)}flip_y(){return this.scale(-1,1)}}r.AffineTransform=h,h.__name__=\"AffineTransform\"},\n",
       "      function _(t,e,i,l,r){l();const a=t(124),o=t(125),n=t(8),h=Math.PI/2,s={above:{parallel:0,normal:-h,horizontal:0,vertical:-h},below:{parallel:0,normal:h,horizontal:0,vertical:h},left:{parallel:-h,normal:0,horizontal:0,vertical:-h},right:{parallel:h,normal:0,horizontal:0,vertical:h}},c={above:{parallel:\"bottom\",normal:\"center\",horizontal:\"bottom\",vertical:\"center\"},below:{parallel:\"top\",normal:\"center\",horizontal:\"top\",vertical:\"center\"},left:{parallel:\"bottom\",normal:\"center\",horizontal:\"center\",vertical:\"bottom\"},right:{parallel:\"bottom\",normal:\"center\",horizontal:\"center\",vertical:\"bottom\"}},g={above:{parallel:\"center\",normal:\"left\",horizontal:\"center\",vertical:\"left\"},below:{parallel:\"center\",normal:\"left\",horizontal:\"center\",vertical:\"left\"},left:{parallel:\"center\",normal:\"right\",horizontal:\"right\",vertical:\"center\"},right:{parallel:\"center\",normal:\"left\",horizontal:\"left\",vertical:\"center\"}},_={above:\"right\",below:\"left\",left:\"right\",right:\"left\"},b={above:\"left\",below:\"right\",left:\"right\",right:\"left\"};class z{constructor(t){this.side=t}get dimension(){return\"above\"==this.side||\"below\"==this.side?0:1}get normals(){switch(this.side){case\"above\":return[0,-1];case\"below\":return[0,1];case\"left\":return[-1,0];case\"right\":return[1,0]}}get orientation(){return this.is_horizontal?\"horizontal\":\"vertical\"}get is_horizontal(){return 0==this.dimension}get is_vertical(){return 1==this.dimension}get_label_text_heuristics(t){const{side:e}=this;return(0,n.isString)(t)?{vertical_align:c[e][t],align:g[e][t]}:{vertical_align:\"center\",align:(t<0?_:b)[e]}}get_label_angle_heuristic(t){return(0,n.isString)(t)?s[this.side][t]:-t}}i.Panel=z,z.__name__=\"Panel\";class m extends o.ContentLayoutable{constructor(t,e,i=!1){super(),this.panel=t,this.get_size=e,this.rotate=i,this.panel.is_horizontal?this.set_sizing({width_policy:\"max\",height_policy:\"fixed\"}):this.set_sizing({width_policy:\"fixed\",height_policy:\"max\"})}_content_size(){const{width:t,height:e}=this.get_size();return!this.rotate||this.panel.is_horizontal?new a.Sizeable({width:t,height:e}):new a.Sizeable({width:e,height:t})}has_size_changed(){const{width:t,height:e}=this._content_size();return this.panel.is_horizontal?this.bbox.height!=e:this.bbox.width!=t}}i.SideLayout=m,m.__name__=\"SideLayout\"},\n",
       "      function _(h,t,i,e,w){e();const n=h(21),{min:d,max:s}=Math;class g{constructor(h={}){this.width=null!=h.width?h.width:0,this.height=null!=h.height?h.height:0}bounded_to({width:h,height:t}){return new g({width:this.width==1/0&&null!=h?h:this.width,height:this.height==1/0&&null!=t?t:this.height})}expanded_to({width:h,height:t}){return new g({width:h!=1/0?s(this.width,h):this.width,height:t!=1/0?s(this.height,t):this.height})}expand_to({width:h,height:t}){this.width=s(this.width,h),this.height=s(this.height,t)}narrowed_to({width:h,height:t}){return new g({width:d(this.width,h),height:d(this.height,t)})}narrow_to({width:h,height:t}){this.width=d(this.width,h),this.height=d(this.height,t)}grow_by({left:h,right:t,top:i,bottom:e}){const w=this.width+h+t,n=this.height+i+e;return new g({width:w,height:n})}shrink_by({left:h,right:t,top:i,bottom:e}){const w=s(this.width-h-t,0),n=s(this.height-i-e,0);return new g({width:w,height:n})}map(h,t){return new g({width:h(this.width),height:(null!=t?t:h)(this.height)})}}i.Sizeable=g,g.__name__=\"Sizeable\",i.SizingPolicy=(0,n.Enum)(\"fixed\",\"fit\",\"min\",\"max\")},\n",
       "      function _(i,t,h,e,n){e();const s=i(124),r=i(65),g=i(8),{min:l,max:a,round:_}=Math;class o{constructor(){this.absolute=!1,this._bbox=new r.BBox,this._inner_bbox=new r.BBox,this._dirty=!1,this._handlers=[]}*[Symbol.iterator](){}get bbox(){return this._bbox}get inner_bbox(){return this._inner_bbox}get sizing(){return this._sizing}set visible(i){this._sizing.visible=i,this._dirty=!0}set_sizing(i){var t,h,e,n,s;const r=null!==(t=i.width_policy)&&void 0!==t?t:\"fit\",g=i.width,l=i.min_width,a=i.max_width,_=null!==(h=i.height_policy)&&void 0!==h?h:\"fit\",o=i.height,d=i.min_height,u=i.max_height,c=i.aspect,w=null!==(e=i.margin)&&void 0!==e?e:{top:0,right:0,bottom:0,left:0},m=!1!==i.visible,x=null!==(n=i.halign)&&void 0!==n?n:\"start\",b=null!==(s=i.valign)&&void 0!==s?s:\"start\";this._sizing={width_policy:r,min_width:l,width:g,max_width:a,height_policy:_,min_height:d,height:o,max_height:u,aspect:c,margin:w,visible:m,halign:x,valign:b,size:{width:g,height:o}},this._init()}_init(){}_set_geometry(i,t){this._bbox=i,this._inner_bbox=t}set_geometry(i,t){const{fixup_geometry:h}=this;null!=h&&([i,t]=h(i,t)),this._set_geometry(i,null!=t?t:i);for(const i of this._handlers)i(this._bbox,this._inner_bbox)}on_resize(i){this._handlers.push(i)}is_width_expanding(){return\"max\"==this.sizing.width_policy}is_height_expanding(){return\"max\"==this.sizing.height_policy}apply_aspect(i,{width:t,height:h}){const{aspect:e}=this.sizing;if(null!=e){const{width_policy:n,height_policy:s}=this.sizing,r=(i,t)=>{const h={max:4,fit:3,min:2,fixed:1};return h[i]>h[t]};if(\"fixed\"!=n&&\"fixed\"!=s)if(n==s){const n=t,s=_(t/e),r=_(h*e),g=h;Math.abs(i.width-n)+Math.abs(i.height-s)<=Math.abs(i.width-r)+Math.abs(i.height-g)?(t=n,h=s):(t=r,h=g)}else r(n,s)?h=_(t/e):t=_(h*e);else\"fixed\"==n?h=_(t/e):\"fixed\"==s&&(t=_(h*e))}return{width:t,height:h}}measure(i){if(!this.sizing.visible)return{width:0,height:0};const t=i=>\"fixed\"==this.sizing.width_policy&&null!=this.sizing.width?this.sizing.width:i,h=i=>\"fixed\"==this.sizing.height_policy&&null!=this.sizing.height?this.sizing.height:i,e=new s.Sizeable(i).shrink_by(this.sizing.margin).map(t,h),n=this._measure(e),r=this.clip_size(n,e),g=t(r.width),l=h(r.height),a=this.apply_aspect(e,{width:g,height:l});return Object.assign(Object.assign({},n),a)}compute(i={}){const t=this.measure({width:null!=i.width&&this.is_width_expanding()?i.width:1/0,height:null!=i.height&&this.is_height_expanding()?i.height:1/0}),{width:h,height:e}=t,n=new r.BBox({left:0,top:0,width:h,height:e});let s;if(null!=t.inner){const{left:i,top:n,right:g,bottom:l}=t.inner;s=new r.BBox({left:i,top:n,right:h-g,bottom:e-l})}this.set_geometry(n,s)}get xview(){return this.bbox.xview}get yview(){return this.bbox.yview}clip_size(i,t){function h(i,t,h,e){return null==h?h=0:(0,g.isNumber)(h)||(h=Math.round(h.percent*t)),null==e?e=1/0:(0,g.isNumber)(e)||(e=Math.round(e.percent*t)),a(h,l(i,e))}return{width:h(i.width,t.width,this.sizing.min_width,this.sizing.max_width),height:h(i.height,t.height,this.sizing.min_height,this.sizing.max_height)}}has_size_changed(){const{_dirty:i}=this;return this._dirty=!1,i}}h.Layoutable=o,o.__name__=\"Layoutable\";class d extends o{_measure(i){const{width_policy:t,height_policy:h}=this.sizing;return{width:(()=>{const{width:h}=this.sizing;if(i.width==1/0)return null!=h?h:0;switch(t){case\"fixed\":return null!=h?h:0;case\"min\":return null!=h?l(i.width,h):0;case\"fit\":return null!=h?l(i.width,h):i.width;case\"max\":return null!=h?a(i.width,h):i.width}})(),height:(()=>{const{height:t}=this.sizing;if(i.height==1/0)return null!=t?t:0;switch(h){case\"fixed\":return null!=t?t:0;case\"min\":return null!=t?l(i.height,t):0;case\"fit\":return null!=t?l(i.height,t):i.height;case\"max\":return null!=t?a(i.height,t):i.height}})()}}}h.LayoutItem=d,d.__name__=\"LayoutItem\";class u extends o{_measure(i){const t=this._content_size(),h=i.bounded_to(this.sizing.size).bounded_to(t);return{width:(()=>{switch(this.sizing.width_policy){case\"fixed\":return null!=this.sizing.width?this.sizing.width:t.width;case\"min\":return t.width;case\"fit\":return h.width;case\"max\":return Math.max(t.width,h.width)}})(),height:(()=>{switch(this.sizing.height_policy){case\"fixed\":return null!=this.sizing.height?this.sizing.height:t.height;case\"min\":return t.height;case\"fit\":return h.height;case\"max\":return Math.max(t.height,h.height)}})()}}}h.ContentLayoutable=u,u.__name__=\"ContentLayoutable\"},\n",
       "      function _(e,t,s,a,_){a();const r=e(62),n=e(61),g=e(58),i=e(63),c=e(67),h=e(65),l=e(13),o=e(11);class x{constructor(e,t,s,a,_={},r={},n={},g={}){this.in_x_scale=e,this.in_y_scale=t,this.x_range=s,this.y_range=a,this.extra_x_ranges=_,this.extra_y_ranges=r,this.extra_x_scales=n,this.extra_y_scales=g,this._bbox=new h.BBox,(0,o.assert)(null==e.source_range&&null==e.target_range),(0,o.assert)(null==t.source_range&&null==t.target_range),this._configure_scales()}get bbox(){return this._bbox}_get_ranges(e,t){return new Map((0,l.entries)(Object.assign(Object.assign({},t),{default:e})))}_get_scales(e,t,s,a){var _;const g=new Map((0,l.entries)(Object.assign(Object.assign({},t),{default:e}))),h=new Map;for(const[t,l]of s){if(l instanceof c.FactorRange!=e instanceof r.CategoricalScale)throw new Error(`Range ${l.type} is incompatible is Scale ${e.type}`);e instanceof n.LogScale&&l instanceof i.DataRange1d&&(l.scale_hint=\"log\");const s=(null!==(_=g.get(t))&&void 0!==_?_:e).clone();s.setv({source_range:l,target_range:a}),h.set(t,s)}return h}_configure_frame_ranges(){const{bbox:e}=this;this._x_target=new g.Range1d({start:e.left,end:e.right}),this._y_target=new g.Range1d({start:e.bottom,end:e.top})}_configure_scales(){this._configure_frame_ranges(),this._x_ranges=this._get_ranges(this.x_range,this.extra_x_ranges),this._y_ranges=this._get_ranges(this.y_range,this.extra_y_ranges),this._x_scales=this._get_scales(this.in_x_scale,this.extra_x_scales,this._x_ranges,this._x_target),this._y_scales=this._get_scales(this.in_y_scale,this.extra_y_scales,this._y_ranges,this._y_target)}_update_scales(){this._configure_frame_ranges();for(const[,e]of this._x_scales)e.target_range=this._x_target;for(const[,e]of this._y_scales)e.target_range=this._y_target}set_geometry(e){this._bbox=e,this._update_scales()}get x_target(){return this._x_target}get y_target(){return this._y_target}get x_ranges(){return this._x_ranges}get y_ranges(){return this._y_ranges}get x_scales(){return this._x_scales}get y_scales(){return this._y_scales}get x_scale(){return this._x_scales.get(\"default\")}get y_scale(){return this._y_scales.get(\"default\")}get xscales(){return(0,l.to_object)(this.x_scales)}get yscales(){return(0,l.to_object)(this.y_scales)}}s.CartesianFrame=x,x.__name__=\"CartesianFrame\"},\n",
       "      function _(i,s,x,A,o){A(),o(\"Axis\",i(128).Axis),o(\"CategoricalAxis\",i(140).CategoricalAxis),o(\"ContinuousAxis\",i(143).ContinuousAxis),o(\"DatetimeAxis\",i(144).DatetimeAxis),o(\"LinearAxis\",i(145).LinearAxis),o(\"LogAxis\",i(162).LogAxis),o(\"MercatorAxis\",i(165).MercatorAxis)},\n",
       "      function _(t,e,i,s,a){s();const o=t(1);var l;const n=t(129),_=t(130),r=t(131),h=t(132),c=(0,o.__importStar)(t(48)),b=t(20),u=t(24),m=t(123),d=t(9),x=t(13),f=t(8),g=t(120),p=t(67),v=t(133),w=t(113),j=t(11),k=t(8),y=t(134),{abs:z}=Math;class M extends n.GuideRendererView{constructor(){super(...arguments),this._axis_label_view=null,this._major_label_views=new Map}async lazy_initialize(){await super.lazy_initialize(),await this._init_axis_label(),await this._init_major_labels()}async _init_axis_label(){const{axis_label:t}=this.model;if(null!=t){const e=(0,k.isString)(t)?(0,y.parse_delimited_string)(t):t;this._axis_label_view=await(0,w.build_view)(e,{parent:this})}else this._axis_label_view=null}async _init_major_labels(){const{major_label_overrides:t}=this.model;for(const[e,i]of(0,x.entries)(t)){const t=(0,k.isString)(i)?(0,y.parse_delimited_string)(i):i;this._major_label_views.set(e,await(0,w.build_view)(t,{parent:this}))}}update_layout(){this.layout=new m.SideLayout(this.panel,(()=>this.get_size()),!0),this.layout.on_resize((()=>this._coordinates=void 0))}get_size(){const{visible:t,fixed_location:e}=this.model;if(t&&null==e&&this.is_renderable){const{extents:t}=this;return{width:0,height:Math.round(t.tick+t.tick_label+t.axis_label)}}return{width:0,height:0}}get is_renderable(){const[t,e]=this.ranges;return t.is_valid&&e.is_valid}_render(){var t;if(!this.is_renderable)return;const{tick_coords:e,extents:i}=this,s=this.layer.ctx;s.save(),this._draw_rule(s,i),this._draw_major_ticks(s,i,e),this._draw_minor_ticks(s,i,e),this._draw_major_labels(s,i,e),this._draw_axis_label(s,i,e),null===(t=this._paint)||void 0===t||t.call(this,s,i,e),s.restore()}connect_signals(){super.connect_signals();const{axis_label:t,major_label_overrides:e}=this.model.properties;this.on_change(t,(async()=>{var t;null===(t=this._axis_label_view)||void 0===t||t.remove(),await this._init_axis_label()})),this.on_change(e,(async()=>{for(const t of this._major_label_views.values())t.remove();await this._init_major_labels()})),this.connect(this.model.change,(()=>this.plot_view.request_layout()))}get needs_clip(){return null!=this.model.fixed_location}_draw_rule(t,e){if(!this.visuals.axis_line.doit)return;const[i,s]=this.rule_coords,[a,o]=this.coordinates.map_to_screen(i,s),[l,n]=this.normals,[_,r]=this.offsets;this.visuals.axis_line.set_value(t),t.beginPath();for(let e=0;e<a.length;e++){const i=Math.round(a[e]+l*_),s=Math.round(o[e]+n*r);t.lineTo(i,s)}t.stroke()}_draw_major_ticks(t,e,i){const s=this.model.major_tick_in,a=this.model.major_tick_out,o=this.visuals.major_tick_line;this._draw_ticks(t,i.major,s,a,o)}_draw_minor_ticks(t,e,i){const s=this.model.minor_tick_in,a=this.model.minor_tick_out,o=this.visuals.minor_tick_line;this._draw_ticks(t,i.minor,s,a,o)}_draw_major_labels(t,e,i){const s=i.major,a=this.compute_labels(s[this.dimension]),o=this.model.major_label_orientation,l=e.tick+this.model.major_label_standoff,n=this.visuals.major_label_text;this._draw_oriented_labels(t,a,s,o,this.panel.side,l,n)}_axis_label_extent(){if(null==this._axis_label_view)return 0;const t=this._axis_label_view.graphics();t.visuals=this.visuals.axis_label_text.values(),t.angle=this.panel.get_label_angle_heuristic(\"parallel\"),(0,f.isNumber)(this.plot_view.base_font_size)&&(t.base_font_size=this.plot_view.base_font_size);const e=t.size(),i=0==this.dimension?e.height:e.width,s=this.model.axis_label_standoff;return i>0?s+i+3:0}_draw_axis_label(t,e,i){if(null==this._axis_label_view||null!=this.model.fixed_location)return;const[s,a]=(()=>{const{bbox:t}=this.layout;switch(this.panel.side){case\"above\":return[t.hcenter,t.bottom];case\"below\":return[t.hcenter,t.top];case\"left\":return[t.right,t.vcenter];case\"right\":return[t.left,t.vcenter]}})(),[o,l]=this.normals,n=e.tick+e.tick_label+this.model.axis_label_standoff,{vertical_align:_,align:r}=this.panel.get_label_text_heuristics(\"parallel\"),h={sx:s+o*n,sy:a+l*n,x_anchor:r,y_anchor:_},c=this._axis_label_view.graphics();c.visuals=this.visuals.axis_label_text.values(),c.angle=this.panel.get_label_angle_heuristic(\"parallel\"),this.plot_view.base_font_size&&(c.base_font_size=this.plot_view.base_font_size),c.position=h,c.align=r,c.paint(t)}_draw_ticks(t,e,i,s,a){if(!a.doit)return;const[o,l]=e,[n,_]=this.coordinates.map_to_screen(o,l),[r,h]=this.normals,[c,b]=this.offsets,[u,m]=[r*(c-i),h*(b-i)],[d,x]=[r*(c+s),h*(b+s)];a.set_value(t),t.beginPath();for(let e=0;e<n.length;e++){const i=Math.round(n[e]+d),s=Math.round(_[e]+x),a=Math.round(n[e]+u),o=Math.round(_[e]+m);t.moveTo(i,s),t.lineTo(a,o)}t.stroke()}_draw_oriented_labels(t,e,i,s,a,o,l){if(!l.doit||0==e.length)return;const[n,_]=i,[r,h]=this.coordinates.map_to_screen(n,_),[c,b]=this.offsets,[m,d]=this.normals,x=m*(c+o),f=d*(b+o),{vertical_align:p,align:v}=this.panel.get_label_text_heuristics(s),w=this.panel.get_label_angle_heuristic(s);e.visuals=l.values(),e.angle=w,e.base_font_size=this.plot_view.base_font_size;for(let t=0;t<e.length;t++){const i=e.items[t];i.position={sx:r[t]+x,sy:h[t]+f,x_anchor:v,y_anchor:p},i instanceof g.TextBox&&(i.align=v)}const j=e.length,k=u.Indices.all_set(j),{items:y}=e,z=y.map((t=>t.bbox())),M=(()=>{const[t]=this.ranges;return t.is_reversed?0==this.dimension?(t,e)=>z[t].left-z[e].right:(t,e)=>z[e].top-z[t].bottom:0==this.dimension?(t,e)=>z[e].left-z[t].right:(t,e)=>z[t].top-z[e].bottom})(),{major_label_policy:O}=this.model,T=O.filter(k,z,M),A=[...T.ones()];if(0!=A.length){const t=this.parent.canvas_view.bbox,e=e=>{const i=z[e];if(i.left<0){const t=-i.left,{position:s}=y[e];y[e].position=Object.assign(Object.assign({},s),{sx:s.sx+t})}else if(i.right>t.width){const s=i.right-t.width,{position:a}=y[e];y[e].position=Object.assign(Object.assign({},a),{sx:a.sx-s})}},i=e=>{const i=z[e];if(i.top<0){const t=-i.top,{position:s}=y[e];y[e].position=Object.assign(Object.assign({},s),{sy:s.sy+t})}else if(i.bottom>t.height){const s=i.bottom-t.height,{position:a}=y[e];y[e].position=Object.assign(Object.assign({},a),{sy:a.sy-s})}},s=A[0],a=A[A.length-1];0==this.dimension?(e(s),e(a)):(i(s),i(a))}for(const e of T){y[e].paint(t)}}_tick_extent(){return this.model.major_tick_out}_tick_label_extents(){const t=this.tick_coords.major,e=this.compute_labels(t[this.dimension]),i=this.model.major_label_orientation,s=this.model.major_label_standoff,a=this.visuals.major_label_text;return[this._oriented_labels_extent(e,i,s,a)]}get extents(){const t=this._tick_label_extents();return{tick:this._tick_extent(),tick_labels:t,tick_label:(0,d.sum)(t),axis_label:this._axis_label_extent()}}_oriented_labels_extent(t,e,i,s){if(0==t.length||!s.doit)return 0;const a=this.panel.get_label_angle_heuristic(e);t.visuals=s.values(),t.angle=a,t.base_font_size=this.plot_view.base_font_size;const o=t.max_size(),l=0==this.dimension?o.height:o.width;return l>0?i+l+3:0}get normals(){return this.panel.normals}get dimension(){return this.panel.dimension}compute_labels(t){const e=this.model.formatter.format_graphics(t,this),{_major_label_views:i}=this,s=new Set;for(let a=0;a<t.length;a++){const o=i.get(t[a].toString());null!=o&&(s.add(o),e[a]=o.graphics())}for(const t of this._major_label_views.values())s.has(t)||(t._has_finished=!0);return new g.GraphicsBoxes(e)}get offsets(){if(null!=this.model.fixed_location)return[0,0];const{frame:t}=this.plot_view;let[e,i]=[0,0];switch(this.panel.side){case\"below\":i=z(this.layout.bbox.top-t.bbox.bottom);break;case\"above\":i=z(this.layout.bbox.bottom-t.bbox.top);break;case\"right\":e=z(this.layout.bbox.left-t.bbox.right);break;case\"left\":e=z(this.layout.bbox.right-t.bbox.left)}return[e,i]}get ranges(){const t=this.dimension,e=(t+1)%2,{ranges:i}=this.coordinates;return[i[t],i[e]]}get computed_bounds(){const[t]=this.ranges,e=this.model.bounds,i=[t.min,t.max];if(\"auto\"==e)return[t.min,t.max];{let t,s;const[a,o]=e,[l,n]=i,{min:_,max:r}=Math;return z(a-o)>z(l-n)?(t=r(_(a,o),l),s=_(r(a,o),n)):(t=_(a,o),s=r(a,o)),[t,s]}}get rule_coords(){const t=this.dimension,e=(t+1)%2,[i]=this.ranges,[s,a]=this.computed_bounds,o=[new Array(2),new Array(2)];return o[t][0]=Math.max(s,i.min),o[t][1]=Math.min(a,i.max),o[t][0]>o[t][1]&&(o[t][0]=o[t][1]=NaN),o[e][0]=this.loc,o[e][1]=this.loc,o}get tick_coords(){const t=this.dimension,e=(t+1)%2,[i]=this.ranges,[s,a]=this.computed_bounds,o=this.model.ticker.get_ticks(s,a,i,this.loc),l=o.major,n=o.minor,_=[[],[]],r=[[],[]],[h,c]=[i.min,i.max];for(let i=0;i<l.length;i++)l[i]<h||l[i]>c||(_[t].push(l[i]),_[e].push(this.loc));for(let i=0;i<n.length;i++)n[i]<h||n[i]>c||(r[t].push(n[i]),r[e].push(this.loc));return{major:_,minor:r}}get loc(){const{fixed_location:t}=this.model;if(null!=t){if((0,f.isNumber)(t))return t;const[,e]=this.ranges;if(e instanceof p.FactorRange)return e.synthetic(t);(0,j.unreachable)()}const[,e]=this.ranges;switch(this.panel.side){case\"left\":case\"below\":return e.start;case\"right\":case\"above\":return e.end}}serializable_state(){return Object.assign(Object.assign({},super.serializable_state()),{bbox:this.layout.bbox.box})}remove(){var t;null===(t=this._axis_label_view)||void 0===t||t.remove();for(const t of this._major_label_views.values())t.remove();super.remove()}has_finished(){if(!super.has_finished())return!1;if(null!=this._axis_label_view&&!this._axis_label_view.has_finished())return!1;for(const t of this._major_label_views.values())if(!t.has_finished())return!1;return!0}}i.AxisView=M,M.__name__=\"AxisView\";class O extends n.GuideRenderer{constructor(t){super(t)}}i.Axis=O,l=O,O.__name__=\"Axis\",l.prototype.default_view=M,l.mixins([[\"axis_\",c.Line],[\"major_tick_\",c.Line],[\"minor_tick_\",c.Line],[\"major_label_\",c.Text],[\"axis_label_\",c.Text]]),l.define((({Any:t,Int:e,Number:i,String:s,Ref:a,Dict:o,Tuple:l,Or:n,Nullable:c,Auto:u})=>({bounds:[n(l(i,i),u),\"auto\"],ticker:[a(_.Ticker)],formatter:[a(r.TickFormatter)],axis_label:[c(n(s,a(v.BaseText))),null],axis_label_standoff:[e,5],major_label_standoff:[e,5],major_label_orientation:[n(b.TickLabelOrientation,i),\"horizontal\"],major_label_overrides:[o(n(s,a(v.BaseText))),{}],major_label_policy:[a(h.LabelingPolicy),()=>new h.AllLabels],major_tick_in:[i,2],major_tick_out:[i,6],minor_tick_in:[i,0],minor_tick_out:[i,4],fixed_location:[c(n(i,t)),null]}))),l.override({axis_line_color:\"black\",major_tick_line_color:\"black\",minor_tick_line_color:\"black\",major_label_text_font_size:\"11px\",major_label_text_align:\"center\",major_label_text_baseline:\"alphabetic\",axis_label_text_font_size:\"13px\",axis_label_text_font_style:\"italic\"})},\n",
       "      function _(e,r,d,n,i){var s;n();const _=e(41);class u extends _.RendererView{}d.GuideRendererView=u,u.__name__=\"GuideRendererView\";class c extends _.Renderer{constructor(e){super(e)}}d.GuideRenderer=c,s=c,c.__name__=\"GuideRenderer\",s.override({level:\"guide\"})},\n",
       "      function _(c,e,n,s,o){s();const r=c(53);class t extends r.Model{constructor(c){super(c)}}n.Ticker=t,t.__name__=\"Ticker\"},\n",
       "      function _(t,o,r,e,c){e();const n=t(53),a=t(120);class m extends n.Model{constructor(t){super(t)}format_graphics(t,o){return this.doFormat(t,o).map((t=>new a.TextBox({text:t})))}compute(t,o){return this.doFormat([t],null!=o?o:{loc:0})[0]}v_compute(t,o){return this.doFormat(t,null!=o?o:{loc:0})}}r.TickFormatter=m,m.__name__=\"TickFormatter\"},\n",
       "      function _(e,n,s,t,i){var c,r;t();const l=e(53),o=e(13),a=e(34),u=e(8),d=e(24);class _ extends l.Model{constructor(e){super(e)}}s.LabelingPolicy=_,_.__name__=\"LabelingPolicy\";class f extends _{constructor(e){super(e)}filter(e,n,s){return e}}s.AllLabels=f,f.__name__=\"AllLabels\";class m extends _{constructor(e){super(e)}filter(e,n,s){const{min_distance:t}=this;let i=null;for(const n of e)null!=i&&s(i,n)<t?e.unset(n):i=n;return e}}s.NoOverlap=m,c=m,m.__name__=\"NoOverlap\",c.define((({Number:e})=>({min_distance:[e,5]})));class b extends _{constructor(e){super(e)}get names(){return(0,o.keys)(this.args)}get values(){return(0,o.values)(this.args)}get func(){const e=(0,a.use_strict)(this.code);return new d.GeneratorFunction(\"indices\",\"bboxes\",\"distance\",...this.names,e)}filter(e,n,s){const t=Object.create(null),i=this.func.call(t,e,n,s,...this.values);let c=i.next();if(c.done&&void 0!==c.value){const{value:n}=c;return n instanceof d.Indices?n:void 0===n?e:(0,u.isIterable)(n)?d.Indices.from_indices(e.size,n):d.Indices.all_unset(e.size)}{const n=[];do{n.push(c.value),c=i.next()}while(!c.done);return d.Indices.from_indices(e.size,n)}}}s.CustomLabelingPolicy=b,r=b,b.__name__=\"CustomLabelingPolicy\",r.define((({Unknown:e,String:n,Dict:s})=>({args:[s(e),{}],code:[n,\"\"]})))},\n",
       "      function _(e,s,t,n,a){var _;n();const x=e(53),c=e(42);class i extends c.View{}t.BaseTextView=i,i.__name__=\"BaseTextView\";class o extends x.Model{constructor(e){super(e)}}t.BaseText=o,_=o,o.__name__=\"BaseText\",_.define((({String:e})=>({text:[e]})))},\n",
       "      function _(n,e,t,i,r){i();const s=n(135),l=n(139),d=[{start:\"$$\",end:\"$$\",inline:!1},{start:\"\\\\[\",end:\"\\\\]\",inline:!1},{start:\"\\\\(\",end:\"\\\\)\",inline:!0}];t.parse_delimited_string=function(n){for(const e of d){const t=n.indexOf(e.start),i=t+e.start.length;if(0==t){const t=n.indexOf(e.end,i),r=t;if(t==n.length-e.end.length)return new s.TeX({text:n.slice(i,r),inline:e.inline});break}}return new l.PlainText({text:n})}},\n",
       "      function _(t,e,s,i,n){var o,r,a;i();const h=t(8),_=t(136),l=t(22),c=t(120),d=t(121),u=t(122),g=t(65),p=t(133),x=t(137);class m extends p.BaseTextView{constructor(){super(...arguments),this._position={sx:0,sy:0},this.align=\"left\",this._x_anchor=\"left\",this._y_anchor=\"center\",this._base_font_size=13,this.font_size_scale=1,this.svg_image=null}graphics(){return this}infer_text_height(){return\"ascent_descent\"}set base_font_size(t){null!=t&&(this._base_font_size=t)}get base_font_size(){return this._base_font_size}get has_image_loaded(){return null!=this.svg_image}_rect(){const{width:t,height:e}=this._size(),{x:s,y:i}=this._computed_position();return new g.BBox({x:s,y:i,width:t,height:e}).rect}set position(t){this._position=t}get position(){return this._position}get text(){return this.model.text}get provider(){return x.default_provider}async lazy_initialize(){await super.lazy_initialize(),\"not_started\"==this.provider.status&&await this.provider.fetch(),\"not_started\"!=this.provider.status&&\"loading\"!=this.provider.status||this.provider.ready.connect((()=>this.load_image())),\"loaded\"==this.provider.status&&await this.load_image()}connect_signals(){super.connect_signals(),this.on_change(this.model.properties.text,(()=>this.load_image()))}set visuals(t){const e=t.color,s=t.alpha,i=t.font_style;let n=t.font_size;const o=t.font,{font_size_scale:r,_base_font_size:a}=this,h=(0,d.parse_css_font_size)(n);if(null!=h){let{value:t,unit:e}=h;t*=r,\"em\"==e&&a&&(t*=a,e=\"px\"),n=`${t}${e}`}const _=`${i} ${n} ${o}`;this.font=_,this.color=(0,l.color2css)(e,s)}_computed_position(){const{width:t,height:e}=this._size(),{sx:s,sy:i,x_anchor:n=this._x_anchor,y_anchor:o=this._y_anchor}=this.position;return{x:s-(()=>{if((0,h.isNumber)(n))return n*t;switch(n){case\"left\":return 0;case\"center\":return.5*t;case\"right\":return t}})(),y:i-(()=>{if((0,h.isNumber)(o))return o*e;switch(o){case\"top\":return 0;case\"center\":return.5*e;case\"bottom\":return e;case\"baseline\":return.5*e}})()}}size(){const{width:t,height:e}=this._size(),{angle:s}=this;if(s){const i=Math.cos(Math.abs(s)),n=Math.sin(Math.abs(s));return{width:Math.abs(t*i+e*n),height:Math.abs(t*n+e*i)}}return{width:t,height:e}}get_text_dimensions(){return{width:(0,c.text_width)(this.model.text,this.font),height:(0,d.font_metrics)(this.font).height}}get_image_dimensions(){var t,e,s,i;const n=parseFloat(null!==(e=null===(t=this.svg_element.getAttribute(\"height\"))||void 0===t?void 0:t.replace(/([A-z])/g,\"\"))&&void 0!==e?e:\"0\"),o=parseFloat(null!==(i=null===(s=this.svg_element.getAttribute(\"width\"))||void 0===s?void 0:s.replace(/([A-z])/g,\"\"))&&void 0!==i?i:\"0\");return{width:(0,d.font_metrics)(this.font).x_height*o,height:(0,d.font_metrics)(this.font).x_height*n}}_size(){return this.has_image_loaded?this.get_image_dimensions():this.get_text_dimensions()}bbox(){const{p0:t,p1:e,p2:s,p3:i}=this.rect(),n=Math.min(t.x,e.x,s.x,i.x),o=Math.min(t.y,e.y,s.y,i.y),r=Math.max(t.x,e.x,s.x,i.x),a=Math.max(t.y,e.y,s.y,i.y);return new g.BBox({left:n,right:r,top:o,bottom:a})}rect(){const t=this._rect(),{angle:e}=this;if(e){const{sx:s,sy:i}=this.position,n=new u.AffineTransform;return n.translate(s,i),n.rotate(e),n.translate(-s,-i),n.apply_rect(t)}return t}paint_rect(t){const{p0:e,p1:s,p2:i,p3:n}=this.rect();t.save(),t.strokeStyle=\"red\",t.lineWidth=1,t.beginPath();const{round:o}=Math;t.moveTo(o(e.x),o(e.y)),t.lineTo(o(s.x),o(s.y)),t.lineTo(o(i.x),o(i.y)),t.lineTo(o(n.x),o(n.y)),t.closePath(),t.stroke(),t.restore()}paint_bbox(t){const{x:e,y:s,width:i,height:n}=this.bbox();t.save(),t.strokeStyle=\"blue\",t.lineWidth=1,t.beginPath();const{round:o}=Math;t.moveTo(o(e),o(s)),t.lineTo(o(e),o(s+n)),t.lineTo(o(e+i),o(s+n)),t.lineTo(o(e+i),o(s)),t.closePath(),t.stroke(),t.restore()}async load_image(){if(null==this.provider.MathJax)return null;const t=this._process_text(this.model.text);if(null==t)return this._has_finished=!0,null;const e=t.children[0];this.svg_element=e,e.setAttribute(\"font\",this.font),e.setAttribute(\"stroke\",this.color);const s=e.outerHTML,i=new Blob([s],{type:\"image/svg+xml\"}),n=URL.createObjectURL(i);try{this.svg_image=await(0,_.load_image)(n)}finally{URL.revokeObjectURL(n)}return this.parent.request_layout(),this.svg_image}paint(t){t.save();const{sx:e,sy:s}=this.position;this.angle&&(t.translate(e,s),t.rotate(this.angle),t.translate(-e,-s));const{x:i,y:n}=this._computed_position();if(null!=this.svg_image){const{width:e,height:s}=this.get_image_dimensions();t.drawImage(this.svg_image,i,n,e,s)}else t.fillStyle=this.color,t.font=this.font,t.textAlign=\"left\",t.textBaseline=\"alphabetic\",t.fillText(this.model.text,i,n+(0,d.font_metrics)(this.font).ascent);t.restore(),this._has_finished||\"failed\"!=this.provider.status&&!this.has_image_loaded||(this._has_finished=!0,this.parent.notify_finished_after_paint())}}s.MathTextView=m,m.__name__=\"MathTextView\";class f extends p.BaseText{constructor(t){super(t)}}s.MathText=f,f.__name__=\"MathText\";class v extends m{_process_text(t){}}s.AsciiView=v,v.__name__=\"AsciiView\";class y extends f{constructor(t){super(t)}}s.Ascii=y,o=y,y.__name__=\"Ascii\",o.prototype.default_view=v;class w extends m{_process_text(t){var e;return null===(e=this.provider.MathJax)||void 0===e?void 0:e.mathml2svg(t.trim())}}s.MathMLView=w,w.__name__=\"MathMLView\";class b extends f{constructor(t){super(t)}}s.MathML=b,r=b,b.__name__=\"MathML\",r.prototype.default_view=w;class M extends m{_process_text(t){var e;return null===(e=this.provider.MathJax)||void 0===e?void 0:e.tex2svg(t,void 0,this.model.macros)}}s.TeXView=M,M.__name__=\"TeXView\";class T extends f{constructor(t){super(t)}}s.TeX=T,a=T,T.__name__=\"TeX\",a.prototype.default_view=M,a.define((({Boolean:t,Number:e,String:s,Dict:i,Tuple:n,Or:o})=>({macros:[i(o(s,n(s,e))),{}],inline:[t,!1]})))},\n",
       "      function _(i,e,t,s,o){s();const a=i(19);t.load_image=async function(i,e){return new n(i,e).promise};class n{constructor(i,e={}){this._image=new Image,this._finished=!1;const{attempts:t=1,timeout:s=1}=e;this.promise=new Promise(((o,n)=>{this._image.crossOrigin=\"anonymous\";let r=0;this._image.onerror=()=>{if(++r==t){const s=`unable to load ${i} image after ${t} attempts`;if(a.logger.warn(s),null==this._image.crossOrigin)return void(null!=e.failed&&e.failed());a.logger.warn(`attempting to load ${i} without a cross origin policy`),this._image.crossOrigin=null,r=0}setTimeout((()=>this._image.src=i),s)},this._image.onload=()=>{this._finished=!0,null!=e.loaded&&e.loaded(this._image),o(this._image)},this._image.src=i}))}get finished(){return this._finished}get image(){if(this._finished)return this._image;throw new Error(\"not loaded yet\")}}t.ImageLoader=n,n.__name__=\"ImageLoader\"},\n",
       "      function _(t,e,a,s,n){var r=this&&this.__createBinding||(Object.create?function(t,e,a,s){void 0===s&&(s=a),Object.defineProperty(t,s,{enumerable:!0,get:function(){return e[a]}})}:function(t,e,a,s){void 0===s&&(s=a),t[s]=e[a]}),i=this&&this.__setModuleDefault||(Object.create?function(t,e){Object.defineProperty(t,\"default\",{enumerable:!0,value:e})}:function(t,e){t.default=e}),d=this&&this.__importStar||function(t){if(t&&t.__esModule)return t;var e={};if(null!=t)for(var a in t)\"default\"!==a&&Object.prototype.hasOwnProperty.call(t,a)&&r(e,t,a);return i(e,t),e};s();const o=t(15),u=t(138);class c{constructor(){this.ready=new o.Signal0(this,\"ready\"),this.status=\"not_started\"}}a.MathJaxProvider=c,c.__name__=\"MathJaxProvider\";class h extends c{get MathJax(){return null}async fetch(){this.status=\"failed\"}}a.NoProvider=h,h.__name__=\"NoProvider\";class l extends c{get MathJax(){return\"undefined\"!=typeof MathJax?MathJax:null}async fetch(){const t=document.createElement(\"script\");t.src=\"https://cdn.jsdelivr.net/npm/mathjax@3/es5/tex-svg.js\",t.onload=()=>{this.status=\"loaded\",this.ready.emit()},t.onerror=()=>{this.status=\"failed\"},this.status=\"loading\",document.head.appendChild(t)}}a.CDNProvider=l,l.__name__=\"CDNProvider\";class _ extends c{get MathJax(){return this._mathjax}async fetch(){this.status=\"loading\";try{const e=await(0,u.load_module)(Promise.resolve().then((()=>d(t(519)))));this._mathjax=e,this.status=\"loaded\",this.ready.emit()}catch(t){this.status=\"failed\"}}}a.BundleProvider=_,_.__name__=\"BundleProvider\",a.default_provider=new _},\n",
       "      function _(n,r,o,t,c){t(),o.load_module=async function(n){try{return await n}catch(n){if((r=n)instanceof Error&&\"code\"in r&&\"MODULE_NOT_FOUND\"===n.code)return null;throw n}var r}},\n",
       "      function _(e,t,i,n,s){var a;n();const x=e(133),_=e(120);class l extends x.BaseTextView{initialize(){super.initialize(),this._has_finished=!0}graphics(){return new _.TextBox({text:this.model.text})}}i.PlainTextView=l,l.__name__=\"PlainTextView\";class r extends x.BaseText{constructor(e){super(e)}}i.PlainText=r,a=r,r.__name__=\"PlainText\",a.prototype.default_view=l},\n",
       "      function _(t,s,o,e,i){e();const r=t(1);var a;const l=t(128),_=t(141),n=t(142),p=(0,r.__importStar)(t(48)),c=t(20),h=t(120),m=t(8);class u extends l.AxisView{_paint(t,s,o){this._draw_group_separators(t,s,o)}_draw_group_separators(t,s,o){const[e]=this.ranges,[i,r]=this.computed_bounds;if(!e.tops||e.tops.length<2||!this.visuals.separator_line.doit)return;const a=this.dimension,l=(a+1)%2,_=[[],[]];let n=0;for(let t=0;t<e.tops.length-1;t++){let s,o;for(let i=n;i<e.factors.length;i++)if(e.factors[i][0]==e.tops[t+1]){[s,o]=[e.factors[i-1],e.factors[i]],n=i;break}const p=(e.synthetic(s)+e.synthetic(o))/2;p>i&&p<r&&(_[a].push(p),_[l].push(this.loc))}const p=this.extents.tick_label;this._draw_ticks(t,_,-3,p-6,this.visuals.separator_line)}_draw_major_labels(t,s,o){const e=this._get_factor_info();let i=s.tick+this.model.major_label_standoff;for(let o=0;o<e.length;o++){const[r,a,l,_]=e[o];this._draw_oriented_labels(t,r,a,l,this.panel.side,i,_),i+=s.tick_labels[o]}}_tick_label_extents(){const t=this._get_factor_info(),s=[];for(const[o,,e,i]of t){const t=this._oriented_labels_extent(o,e,this.model.major_label_standoff,i);s.push(t)}return s}_get_factor_info(){const[t]=this.ranges,[s,o]=this.computed_bounds,e=this.loc,i=this.model.ticker.get_ticks(s,o,t,e),r=this.tick_coords,a=[],l=t=>new h.GraphicsBoxes(t.map((t=>(0,m.isString)(t)?new h.TextBox({text:t}):t))),_=t=>l(this.model.formatter.doFormat(t,this));if(1==t.levels){const t=_(i.major);a.push([t,r.major,this.model.major_label_orientation,this.visuals.major_label_text])}else if(2==t.levels){const t=_(i.major.map((t=>t[1])));a.push([t,r.major,this.model.major_label_orientation,this.visuals.major_label_text]),a.push([l(i.tops),r.tops,this.model.group_label_orientation,this.visuals.group_text])}else if(3==t.levels){const t=_(i.major.map((t=>t[2]))),s=i.mids.map((t=>t[1]));a.push([t,r.major,this.model.major_label_orientation,this.visuals.major_label_text]),a.push([l(s),r.mids,this.model.subgroup_label_orientation,this.visuals.subgroup_text]),a.push([l(i.tops),r.tops,this.model.group_label_orientation,this.visuals.group_text])}return a}get tick_coords(){const t=this.dimension,s=(t+1)%2,[o]=this.ranges,[e,i]=this.computed_bounds,r=this.model.ticker.get_ticks(e,i,o,this.loc),a={major:[[],[]],mids:[[],[]],tops:[[],[]],minor:[[],[]]};return a.major[t]=r.major,a.major[s]=r.major.map((()=>this.loc)),3==o.levels&&(a.mids[t]=r.mids,a.mids[s]=r.mids.map((()=>this.loc))),o.levels>1&&(a.tops[t]=r.tops,a.tops[s]=r.tops.map((()=>this.loc))),a}}o.CategoricalAxisView=u,u.__name__=\"CategoricalAxisView\";class d extends l.Axis{constructor(t){super(t)}}o.CategoricalAxis=d,a=d,d.__name__=\"CategoricalAxis\",a.prototype.default_view=u,a.mixins([[\"separator_\",p.Line],[\"group_\",p.Text],[\"subgroup_\",p.Text]]),a.define((({Number:t,Or:s})=>({group_label_orientation:[s(c.TickLabelOrientation,t),\"parallel\"],subgroup_label_orientation:[s(c.TickLabelOrientation,t),\"parallel\"]}))),a.override({ticker:()=>new _.CategoricalTicker,formatter:()=>new n.CategoricalTickFormatter,separator_line_color:\"lightgrey\",separator_line_width:2,group_text_font_style:\"bold\",group_text_font_size:\"11px\",group_text_color:\"grey\",subgroup_text_font_style:\"bold\",subgroup_text_font_size:\"11px\"})},\n",
       "      function _(t,c,o,s,e){s();const r=t(130);class i extends r.Ticker{constructor(t){super(t)}get_ticks(t,c,o,s){var e,r;return{major:this._collect(o.factors,o,t,c),minor:[],tops:this._collect(null!==(e=o.tops)&&void 0!==e?e:[],o,t,c),mids:this._collect(null!==(r=o.mids)&&void 0!==r?r:[],o,t,c)}}_collect(t,c,o,s){const e=[];for(const r of t){const t=c.synthetic(r);t>o&&t<s&&e.push(r)}return e}}o.CategoricalTicker=i,i.__name__=\"CategoricalTicker\"},\n",
       "      function _(t,r,o,c,a){c();const e=t(131),n=t(9);class i extends e.TickFormatter{constructor(t){super(t)}doFormat(t,r){return(0,n.copy)(t)}}o.CategoricalTickFormatter=i,i.__name__=\"CategoricalTickFormatter\"},\n",
       "      function _(s,n,i,o,u){o();const e=s(128);class t extends e.AxisView{}i.ContinuousAxisView=t,t.__name__=\"ContinuousAxisView\";class _ extends e.Axis{constructor(s){super(s)}}i.ContinuousAxis=_,_.__name__=\"ContinuousAxis\"},\n",
       "      function _(e,t,i,a,r){var s;a();const n=e(145),m=e(150),_=e(155);class c extends n.LinearAxisView{}i.DatetimeAxisView=c,c.__name__=\"DatetimeAxisView\";class o extends n.LinearAxis{constructor(e){super(e)}}i.DatetimeAxis=o,s=o,o.__name__=\"DatetimeAxis\",s.prototype.default_view=c,s.override({ticker:()=>new _.DatetimeTicker,formatter:()=>new m.DatetimeTickFormatter})},\n",
       "      function _(e,i,s,n,r){var t;n();const a=e(143),o=e(146),c=e(147);class _ extends a.ContinuousAxisView{}s.LinearAxisView=_,_.__name__=\"LinearAxisView\";class u extends a.ContinuousAxis{constructor(e){super(e)}}s.LinearAxis=u,t=u,u.__name__=\"LinearAxis\",t.prototype.default_view=_,t.override({ticker:()=>new c.BasicTicker,formatter:()=>new o.BasicTickFormatter})},\n",
       "      function _(i,t,e,n,o){var r;n();const s=i(131),c=i(34);function _(i){let t=\"\";for(const e of i)t+=\"-\"==e?\"\\u2212\":e;return t}e.unicode_replace=_;class a extends s.TickFormatter{constructor(i){super(i),this.last_precision=3}get scientific_limit_low(){return 10**this.power_limit_low}get scientific_limit_high(){return 10**this.power_limit_high}_need_sci(i){if(!this.use_scientific)return!1;const{scientific_limit_high:t}=this,{scientific_limit_low:e}=this,n=i.length<2?0:Math.abs(i[1]-i[0])/1e4;for(const o of i){const i=Math.abs(o);if(!(i<=n)&&(i>=t||i<=e))return!0}return!1}_format_with_precision(i,t,e){return t?i.map((i=>_(i.toExponential(e)))):i.map((i=>_((0,c.to_fixed)(i,e))))}_auto_precision(i,t){const e=new Array(i.length),n=this.last_precision<=15;i:for(let o=this.last_precision;n?o<=15:o>=1;n?o++:o--){if(t){e[0]=i[0].toExponential(o);for(let t=1;t<i.length;t++)if(e[t]==e[t-1])continue i;this.last_precision=o;break}e[0]=(0,c.to_fixed)(i[0],o);for(let t=1;t<i.length;t++)if(e[t]=(0,c.to_fixed)(i[t],o),e[t]==e[t-1])continue i;this.last_precision=o;break}return this.last_precision}doFormat(i,t){if(0==i.length)return[];const e=this._need_sci(i),n=\"auto\"==this.precision?this._auto_precision(i,e):this.precision;return this._format_with_precision(i,e,n)}}e.BasicTickFormatter=a,r=a,a.__name__=\"BasicTickFormatter\",r.define((({Boolean:i,Int:t,Auto:e,Or:n})=>({precision:[n(t,e),\"auto\"],use_scientific:[i,!0],power_limit_high:[t,5],power_limit_low:[t,-3]})))},\n",
       "      function _(c,e,s,i,n){i();const r=c(148);class t extends r.AdaptiveTicker{constructor(c){super(c)}}s.BasicTicker=t,t.__name__=\"BasicTicker\"},\n",
       "      function _(t,i,a,s,e){var n;s();const r=t(149),_=t(9),l=t(10);class h extends r.ContinuousTicker{constructor(t){super(t)}get_min_interval(){return this.min_interval}get_max_interval(){var t;return null!==(t=this.max_interval)&&void 0!==t?t:1/0}initialize(){super.initialize();const t=(0,_.nth)(this.mantissas,-1)/this.base,i=(0,_.nth)(this.mantissas,0)*this.base;this.extended_mantissas=[t,...this.mantissas,i],this.base_factor=0===this.get_min_interval()?1:this.get_min_interval()}get_interval(t,i,a){const s=i-t,e=this.get_ideal_interval(t,i,a),n=Math.floor((0,l.log)(e/this.base_factor,this.base)),r=this.base**n*this.base_factor,h=this.extended_mantissas,m=h.map((t=>Math.abs(a-s/(t*r)))),v=h[(0,_.argmin)(m)]*r;return(0,l.clamp)(v,this.get_min_interval(),this.get_max_interval())}}a.AdaptiveTicker=h,n=h,h.__name__=\"AdaptiveTicker\",n.define((({Number:t,Array:i,Nullable:a})=>({base:[t,10],mantissas:[i(t),[1,2,5]],min_interval:[t,0],max_interval:[a(t),null]})))},\n",
       "      function _(t,n,i,s,e){var o;s();const r=t(130),c=t(9);class _ extends r.Ticker{constructor(t){super(t)}get_ticks(t,n,i,s){return this.get_ticks_no_defaults(t,n,s,this.desired_num_ticks)}get_ticks_no_defaults(t,n,i,s){const e=this.get_interval(t,n,s),o=Math.floor(t/e),r=Math.ceil(n/e);let _;_=isFinite(o)&&isFinite(r)?(0,c.range)(o,r+1):[];const u=_.map((t=>t*e)).filter((i=>t<=i&&i<=n)),a=this.num_minor_ticks,f=[];if(a>0&&u.length>0){const i=e/a,s=(0,c.range)(0,a).map((t=>t*i));for(const i of s.slice(1)){const s=u[0]-i;t<=s&&s<=n&&f.push(s)}for(const i of u)for(const e of s){const s=i+e;t<=s&&s<=n&&f.push(s)}}return{major:u,minor:f}}get_ideal_interval(t,n,i){return(n-t)/i}}i.ContinuousTicker=_,o=_,_.__name__=\"ContinuousTicker\",o.define((({Int:t})=>({num_minor_ticks:[t,5],desired_num_ticks:[t,6]})))},\n",
       "      function _(s,t,e,n,i){n();var r;const o=(0,s(1).__importDefault)(s(151)),a=s(131),c=s(19),u=s(152),m=s(9),h=s(8);function d(s){return(0,o.default)(s,\"%Y %m %d %H %M %S\").split(/\\s+/).map((s=>parseInt(s,10)))}function l(s,t){if((0,h.isFunction)(t))return t(s);{const e=(0,u.sprintf)(\"$1%06d\",function(s){return Math.round(s/1e3%1*1e6)}(s));return-1==(t=t.replace(/((^|[^%])(%%)*)%f/,e)).indexOf(\"%\")?t:(0,o.default)(s,t)}}const f=[\"microseconds\",\"milliseconds\",\"seconds\",\"minsec\",\"minutes\",\"hourmin\",\"hours\",\"days\",\"months\",\"years\"];class _ extends a.TickFormatter{constructor(s){super(s),this.strip_leading_zeros=!0}initialize(){super.initialize(),this._update_width_formats()}_update_width_formats(){const s=+(0,o.default)(new Date),t=function(t){const e=t.map((t=>l(s,t).length)),n=(0,m.sort_by)((0,m.zip)(e,t),(([s])=>s));return(0,m.unzip)(n)};this._width_formats={microseconds:t(this.microseconds),milliseconds:t(this.milliseconds),seconds:t(this.seconds),minsec:t(this.minsec),minutes:t(this.minutes),hourmin:t(this.hourmin),hours:t(this.hours),days:t(this.days),months:t(this.months),years:t(this.years)}}_get_resolution_str(s,t){const e=1.1*s;switch(!1){case!(e<.001):return\"microseconds\";case!(e<1):return\"milliseconds\";case!(e<60):return t>=60?\"minsec\":\"seconds\";case!(e<3600):return t>=3600?\"hourmin\":\"minutes\";case!(e<86400):return\"hours\";case!(e<2678400):return\"days\";case!(e<31536e3):return\"months\";default:return\"years\"}}doFormat(s,t){if(0==s.length)return[];const e=Math.abs(s[s.length-1]-s[0])/1e3,n=e/(s.length-1),i=this._get_resolution_str(n,e),[,[r]]=this._width_formats[i],o=[],a=f.indexOf(i),u={};for(const s of f)u[s]=0;u.seconds=5,u.minsec=4,u.minutes=4,u.hourmin=3,u.hours=3;for(const t of s){let s,e;try{e=d(t),s=l(t,r)}catch(s){c.logger.warn(`unable to format tick for timestamp value ${t}`),c.logger.warn(` - ${s}`),o.push(\"ERR\");continue}let n=!1,m=a;for(;0==e[u[f[m]]];){let r;if(m+=1,m==f.length)break;if((\"minsec\"==i||\"hourmin\"==i)&&!n){if(\"minsec\"==i&&0==e[4]&&0!=e[5]||\"hourmin\"==i&&0==e[3]&&0!=e[4]){r=this._width_formats[f[a-1]][1][0],s=l(t,r);break}n=!0}r=this._width_formats[f[m]][1][0],s=l(t,r)}if(this.strip_leading_zeros){let t=s.replace(/^0+/g,\"\");t!=s&&isNaN(parseInt(t))&&(t=`0${t}`),o.push(t)}else o.push(s)}return o}}e.DatetimeTickFormatter=_,r=_,_.__name__=\"DatetimeTickFormatter\",r.define((({String:s,Array:t})=>({microseconds:[t(s),[\"%fus\"]],milliseconds:[t(s),[\"%3Nms\",\"%S.%3Ns\"]],seconds:[t(s),[\"%Ss\"]],minsec:[t(s),[\":%M:%S\"]],minutes:[t(s),[\":%M\",\"%Mm\"]],hourmin:[t(s),[\"%H:%M\"]],hours:[t(s),[\"%Hh\",\"%H:%M\"]],days:[t(s),[\"%m/%d\",\"%a%d\"]],months:[t(s),[\"%m/%Y\",\"%b %Y\"]],years:[t(s),[\"%Y\"]]})))},\n",
       "      function _(e,t,n,r,o){!function(e){\"object\"==typeof t&&t.exports?t.exports=e():\"function\"==typeof define?define(e):this.tz=e()}((function(){function e(e,t,n){var r,o=t.day[1];do{r=new Date(Date.UTC(n,t.month,Math.abs(o++)))}while(t.day[0]<7&&r.getUTCDay()!=t.day[0]);return(r={clock:t.clock,sort:r.getTime(),rule:t,save:6e4*t.save,offset:e.offset})[r.clock]=r.sort+6e4*t.time,r.posix?r.wallclock=r[r.clock]+(e.offset+t.saved):r.posix=r[r.clock]-(e.offset+t.saved),r}function t(t,n,r){var o,a,u,i,l,s,c,f=t[t.zone],h=[],T=new Date(r).getUTCFullYear(),g=1;for(o=1,a=f.length;o<a&&!(f[o][n]<=r);o++);if((u=f[o]).rules){for(s=t[u.rules],c=T+1;c>=T-g;--c)for(o=0,a=s.length;o<a;o++)s[o].from<=c&&c<=s[o].to?h.push(e(u,s[o],c)):s[o].to<c&&1==g&&(g=c-s[o].to);for(h.sort((function(e,t){return e.sort-t.sort})),o=0,a=h.length;o<a;o++)r>=h[o][n]&&h[o][h[o].clock]>u[h[o].clock]&&(i=h[o])}return i&&((l=/^(.*)\\/(.*)$/.exec(u.format))?i.abbrev=l[i.save?2:1]:i.abbrev=u.format.replace(/%s/,i.rule.letter)),i||u}function n(e,n){return\"UTC\"==e.zone?n:(e.entry=t(e,\"posix\",n),n+e.entry.offset+e.entry.save)}function r(e,n){return\"UTC\"==e.zone?n:(e.entry=r=t(e,\"wallclock\",n),0<(o=n-r.wallclock)&&o<r.save?null:n-r.offset-r.save);var r,o}function o(e,t,o){var a,i=+(o[1]+1),s=o[2]*i,c=u.indexOf(o[3].toLowerCase());if(c>9)t+=s*l[c-10];else{if(a=new Date(n(e,t)),c<7)for(;s;)a.setUTCDate(a.getUTCDate()+i),a.getUTCDay()==c&&(s-=i);else 7==c?a.setUTCFullYear(a.getUTCFullYear()+s):8==c?a.setUTCMonth(a.getUTCMonth()+s):a.setUTCDate(a.getUTCDate()+s);null==(t=r(e,a.getTime()))&&(t=r(e,a.getTime()+864e5*i)-864e5*i)}return t}var a={clock:function(){return+new Date},zone:\"UTC\",entry:{abbrev:\"UTC\",offset:0,save:0},UTC:1,z:function(e,t,n,r){var 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       "      function _(r,t,n,e,i){e();const u=r(1),a=(0,u.__importStar)(r(153)),f=r(154),o=(0,u.__importDefault)(r(151)),l=r(21),s=r(8);function c(r,...t){return(0,f.sprintf)(r,...t)}function m(r,t,n){if((0,s.isNumber)(r)){return c((()=>{switch(!1){case Math.floor(r)!=r:return\"%d\";case!(Math.abs(r)>.1&&Math.abs(r)<1e3):return\"%0.3f\";default:return\"%0.3e\"}})(),r)}return`${r}`}function _(r,t,e){if(null==t)return m;if(null!=e&&r in e){const t=e[r];if((0,s.isString)(t)){if(t in n.DEFAULT_FORMATTERS)return n.DEFAULT_FORMATTERS[t];throw new Error(`Unknown tooltip field formatter type '${t}'`)}return function(r,n,e){return t.format(r,n,e)}}return n.DEFAULT_FORMATTERS.numeral}function p(r,t,n){const e=t.get_column(r);if(null==e)return null;if((0,s.isNumber)(n))return e[n];const i=e[n.index];if((0,s.isTypedArray)(i)||(0,s.isArray)(i)){if((0,s.isArray)(i[0])){return i[n.dim2][n.dim1]}return i[n.flat_index]}return i}function d(r,t,n,e){if(\"$\"==r[0]){return function(r,t){if(r in t)return t[r];throw new Error(`Unknown special variable '$${r}'`)}(r.substring(1),e)}return p(r.substring(1).replace(/[{}]/g,\"\"),t,n)}n.FormatterType=(0,l.Enum)(\"numeral\",\"printf\",\"datetime\"),n.DEFAULT_FORMATTERS={numeral:(r,t,n)=>a.format(r,t),datetime:(r,t,n)=>(0,o.default)(r,t),printf:(r,t,n)=>c(t,r)},n.sprintf=c,n.basic_formatter=m,n.get_formatter=_,n._get_column_value=p,n.get_value=d,n.replace_placeholders=function(r,t,n,e,i={},u){let a,f;if((0,s.isString)(r)?(a=r,f=!1):(a=r.html,f=!0),a=a.replace(/@\\$name/g,(r=>`@{${i.name}}`)),a=a.replace(/((?:\\$\\w+)|(?:@\\w+)|(?:@{(?:[^{}]+)}))(?:{([^{}]+)})?/g,((r,a,o)=>{const l=d(a,t,n,i);if(null==l)return u?u(\"???\"):\"???\";if(\"safe\"==o)return f=!0,`${l}`;const s=`${_(a,o,e)(l,o,i)}`;return u?u(s):s})),f){return[...(new DOMParser).parseFromString(a,\"text/html\").body.childNodes]}return a}},\n",
       "      function _(e,n,t,r,i){\n",
       "      /*!\n",
       "           * numbro.js\n",
       "           * version : 1.6.2\n",
       "           * author : Företagsplatsen AB\n",
       "           * license : MIT\n",
       "           * http://www.foretagsplatsen.se\n",
       "           */\n",
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Array(v-x.length+1).join(\"0\")+x),y>-1&&(x=x.toString().replace(/(\\d)(?=(\\d{3})+(?!\\d))/g,\"$1\"+o[u].delimiters.thousands)),0===n.indexOf(\".\")&&(x=\"\"),b+(n.indexOf(\"(\")<n.indexOf(\"-\")?(B&&R?\"(\":\"\")+(P&&R||!B&&R?\"-\":\"\"):(P&&R||!B&&R?\"-\":\"\")+(B&&R?\"(\":\"\"))+(!R&&E&&0!==e?\"+\":\"\")+x+I+(L||\"\")+(k&&!r?k:\"\")+(C||\"\")+(B&&R?\")\":\"\")+w}function x(e,n){o[e]=n}function g(e){u=e;var n=o[e].defaults;n&&n.format&&a.defaultFormat(n.format),n&&n.currencyFormat&&a.defaultCurrencyFormat(n.currencyFormat)}(a=function(e){return a.isNumbro(e)?e=e.value():0===e||void 0===e?e=0:Number(e)||(e=a.fn.unformat(e)),new f(Number(e))}).version=\"1.6.2\",a.isNumbro=function(e){return e instanceof f},a.setLanguage=function(e,n){console.warn(\"`setLanguage` is deprecated since version 1.6.0. Use `setCulture` instead\");var t=e,r=e.split(\"-\")[0],i=null;l[t]||(Object.keys(l).forEach((function(e){i||e.split(\"-\")[0]!==r||(i=e)})),t=i||n||\"en-US\"),g(t)},a.setCulture=function(e,n){var t=e,r=e.split(\"-\")[1],i=null;o[t]||(r&&Object.keys(o).forEach((function(e){i||e.split(\"-\")[1]!==r||(i=e)})),t=i||n||\"en-US\"),g(t)},a.language=function(e,n){if(console.warn(\"`language` is deprecated since version 1.6.0. Use `culture` instead\"),!e)return u;if(e&&!n){if(!l[e])throw new Error(\"Unknown language : \"+e);g(e)}return!n&&l[e]||x(e,n),a},a.culture=function(e,n){if(!e)return u;if(e&&!n){if(!o[e])throw new Error(\"Unknown culture : \"+e);g(e)}return!n&&o[e]||x(e,n),a},a.languageData=function(e){if(console.warn(\"`languageData` is deprecated since version 1.6.0. Use `cultureData` instead\"),!e)return l[u];if(!l[e])throw new Error(\"Unknown language : \"+e);return l[e]},a.cultureData=function(e){if(!e)return o[u];if(!o[e])throw new Error(\"Unknown culture : \"+e);return o[e]},a.culture(\"en-US\",{delimiters:{thousands:\",\",decimal:\".\"},abbreviations:{thousand:\"k\",million:\"m\",billion:\"b\",trillion:\"t\"},ordinal:function(e){var n=e%10;return 1==~~(e%100/10)?\"th\":1===n?\"st\":2===n?\"nd\":3===n?\"rd\":\"th\"},currency:{symbol:\"$\",position:\"prefix\"},defaults:{currencyFormat:\",0000 a\"},formats:{fourDigits:\"0000 a\",fullWithTwoDecimals:\"$ ,0.00\",fullWithTwoDecimalsNoCurrency:\",0.00\"}}),a.languages=function(){return console.warn(\"`languages` is deprecated since version 1.6.0. Use `cultures` instead\"),l},a.cultures=function(){return o},a.zeroFormat=function(e){c=\"string\"==typeof e?e:null},a.defaultFormat=function(e){s=\"string\"==typeof e?e:\"0.0\"},a.defaultCurrencyFormat=function(e){\"string\"==typeof e?e:\"0$\"},a.validate=function(e,n){var t,r,i,o,l,u,c,s;if(\"string\"!=typeof e&&(e+=\"\",console.warn&&console.warn(\"Numbro.js: Value is not string. It has been co-erced to: \",e)),(e=e.trim()).match(/^\\d+$/))return!0;if(\"\"===e)return!1;try{c=a.cultureData(n)}catch(e){c=a.cultureData(a.culture())}return i=c.currency.symbol,l=c.abbreviations,t=c.delimiters.decimal,r=\".\"===c.delimiters.thousands?\"\\\\.\":c.delimiters.thousands,(null===(s=e.match(/^[^\\d]+/))||(e=e.substr(1),s[0]===i))&&((null===(s=e.match(/[^\\d]+$/))||(e=e.slice(0,-1),s[0]===l.thousand||s[0]===l.million||s[0]===l.billion||s[0]===l.trillion))&&(u=new RegExp(r+\"{2}\"),!e.match(/[^\\d.,]/g)&&(!((o=e.split(t)).length>2)&&(o.length<2?!!o[0].match(/^\\d+.*\\d$/)&&!o[0].match(u):1===o[0].length?!!o[0].match(/^\\d+$/)&&!o[0].match(u)&&!!o[1].match(/^\\d+$/):!!o[0].match(/^\\d+.*\\d$/)&&!o[0].match(u)&&!!o[1].match(/^\\d+$/)))))},n.exports={format:function(e,n,t,r){return null!=t&&t!==a.culture()&&a.setCulture(t),p(Number(e),null!=n?n:s,null==r?Math.round:r)}}},\n",
       "      function _(e,n,t,r,i){!function(){\"use strict\";var e={not_string:/[^s]/,not_bool:/[^t]/,not_type:/[^T]/,not_primitive:/[^v]/,number:/[diefg]/,numeric_arg:/[bcdiefguxX]/,json:/[j]/,not_json:/[^j]/,text:/^[^\\x25]+/,modulo:/^\\x25{2}/,placeholder:/^\\x25(?:([1-9]\\d*)\\$|\\(([^)]+)\\))?(\\+)?(0|'[^$])?(-)?(\\d+)?(?:\\.(\\d+))?([b-gijostTuvxX])/,key:/^([a-z_][a-z_\\d]*)/i,key_access:/^\\.([a-z_][a-z_\\d]*)/i,index_access:/^\\[(\\d+)\\]/,sign:/^[+-]/};function n(e){return i(a(e),arguments)}function r(e,t){return n.apply(null,[e].concat(t||[]))}function i(t,r){var i,s,a,o,p,c,l,u,f,d=1,g=t.length,y=\"\";for(s=0;s<g;s++)if(\"string\"==typeof t[s])y+=t[s];else if(\"object\"==typeof t[s]){if((o=t[s]).keys)for(i=r[d],a=0;a<o.keys.length;a++){if(null==i)throw new Error(n('[sprintf] Cannot access property \"%s\" of undefined value \"%s\"',o.keys[a],o.keys[a-1]));i=i[o.keys[a]]}else i=o.param_no?r[o.param_no]:r[d++];if(e.not_type.test(o.type)&&e.not_primitive.test(o.type)&&i instanceof Function&&(i=i()),e.numeric_arg.test(o.type)&&\"number\"!=typeof i&&isNaN(i))throw new TypeError(n(\"[sprintf] expecting number but found %T\",i));switch(e.number.test(o.type)&&(u=i>=0),o.type){case\"b\":i=parseInt(i,10).toString(2);break;case\"c\":i=String.fromCharCode(parseInt(i,10));break;case\"d\":case\"i\":i=parseInt(i,10);break;case\"j\":i=JSON.stringify(i,null,o.width?parseInt(o.width):0);break;case\"e\":i=o.precision?parseFloat(i).toExponential(o.precision):parseFloat(i).toExponential();break;case\"f\":i=o.precision?parseFloat(i).toFixed(o.precision):parseFloat(i);break;case\"g\":i=o.precision?String(Number(i.toPrecision(o.precision))):parseFloat(i);break;case\"o\":i=(parseInt(i,10)>>>0).toString(8);break;case\"s\":i=String(i),i=o.precision?i.substring(0,o.precision):i;break;case\"t\":i=String(!!i),i=o.precision?i.substring(0,o.precision):i;break;case\"T\":i=Object.prototype.toString.call(i).slice(8,-1).toLowerCase(),i=o.precision?i.substring(0,o.precision):i;break;case\"u\":i=parseInt(i,10)>>>0;break;case\"v\":i=i.valueOf(),i=o.precision?i.substring(0,o.precision):i;break;case\"x\":i=(parseInt(i,10)>>>0).toString(16);break;case\"X\":i=(parseInt(i,10)>>>0).toString(16).toUpperCase()}e.json.test(o.type)?y+=i:(!e.number.test(o.type)||u&&!o.sign?f=\"\":(f=u?\"+\":\"-\",i=i.toString().replace(e.sign,\"\")),c=o.pad_char?\"0\"===o.pad_char?\"0\":o.pad_char.charAt(1):\" \",l=o.width-(f+i).length,p=o.width&&l>0?c.repeat(l):\"\",y+=o.align?f+i+p:\"0\"===c?f+p+i:p+f+i)}return y}var s=Object.create(null);function a(n){if(s[n])return s[n];for(var t,r=n,i=[],a=0;r;){if(null!==(t=e.text.exec(r)))i.push(t[0]);else if(null!==(t=e.modulo.exec(r)))i.push(\"%\");else{if(null===(t=e.placeholder.exec(r)))throw new SyntaxError(\"[sprintf] unexpected placeholder\");if(t[2]){a|=1;var o=[],p=t[2],c=[];if(null===(c=e.key.exec(p)))throw new SyntaxError(\"[sprintf] failed to parse named argument key\");for(o.push(c[1]);\"\"!==(p=p.substring(c[0].length));)if(null!==(c=e.key_access.exec(p)))o.push(c[1]);else{if(null===(c=e.index_access.exec(p)))throw new SyntaxError(\"[sprintf] failed to parse named argument key\");o.push(c[1])}t[2]=o}else a|=2;if(3===a)throw new Error(\"[sprintf] mixing positional and named placeholders is not (yet) supported\");i.push({placeholder:t[0],param_no:t[1],keys:t[2],sign:t[3],pad_char:t[4],align:t[5],width:t[6],precision:t[7],type:t[8]})}r=r.substring(t[0].length)}return s[n]=i}void 0!==t&&(t.sprintf=n,t.vsprintf=r),\"undefined\"!=typeof window&&(window.sprintf=n,window.vsprintf=r,\"function\"==typeof define&&define.amd&&define((function(){return{sprintf:n,vsprintf:r}})))}()},\n",
       "      function _(e,n,i,a,s){var r;a();const t=e(9),c=e(148),m=e(156),_=e(157),k=e(160),o=e(161),T=e(159);class w extends m.CompositeTicker{constructor(e){super(e)}}i.DatetimeTicker=w,r=w,w.__name__=\"DatetimeTicker\",r.override({num_minor_ticks:0,tickers:()=>[new c.AdaptiveTicker({mantissas:[1,2,5],base:10,min_interval:0,max_interval:500*T.ONE_MILLI,num_minor_ticks:0}),new c.AdaptiveTicker({mantissas:[1,2,5,10,15,20,30],base:60,min_interval:T.ONE_SECOND,max_interval:30*T.ONE_MINUTE,num_minor_ticks:0}),new c.AdaptiveTicker({mantissas:[1,2,4,6,8,12],base:24,min_interval:T.ONE_HOUR,max_interval:12*T.ONE_HOUR,num_minor_ticks:0}),new _.DaysTicker({days:(0,t.range)(1,32)}),new _.DaysTicker({days:(0,t.range)(1,31,3)}),new _.DaysTicker({days:[1,8,15,22]}),new _.DaysTicker({days:[1,15]}),new k.MonthsTicker({months:(0,t.range)(0,12,1)}),new k.MonthsTicker({months:(0,t.range)(0,12,2)}),new k.MonthsTicker({months:(0,t.range)(0,12,4)}),new k.MonthsTicker({months:(0,t.range)(0,12,6)}),new o.YearsTicker({})]})},\n",
       "      function _(t,e,i,r,s){var n;r();const _=t(149),a=t(9);class l extends _.ContinuousTicker{constructor(t){super(t)}get min_intervals(){return this.tickers.map((t=>t.get_min_interval()))}get max_intervals(){return this.tickers.map((t=>t.get_max_interval()))}get_min_interval(){return this.min_intervals[0]}get_max_interval(){return this.max_intervals[0]}get_best_ticker(t,e,i){const r=e-t,s=this.get_ideal_interval(t,e,i),n=[(0,a.sorted_index)(this.min_intervals,s)-1,(0,a.sorted_index)(this.max_intervals,s)],_=[this.min_intervals[n[0]],this.max_intervals[n[1]]].map((t=>Math.abs(i-r/t)));let l;if((0,a.is_empty)(_.filter((t=>!isNaN(t)))))l=this.tickers[0];else{const t=n[(0,a.argmin)(_)];l=this.tickers[t]}return l}get_interval(t,e,i){return this.get_best_ticker(t,e,i).get_interval(t,e,i)}get_ticks_no_defaults(t,e,i,r){return this.get_best_ticker(t,e,r).get_ticks_no_defaults(t,e,i,r)}}i.CompositeTicker=l,n=l,l.__name__=\"CompositeTicker\",n.define((({Array:t,Ref:e})=>({tickers:[t(e(_.ContinuousTicker)),[]]})))},\n",
       "      function _(t,e,n,s,o){var a;s();const i=t(158),r=t(159),c=t(9);class _ extends i.SingleIntervalTicker{constructor(t){super(t)}initialize(){super.initialize();const t=this.days;t.length>1?this.interval=(t[1]-t[0])*r.ONE_DAY:this.interval=31*r.ONE_DAY}get_ticks_no_defaults(t,e,n,s){const o=function(t,e){const n=(0,r.last_month_no_later_than)(new Date(t)),s=(0,r.last_month_no_later_than)(new Date(e));s.setUTCMonth(s.getUTCMonth()+1);const o=[],a=n;for(;o.push((0,r.copy_date)(a)),a.setUTCMonth(a.getUTCMonth()+1),!(a>s););return o}(t,e),a=this.days,i=this.interval,_=(0,c.concat)(o.map((t=>((t,e)=>{const n=t.getUTCMonth(),s=[];for(const o of a){const a=(0,r.copy_date)(t);a.setUTCDate(o),new Date(a.getTime()+e/2).getUTCMonth()==n&&s.push(a)}return s})(t,i))));return{major:_.map((t=>t.getTime())).filter((n=>t<=n&&n<=e)),minor:[]}}}n.DaysTicker=_,a=_,_.__name__=\"DaysTicker\",a.define((({Int:t,Array:e})=>({days:[e(t),[]]}))),a.override({num_minor_ticks:0})},\n",
       "      function _(e,n,t,r,i){var a;r();const l=e(149);class s extends l.ContinuousTicker{constructor(e){super(e)}get_interval(e,n,t){return this.interval}get_min_interval(){return this.interval}get_max_interval(){return this.interval}}t.SingleIntervalTicker=s,a=s,s.__name__=\"SingleIntervalTicker\",a.define((({Number:e})=>({interval:[e]})))},\n",
       "      function _(t,n,e,_,E){function N(t){return new Date(t.getTime())}function O(t){const n=N(t);return n.setUTCDate(1),n.setUTCHours(0),n.setUTCMinutes(0),n.setUTCSeconds(0),n.setUTCMilliseconds(0),n}_(),e.ONE_MILLI=1,e.ONE_SECOND=1e3,e.ONE_MINUTE=60*e.ONE_SECOND,e.ONE_HOUR=60*e.ONE_MINUTE,e.ONE_DAY=24*e.ONE_HOUR,e.ONE_MONTH=30*e.ONE_DAY,e.ONE_YEAR=365*e.ONE_DAY,e.copy_date=N,e.last_month_no_later_than=O,e.last_year_no_later_than=function(t){const n=O(t);return n.setUTCMonth(0),n}},\n",
       "      function _(t,e,n,a,r){var s;a();const i=t(158),o=t(159),l=t(9);class _ extends i.SingleIntervalTicker{constructor(t){super(t)}initialize(){super.initialize();const t=this.months;t.length>1?this.interval=(t[1]-t[0])*o.ONE_MONTH:this.interval=12*o.ONE_MONTH}get_ticks_no_defaults(t,e,n,a){const r=function(t,e){const n=(0,o.last_year_no_later_than)(new Date(t)),a=(0,o.last_year_no_later_than)(new Date(e));a.setUTCFullYear(a.getUTCFullYear()+1);const r=[],s=n;for(;r.push((0,o.copy_date)(s)),s.setUTCFullYear(s.getUTCFullYear()+1),!(s>a););return r}(t,e),s=this.months;return{major:(0,l.concat)(r.map((t=>s.map((e=>{const n=(0,o.copy_date)(t);return n.setUTCMonth(e),n}))))).map((t=>t.getTime())).filter((n=>t<=n&&n<=e)),minor:[]}}}n.MonthsTicker=_,s=_,_.__name__=\"MonthsTicker\",s.define((({Int:t,Array:e})=>({months:[e(t),[]]})))},\n",
       "      function _(e,t,a,i,r){i();const n=e(147),_=e(158),s=e(159);class c extends _.SingleIntervalTicker{constructor(e){super(e)}initialize(){super.initialize(),this.interval=s.ONE_YEAR,this.basic_ticker=new n.BasicTicker({num_minor_ticks:0})}get_ticks_no_defaults(e,t,a,i){const r=(0,s.last_year_no_later_than)(new Date(e)).getUTCFullYear(),n=(0,s.last_year_no_later_than)(new Date(t)).getUTCFullYear();return{major:this.basic_ticker.get_ticks_no_defaults(r,n,a,i).major.map((e=>Date.UTC(e,0,1))).filter((a=>e<=a&&a<=t)),minor:[]}}}a.YearsTicker=c,c.__name__=\"YearsTicker\"},\n",
       "      function _(e,o,i,s,t){var n;s();const r=e(143),_=e(163),c=e(164);class a extends r.ContinuousAxisView{}i.LogAxisView=a,a.__name__=\"LogAxisView\";class u extends r.ContinuousAxis{constructor(e){super(e)}}i.LogAxis=u,n=u,u.__name__=\"LogAxis\",n.prototype.default_view=a,n.override({ticker:()=>new c.LogTicker,formatter:()=>new _.LogTickFormatter})},\n",
       "      function _(e,t,n,o,r){var i;o();const a=e(131),s=e(146),c=e(164),l=e(120),{abs:u,log:x,round:_}=Math;class p extends a.TickFormatter{constructor(e){super(e)}initialize(){super.initialize(),this.basic_formatter=new s.BasicTickFormatter}format_graphics(e,t){var n,o;if(0==e.length)return[];const r=null!==(o=null===(n=this.ticker)||void 0===n?void 0:n.base)&&void 0!==o?o:10,i=this._exponents(e,r);return null==i?this.basic_formatter.format_graphics(e,t):i.map((e=>{if(u(e)<this.min_exponent){const t=new l.TextBox({text:(0,s.unicode_replace)(`${r**e}`)}),n=new l.TextBox({text:\"\"});return new l.BaseExpo(t,n)}{const t=new l.TextBox({text:(0,s.unicode_replace)(`${r}`)}),n=new l.TextBox({text:(0,s.unicode_replace)(`${e}`)});return new l.BaseExpo(t,n)}}))}_exponents(e,t){let n=null;const o=[];for(const r of e){const e=_(x(r)/x(t));if(n==e)return null;n=e,o.push(e)}return o}doFormat(e,t){var n,o;if(0==e.length)return[];const r=null!==(o=null===(n=this.ticker)||void 0===n?void 0:n.base)&&void 0!==o?o:10,i=this._exponents(e,r);return null==i?this.basic_formatter.doFormat(e,t):i.map((e=>u(e)<this.min_exponent?(0,s.unicode_replace)(`${r**e}`):(0,s.unicode_replace)(`${r}^${e}`)))}}n.LogTickFormatter=p,i=p,p.__name__=\"LogTickFormatter\",i.define((({Int:e,Ref:t,Nullable:n})=>({ticker:[n(t(c.LogTicker)),null],min_exponent:[e,0]})))},\n",
       "      function _(t,o,e,s,n){var r;s();const i=t(148),a=t(9);class c extends i.AdaptiveTicker{constructor(t){super(t)}get_ticks_no_defaults(t,o,e,s){const n=this.num_minor_ticks,r=[],i=this.base,c=Math.log(t)/Math.log(i),f=Math.log(o)/Math.log(i),l=f-c;let h;if(isFinite(l))if(l<2){const e=this.get_interval(t,o,s),i=Math.floor(t/e),c=Math.ceil(o/e);if(h=(0,a.range)(i,c+1).filter((t=>0!=t)).map((t=>t*e)).filter((e=>t<=e&&e<=o)),n>0&&h.length>0){const t=e/n,o=(0,a.range)(0,n).map((o=>o*t));for(const t of o.slice(1))r.push(h[0]-t);for(const t of h)for(const e of o)r.push(t+e)}}else{const t=Math.ceil(.999999*c),o=Math.floor(1.000001*f),e=Math.ceil((o-t)/9);if(h=(0,a.range)(t-1,o+1,e).map((t=>i**t)),n>0&&h.length>0){const t=i**e/n,o=(0,a.range)(1,n+1).map((o=>o*t));for(const t of o)r.push(h[0]/t);r.push(h[0]);for(const t of h)for(const e of o)r.push(t*e)}}else h=[];return{major:h.filter((e=>t<=e&&e<=o)),minor:r.filter((e=>t<=e&&e<=o))}}}e.LogTicker=c,r=c,c.__name__=\"LogTicker\",r.override({mantissas:[1,5]})},\n",
       "      function _(e,r,t,i,a){var o;i();const s=e(128),c=e(145),n=e(166),_=e(167);class x extends s.AxisView{}t.MercatorAxisView=x,x.__name__=\"MercatorAxisView\";class d extends c.LinearAxis{constructor(e){super(e)}}t.MercatorAxis=d,o=d,d.__name__=\"MercatorAxis\",o.prototype.default_view=x,o.override({ticker:()=>new _.MercatorTicker({dimension:\"lat\"}),formatter:()=>new n.MercatorTickFormatter({dimension:\"lat\"})})},\n",
       "      function _(r,t,e,o,n){var i;o();const c=r(146),s=r(20),a=r(78);class l extends c.BasicTickFormatter{constructor(r){super(r)}doFormat(r,t){if(null==this.dimension)throw new Error(\"MercatorTickFormatter.dimension not configured\");if(0==r.length)return[];const e=r.length,o=new Array(e);if(\"lon\"==this.dimension)for(let n=0;n<e;n++){const[e]=a.wgs84_mercator.invert(r[n],t.loc);o[n]=e}else for(let n=0;n<e;n++){const[,e]=a.wgs84_mercator.invert(t.loc,r[n]);o[n]=e}return super.doFormat(o,t)}}e.MercatorTickFormatter=l,i=l,l.__name__=\"MercatorTickFormatter\",i.define((({Nullable:r})=>({dimension:[r(s.LatLon),null]})))},\n",
       "      function _(t,o,n,s,r){var e;s();const i=t(147),c=t(20),_=t(78);class a extends i.BasicTicker{constructor(t){super(t)}get_ticks_no_defaults(t,o,n,s){if(null==this.dimension)throw new Error(`${this}.dimension wasn't configured`);return[t,o]=(0,_.clip_mercator)(t,o,this.dimension),\"lon\"==this.dimension?this._get_ticks_lon(t,o,n,s):this._get_ticks_lat(t,o,n,s)}_get_ticks_lon(t,o,n,s){const[r]=_.wgs84_mercator.invert(t,n),[e,i]=_.wgs84_mercator.invert(o,n),c=super.get_ticks_no_defaults(r,e,n,s),a=[];for(const t of c.major)if((0,_.in_bounds)(t,\"lon\")){const[o]=_.wgs84_mercator.compute(t,i);a.push(o)}const m=[];for(const t of c.minor)if((0,_.in_bounds)(t,\"lon\")){const[o]=_.wgs84_mercator.compute(t,i);m.push(o)}return{major:a,minor:m}}_get_ticks_lat(t,o,n,s){const[,r]=_.wgs84_mercator.invert(n,t),[e,i]=_.wgs84_mercator.invert(n,o),c=super.get_ticks_no_defaults(r,i,n,s),a=[];for(const t of c.major)if((0,_.in_bounds)(t,\"lat\")){const[,o]=_.wgs84_mercator.compute(e,t);a.push(o)}const m=[];for(const t of c.minor)if((0,_.in_bounds)(t,\"lat\")){const[,o]=_.wgs84_mercator.compute(e,t);m.push(o)}return{major:a,minor:m}}}n.MercatorTicker=a,e=a,a.__name__=\"MercatorTicker\",e.define((({Nullable:t})=>({dimension:[t(c.LatLon),null]})))},\n",
       "      function _(e,i,r,c,k){c(),k(\"AdaptiveTicker\",e(148).AdaptiveTicker),k(\"BasicTicker\",e(147).BasicTicker),k(\"CategoricalTicker\",e(141).CategoricalTicker),k(\"CompositeTicker\",e(156).CompositeTicker),k(\"ContinuousTicker\",e(149).ContinuousTicker),k(\"DatetimeTicker\",e(155).DatetimeTicker),k(\"DaysTicker\",e(157).DaysTicker),k(\"FixedTicker\",e(169).FixedTicker),k(\"LogTicker\",e(164).LogTicker),k(\"MercatorTicker\",e(167).MercatorTicker),k(\"MonthsTicker\",e(160).MonthsTicker),k(\"SingleIntervalTicker\",e(158).SingleIntervalTicker),k(\"Ticker\",e(130).Ticker),k(\"YearsTicker\",e(161).YearsTicker),k(\"BinnedTicker\",e(170).BinnedTicker)},\n",
       "      function _(r,t,e,i,n){var s;i();const _=r(149);class c extends _.ContinuousTicker{constructor(r){super(r)}get_ticks_no_defaults(r,t,e,i){return{major:this.ticks,minor:this.minor_ticks}}get_interval(r,t,e){return 0}get_min_interval(){return 0}get_max_interval(){return 0}}e.FixedTicker=c,s=c,c.__name__=\"FixedTicker\",s.define((({Number:r,Array:t})=>({ticks:[t(r),[]],minor_ticks:[t(r),[]]})))},\n",
       "      function _(e,n,t,r,i){var o;r();const a=e(130),s=e(171),c=e(12);class m extends a.Ticker{constructor(e){super(e)}get_ticks(e,n,t,r){const{binning:i}=this.mapper.metrics,o=Math.max(0,(0,c.left_edge_index)(e,i)),a=Math.min((0,c.left_edge_index)(n,i)+1,i.length-1),s=[];for(let e=o;e<=a;e++)s.push(i[e]);const{num_major_ticks:m}=this,_=[],h=\"auto\"==m?s.length:m,l=Math.max(1,Math.floor(s.length/h));for(let e=0;e<s.length;e+=l)_.push(s[e]);return{major:_,minor:[]}}}t.BinnedTicker=m,o=m,m.__name__=\"BinnedTicker\",o.define((({Number:e,Ref:n,Or:t,Auto:r})=>({mapper:[n(s.ScanningColorMapper)],num_major_ticks:[t(e,r),8]})))},\n",
       "      function _(n,e,i,r,o){r();const t=n(172),a=n(12);class c extends t.ContinuousColorMapper{constructor(n){super(n)}cmap(n,e,i,r,o){if(n<o.binning[0])return i;if(n>o.binning[o.binning.length-1])return r;return e[(0,a.left_edge_index)(n,o.binning)]}}i.ScanningColorMapper=c,c.__name__=\"ScanningColorMapper\"},\n",
       "      function _(t,e,o,n,s){var l;n();const c=t(173),i=t(175),a=t(9),h=t(8);class r extends c.ColorMapper{constructor(t){super(t),this._scan_data=null}connect_signals(){super.connect_signals();const t=()=>{for(const[t]of this.domain)this.connect(t.view.change,(()=>this.update_data())),this.connect(t.data_source.selected.change,(()=>this.update_data()))};this.connect(this.properties.domain.change,(()=>t())),t()}update_data(){const{domain:t,palette:e}=this,o=[...this._collect(t)];this._scan_data=this.scan(o,e.length),this.metrics_change.emit(),this.change.emit()}get metrics(){return null==this._scan_data&&this.update_data(),this._scan_data}*_collect(t){for(const[e,o]of t)for(const t of(0,h.isArray)(o)?o:[o]){let o=e.data_source.get_column(t);o=e.view.indices.select(o);const n=e.view.masked,s=e.data_source.selected.indices;let l;if(null!=n&&s.length>0?l=(0,a.intersection)([...n],s):null!=n?l=[...n]:s.length>0&&(l=s),null!=l&&(o=(0,a.map)(l,(t=>o[t]))),o.length>0&&!(0,h.isNumber)(o[0]))for(const t of o)yield*t;else yield*o}}_v_compute(t,e,o,n){const{nan_color:s}=n;let{low_color:l,high_color:c}=n;null==l&&(l=o[0]),null==c&&(c=o[o.length-1]);const{domain:i}=this,h=(0,a.is_empty)(i)?t:[...this._collect(i)];this._scan_data=this.scan(h,o.length),this.metrics_change.emit();for(let n=0,i=t.length;n<i;n++){const i=t[n];isNaN(i)?e[n]=s:e[n]=this.cmap(i,o,l,c,this._scan_data)}}_colors(t){return Object.assign(Object.assign({},super._colors(t)),{low_color:null!=this.low_color?t(this.low_color):void 0,high_color:null!=this.high_color?t(this.high_color):void 0})}}o.ContinuousColorMapper=r,l=r,r.__name__=\"ContinuousColorMapper\",l.define((({Number:t,String:e,Ref:o,Color:n,Or:s,Tuple:l,Array:c,Nullable:a})=>({high:[a(t),null],low:[a(t),null],high_color:[a(n),null],low_color:[a(n),null],domain:[c(l(o(i.GlyphRenderer),s(e,c(e)))),[]]})))},\n",
       "      function _(e,r,t,n,o){var a;n();const c=e(174),i=e(15),_=e(24),l=e(22),s=e(27);function p(e){return(0,l.encode_rgba)((0,l.color2rgba)(e))}function u(e){const r=new Uint32Array(e.length);for(let t=0,n=e.length;t<n;t++)r[t]=p(e[t]);return r}t._convert_color=p,t._convert_palette=u;class h extends c.Mapper{constructor(e){super(e)}initialize(){super.initialize(),this.metrics_change=new i.Signal0(this,\"metrics_change\")}v_compute(e){const r=new Array(e.length);return this._v_compute(e,r,this.palette,this._colors((e=>e))),r}get rgba_mapper(){const e=this,r=u(this.palette),t=this._colors(p);return{v_compute(n){const o=new _.ColorArray(n.length);return e._v_compute(n,o,r,t),new Uint8ClampedArray((0,s.to_big_endian)(o).buffer)}}}_colors(e){return{nan_color:e(this.nan_color)}}}t.ColorMapper=h,a=h,h.__name__=\"ColorMapper\",a.define((({Color:e,Array:r})=>({palette:[r(e)],nan_color:[e,\"gray\"]})))},\n",
       "      function _(r,e,n,s,o){s();const p=r(56);class t extends p.Transform{constructor(r){super(r)}compute(r){throw new Error(\"mapping single values is not supported\")}}n.Mapper=t,t.__name__=\"Mapper\"},\n",
       "      function _(e,t,i,s,l){var h;s();const n=e(176),o=e(177),a=e(186),c=e(187),_=e(189),r=e(179),d=e(70),p=e(190),g=e(24),u=e(12),y=e(13),m=e(113),v=e(67),f={fill:{},line:{}},w={fill:{fill_alpha:.3,fill_color:\"grey\"},line:{line_alpha:.3,line_color:\"grey\"}},b={fill:{fill_alpha:.2},line:{}},V={fill:{fill_alpha:.2},line:{}};class x extends n.DataRendererView{get glyph_view(){return this.glyph}async lazy_initialize(){var e;await super.lazy_initialize();const t=this.model.glyph;this.glyph=await this.build_glyph_view(t);const i=\"fill\"in this.glyph.visuals,s=\"line\"in this.glyph.visuals,l=Object.assign({},t.attributes);function h(e){const h=(0,y.clone)(l);return i&&(0,y.extend)(h,e.fill),s&&(0,y.extend)(h,e.line),new t.constructor(h)}function n(e,t){return t instanceof r.Glyph?t:h(\"auto\"==t?e:{fill:{},line:{}})}delete l.id;let{selection_glyph:o,nonselection_glyph:a,hover_glyph:c,muted_glyph:_}=this.model;o=n(f,o),this.selection_glyph=await this.build_glyph_view(o),a=n(b,a),this.nonselection_glyph=await this.build_glyph_view(a),null!=c&&(this.hover_glyph=await this.build_glyph_view(c)),_=n(V,_),this.muted_glyph=await this.build_glyph_view(_);const d=n(w,\"auto\");this.decimated_glyph=await this.build_glyph_view(d),this.selection_glyph.set_base(this.glyph),this.nonselection_glyph.set_base(this.glyph),null===(e=this.hover_glyph)||void 0===e||e.set_base(this.glyph),this.muted_glyph.set_base(this.glyph),this.decimated_glyph.set_base(this.glyph),this.set_data()}async build_glyph_view(e){return(0,m.build_view)(e,{parent:this})}remove(){var e;this.glyph.remove(),this.selection_glyph.remove(),this.nonselection_glyph.remove(),null===(e=this.hover_glyph)||void 0===e||e.remove(),this.muted_glyph.remove(),this.decimated_glyph.remove(),super.remove()}connect_signals(){super.connect_signals();const e=()=>this.request_render(),t=()=>this.update_data();this.connect(this.model.change,e),this.connect(this.glyph.model.change,t),this.connect(this.selection_glyph.model.change,t),this.connect(this.nonselection_glyph.model.change,t),null!=this.hover_glyph&&this.connect(this.hover_glyph.model.change,t),this.connect(this.muted_glyph.model.change,t),this.connect(this.decimated_glyph.model.change,t),this.connect(this.model.data_source.change,t),this.connect(this.model.data_source.streaming,t),this.connect(this.model.data_source.patching,(e=>this.update_data(e))),this.connect(this.model.data_source.selected.change,e),this.connect(this.model.data_source._select,e),null!=this.hover_glyph&&this.connect(this.model.data_source.inspect,e),this.connect(this.model.properties.view.change,t),this.connect(this.model.view.properties.indices.change,t),this.connect(this.model.view.properties.masked.change,(()=>this.set_visuals())),this.connect(this.model.properties.visible.change,(()=>this.plot_view.invalidate_dataranges=!0));const{x_ranges:i,y_ranges:s}=this.plot_view.frame;for(const[,e]of i)e instanceof v.FactorRange&&this.connect(e.change,t);for(const[,e]of s)e instanceof v.FactorRange&&this.connect(e.change,t);const{transformchange:l,exprchange:h}=this.model.glyph;this.connect(l,t),this.connect(h,t)}_update_masked_indices(){const e=this.glyph.mask_data();return this.model.view.masked=e,e}update_data(e){this.set_data(e),this.request_render()}set_data(e){const t=this.model.data_source;this.all_indices=this.model.view.indices;const{all_indices:i}=this;this.glyph.set_data(t,i,e),this.set_visuals(),this._update_masked_indices();const{lod_factor:s}=this.plot_model,l=this.all_indices.count;this.decimated=new g.Indices(l);for(let e=0;e<l;e+=s)this.decimated.set(e);this.plot_view.invalidate_dataranges=!0}set_visuals(){var e;const t=this.model.data_source,{all_indices:i}=this;this.glyph.set_visuals(t,i),this.decimated_glyph.set_visuals(t,i),this.selection_glyph.set_visuals(t,i),this.nonselection_glyph.set_visuals(t,i),null===(e=this.hover_glyph)||void 0===e||e.set_visuals(t,i),this.muted_glyph.set_visuals(t,i)}get has_webgl(){return this.glyph.has_webgl}_render(){const e=this.has_webgl;this.glyph.map_data();const t=[...this.all_indices];let i=[...this._update_masked_indices()];const{ctx:s}=this.layer;s.save();const{selected:l}=this.model.data_source;let h;h=!l||l.is_empty()?[]:this.glyph instanceof o.LineView&&l.selected_glyph===this.glyph.model?this.model.view.convert_indices_from_subset(i):l.indices;const{inspected:n}=this.model.data_source,r=new Set((()=>!n||n.is_empty()?[]:n.selected_glyph?this.model.view.convert_indices_from_subset(i):n.indices.length>0?n.indices:Object.keys(n.multiline_indices).map((e=>parseInt(e))))()),d=(0,u.filter)(i,(e=>r.has(t[e]))),{lod_threshold:p}=this.plot_model;let g,y,m;if(null!=this.model.document&&this.model.document.interactive_duration()>0&&!e&&null!=p&&t.length>p?(i=[...this.decimated],g=this.decimated_glyph,y=this.decimated_glyph,m=this.selection_glyph):(g=this.model.muted?this.muted_glyph:this.glyph,y=this.nonselection_glyph,m=this.selection_glyph),null!=this.hover_glyph&&d.length){const e=new Set(i);for(const t of d)e.delete(t);i=[...e]}if(h.length){const e={};for(const t of h)e[t]=!0;const l=new Array,n=new Array;if(this.glyph instanceof o.LineView)for(const i of t)null!=e[i]?l.push(i):n.push(i);else for(const s of i)null!=e[t[s]]?l.push(s):n.push(s);y.render(s,n),m.render(s,l),null!=this.hover_glyph&&(this.glyph instanceof o.LineView?this.hover_glyph.render(s,this.model.view.convert_indices_from_subset(d)):this.hover_glyph.render(s,d))}else if(this.glyph instanceof o.LineView)this.hover_glyph&&d.length?this.hover_glyph.render(s,this.model.view.convert_indices_from_subset(d)):g.render(s,t);else if(this.glyph instanceof a.PatchView||this.glyph instanceof c.HAreaView||this.glyph instanceof _.VAreaView)if(0==n.selected_glyphs.length||null==this.hover_glyph)g.render(s,t);else for(const e of n.selected_glyphs)e==this.glyph.model&&this.hover_glyph.render(s,t);else g.render(s,i),this.hover_glyph&&d.length&&this.hover_glyph.render(s,d);s.restore()}draw_legend(e,t,i,s,l,h,n,o){0!=this.glyph.data_size&&(null==o&&(o=this.model.get_reference_point(h,n)),this.glyph.draw_legend_for_index(e,{x0:t,x1:i,y0:s,y1:l},o))}hit_test(e){if(!this.model.visible)return null;const t=this.glyph.hit_test(e);return null==t?null:this.model.view.convert_selection_from_subset(t)}}i.GlyphRendererView=x,x.__name__=\"GlyphRendererView\";class G extends n.DataRenderer{constructor(e){super(e)}initialize(){super.initialize(),this.view.source!=this.data_source&&(this.view.source=this.data_source,this.view.compute_indices())}get_reference_point(e,t){if(null!=e){const i=this.data_source.get_column(e);if(null!=i)for(const[e,s]of Object.entries(this.view.indices_map))if(i[parseInt(e)]==t)return s}return 0}get_selection_manager(){return this.data_source.selection_manager}}i.GlyphRenderer=G,h=G,G.__name__=\"GlyphRenderer\",h.prototype.default_view=x,h.define((({Boolean:e,Auto:t,Or:i,Ref:s,Null:l,Nullable:h})=>({data_source:[s(d.ColumnarDataSource)],view:[s(p.CDSView),e=>new p.CDSView({source:e.data_source})],glyph:[s(r.Glyph)],hover_glyph:[h(s(r.Glyph)),null],nonselection_glyph:[i(s(r.Glyph),t,l),\"auto\"],selection_glyph:[i(s(r.Glyph),t,l),\"auto\"],muted_glyph:[i(s(r.Glyph),t,l),\"auto\"],muted:[e,!1]})))},\n",
       "      function _(e,r,t,a,n){var s;a();const c=e(41);class _ extends c.RendererView{get xscale(){return this.coordinates.x_scale}get yscale(){return this.coordinates.y_scale}}t.DataRendererView=_,_.__name__=\"DataRendererView\";class i extends c.Renderer{constructor(e){super(e)}get selection_manager(){return this.get_selection_manager()}}t.DataRenderer=i,s=i,i.__name__=\"DataRenderer\",s.override({level:\"glyph\"})},\n",
       "      function _(e,t,i,s,n){s();const l=e(1);var _;const r=e(178),o=e(184),a=(0,l.__importStar)(e(48)),h=(0,l.__importStar)(e(185)),c=e(72);class d extends r.XYGlyphView{async lazy_initialize(){await super.lazy_initialize();const{webgl:t}=this.renderer.plot_view.canvas_view;if(null==t?void 0:t.regl_wrapper.has_webgl){const{LineGL:i}=await Promise.resolve().then((()=>(0,l.__importStar)(e(426))));this.glglyph=new i(t.regl_wrapper,this)}}_render(e,t,i){const{sx:s,sy:n}=null!=i?i:this;let l=null;const _=e=>null!=l&&e-l!=1;let r=!0;e.beginPath();for(const i of t){const t=s[i],o=n[i];isFinite(t+o)?r||_(i)?(e.moveTo(t,o),r=!1):e.lineTo(t,o):r=!0,l=i}this.visuals.line.set_value(e),e.stroke()}_hit_point(e){const t=new c.Selection,i={x:e.sx,y:e.sy};let s=9999;const n=Math.max(2,this.line_width.value/2);for(let e=0,l=this.sx.length-1;e<l;e++){const l={x:this.sx[e],y:this.sy[e]},_={x:this.sx[e+1],y:this.sy[e+1]},r=h.dist_to_segment(i,l,_);r<n&&r<s&&(s=r,t.add_to_selected_glyphs(this.model),t.view=this,t.line_indices=[e])}return t}_hit_span(e){const{sx:t,sy:i}=e,s=new c.Selection;let n,l;\"v\"==e.direction?(n=this.renderer.yscale.invert(i),l=this._y):(n=this.renderer.xscale.invert(t),l=this._x);for(let e=0,t=l.length-1;e<t;e++)(l[e]<=n&&n<=l[e+1]||l[e+1]<=n&&n<=l[e])&&(s.add_to_selected_glyphs(this.model),s.view=this,s.line_indices.push(e));return s}get_interpolation_hit(e,t){const[i,s,n,l]=[this._x[e],this._y[e],this._x[e+1],this._y[e+1]];return(0,o.line_interpolation)(this.renderer,t,i,s,n,l)}draw_legend_for_index(e,t,i){(0,o.generic_line_scalar_legend)(this.visuals,e,t)}}i.LineView=d,d.__name__=\"LineView\";class p extends r.XYGlyph{constructor(e){super(e)}}i.Line=p,_=p,p.__name__=\"Line\",_.prototype.default_view=d,_.mixins(a.LineScalar)},\n",
       "      function _(e,t,_,s,i){s();const n=e(1);var a;const o=e(78),c=(0,n.__importStar)(e(18)),p=e(179);class r extends p.GlyphView{_project_data(){o.inplace.project_xy(this._x,this._y)}_index_data(e){const{_x:t,_y:_,data_size:s}=this;for(let i=0;i<s;i++){const s=t[i],n=_[i];e.add_point(s,n)}}scenterxy(e){return[this.sx[e],this.sy[e]]}}_.XYGlyphView=r,r.__name__=\"XYGlyphView\";class d extends p.Glyph{constructor(e){super(e)}}_.XYGlyph=d,a=d,d.__name__=\"XYGlyph\",a.define((({})=>({x:[c.XCoordinateSpec,{field:\"x\"}],y:[c.YCoordinateSpec,{field:\"y\"}]})))},\n",
       "      function _(e,t,s,i,n){i();const r=e(1),a=(0,r.__importStar)(e(18)),o=(0,r.__importStar)(e(65)),_=(0,r.__importStar)(e(45)),l=e(42),c=e(53),h=e(19),d=e(24),u=e(8),f=e(180),p=e(12),g=e(26),y=e(181),x=e(67),v=e(72),{abs:b,ceil:m}=Math;class w extends l.View{constructor(){super(...arguments),this._index=null,this._data_size=null,this._nohit_warned=new Set}get renderer(){return this.parent}get has_webgl(){return null!=this.glglyph}get index(){const{_index:e}=this;if(null!=e)return e;throw new Error(`${this}.index_data() wasn't called`)}get data_size(){const{_data_size:e}=this;if(null!=e)return e;throw new Error(`${this}.set_data() wasn't called`)}initialize(){super.initialize(),this.visuals=new _.Visuals(this)}request_render(){this.parent.request_render()}get canvas(){return this.renderer.parent.canvas_view}render(e,t,s){var i;null!=this.glglyph&&(this.renderer.needs_webgl_blit=this.glglyph.render(e,t,null!==(i=this.base)&&void 0!==i?i:this),this.renderer.needs_webgl_blit)||this._render(e,t,null!=s?s:this.base)}has_finished(){return!0}notify_finished(){this.renderer.notify_finished()}_bounds(e){return e}bounds(){return this._bounds(this.index.bbox)}log_bounds(){const{x0:e,x1:t}=this.index.bounds(o.positive_x()),{y0:s,y1:i}=this.index.bounds(o.positive_y());return this._bounds({x0:e,y0:s,x1:t,y1:i})}get_anchor_point(e,t,[s,i]){switch(e){case\"center\":case\"center_center\":{const[e,n]=this.scenterxy(t,s,i);return{x:e,y:n}}default:return null}}scenterx(e,t,s){return this.scenterxy(e,t,s)[0]}scentery(e,t,s){return this.scenterxy(e,t,s)[1]}sdist(e,t,s,i=\"edge\",n=!1){const r=t.length,a=new d.ScreenArray(r),o=e.s_compute;if(\"center\"==i)for(let e=0;e<r;e++){const i=t[e],n=s.get(e)/2,r=o(i-n),_=o(i+n);a[e]=b(_-r)}else for(let e=0;e<r;e++){const i=t[e],n=o(i),r=o(i+s.get(e));a[e]=b(r-n)}return n&&(0,p.inplace_map)(a,(e=>m(e))),a}draw_legend_for_index(e,t,s){}hit_test(e){switch(e.type){case\"point\":if(null!=this._hit_point)return this._hit_point(e);break;case\"span\":if(null!=this._hit_span)return this._hit_span(e);break;case\"rect\":if(null!=this._hit_rect)return this._hit_rect(e);break;case\"poly\":if(null!=this._hit_poly)return this._hit_poly(e)}return this._nohit_warned.has(e.type)||(h.logger.debug(`'${e.type}' selection not available for ${this.model.type}`),this._nohit_warned.add(e.type)),null}_hit_rect_against_index(e){const{sx0:t,sx1:s,sy0:i,sy1:n}=e,[r,a]=this.renderer.coordinates.x_scale.r_invert(t,s),[o,_]=this.renderer.coordinates.y_scale.r_invert(i,n),l=[...this.index.indices({x0:r,x1:a,y0:o,y1:_})];return new v.Selection({indices:l})}_project_data(){}*_iter_visuals(){for(const e of this.visuals)for(const t of e)(t instanceof a.VectorSpec||t instanceof a.ScalarSpec)&&(yield t)}set_base(e){e!=this&&e instanceof this.constructor&&(this.base=e)}_configure(e,t){Object.defineProperty(this,(0,u.isString)(e)?e:e.attr,Object.assign({configurable:!0,enumerable:!0},t))}set_visuals(e,t){var s;for(const s of this._iter_visuals()){const{base:i}=this;if(null!=i){const e=i.model.properties[s.attr];if(null!=e&&(0,g.is_equal)(s.get_value(),e.get_value())){this._configure(s,{get:()=>i[`${s.attr}`]});continue}}const n=s.uniform(e).select(t);this._configure(s,{value:n})}for(const e of this.visuals)e.update();null===(s=this.glglyph)||void 0===s||s.set_visuals_changed()}set_data(e,t,s){var i;const{x_source:n,y_source:r}=this.renderer.coordinates,o=new Set(this._iter_visuals());this._data_size=t.count;for(const s of this.model)if((s instanceof a.VectorSpec||s instanceof a.ScalarSpec)&&!o.has(s))if(s instanceof a.BaseCoordinateSpec){const i=s.array(e);let o=t.select(i);const _=\"x\"==s.dimension?n:r;if(_ instanceof x.FactorRange)if(s instanceof a.CoordinateSpec)o=_.v_synthetic(o);else if(s instanceof a.CoordinateSeqSpec)for(let e=0;e<o.length;e++)o[e]=_.v_synthetic(o[e]);let l;l=s instanceof a.CoordinateSeqSpec?f.RaggedArray.from(o,Float64Array):o,this._configure(`_${s.attr}`,{value:l})}else{const i=s.uniform(e).select(t);if(this._configure(s,{value:i}),s instanceof a.DistanceSpec){const e=i.is_Scalar()?i.value:(0,p.max)(i.array);this._configure(`max_${s.attr}`,{value:e})}}this.renderer.plot_view.model.use_map&&this._project_data(),this._set_data(null!=s?s:null),null===(i=this.glglyph)||void 0===i||i.set_data_changed(),this.index_data()}_set_data(e){}get _index_size(){return this.data_size}index_data(){const e=new y.SpatialIndex(this._index_size);this._index_data(e),e.finish(),this._index=e}mask_data(){return null==this._mask_data?d.Indices.all_set(this.data_size):this._mask_data()}map_data(){var e;const t=this,{x_scale:s,y_scale:i}=this.renderer.coordinates;for(const e of this.model)if(e instanceof a.BaseCoordinateSpec){const n=\"x\"==e.dimension?s:i;let r=t[`_${e.attr}`];if(r instanceof f.RaggedArray){const e=n.v_compute(r.array);r=new f.RaggedArray(r.offsets,e)}else r=n.v_compute(r);this[`s${e.attr}`]=r}this._map_data(),null===(e=this.glglyph)||void 0===e||e.set_data_changed()}_map_data(){}}s.GlyphView=w,w.__name__=\"GlyphView\";class S extends c.Model{constructor(e){super(e)}}s.Glyph=S,S.__name__=\"Glyph\"},\n",
       "      function _(t,s,r,e,a){var n;e();const o=t(26),h=t(11);class i{constructor(t,s){this.offsets=t,this.array=s}[(n=Symbol.toStringTag,o.equals)](t,s){return s.arrays(this.offsets,t.offsets)&&s.arrays(this.array,t.array)}get length(){return this.offsets.length}clone(){return new i(this.offsets.slice(),this.array.slice())}static from(t,s){const r=t.length;let e=0;const a=(()=>{const s=new Uint32Array(r);for(let a=0;a<r;a++){const r=t[a].length;s[a]=e,e+=r}return e<256?new Uint8Array(s):e<65536?new Uint16Array(s):s})(),n=new s(e);for(let s=0;s<r;s++)n.set(t[s],a[s]);return new i(a,n)}*[Symbol.iterator](){const{offsets:t,length:s}=this;for(let r=0;r<s;r++)yield this.array.subarray(t[r],t[r+1])}_check_bounds(t){(0,h.assert)(0<=t&&t<this.length,`Out of bounds: 0 <= ${t} < ${this.length}`)}get(t){this._check_bounds(t);const{offsets:s}=this;return this.array.subarray(s[t],s[t+1])}set(t,s){this._check_bounds(t),this.array.set(s,this.offsets[t])}}r.RaggedArray=i,i.__name__=\"RaggedArray\",i[n]=\"RaggedArray\"},\n",
       "      function _(i,t,n,e,s){e();const d=(0,i(1).__importDefault)(i(182)),o=i(24),x=i(65);function h(i,t){let n=0,e=t.length-1;for(;n<e;){const s=n+e>>1;t[s]>i?e=s:n=s+1}return t[n]}class r extends d.default{get boxes(){return this._boxes}search_indices(i,t,n,e){if(this._pos!==this._boxes.length)throw new Error(\"Data not yet indexed - call index.finish().\");let s=this._boxes.length-4;const d=[],x=new o.Indices(this.numItems);for(;void 0!==s;){const o=Math.min(s+4*this.nodeSize,h(s,this._levelBounds));for(let h=s;h<o;h+=4){const o=0|this._indices[h>>2],r=this._boxes[h+0],l=this._boxes[h+1],a=this._boxes[h+2],_=this._boxes[h+3];n<r||(e<l||i>a||t>_||(s<4*this.numItems?x.set(o):d.push(o)))}s=d.pop()}return x}}r.__name__=\"_FlatBush\";class l{constructor(i){this.index=null,i>0&&(this.index=new r(i))}add_rect(i,t,n,e){var s;isFinite(i+t+n+e)?null===(s=this.index)||void 0===s||s.add(i,t,n,e):this.add_empty()}add_point(i,t){var n;isFinite(i+t)?null===(n=this.index)||void 0===n||n.add(i,t,i,t):this.add_empty()}add_empty(){var i;null===(i=this.index)||void 0===i||i.add(1/0,1/0,-1/0,-1/0)}finish(){var i;null===(i=this.index)||void 0===i||i.finish()}_normalize(i){let{x0:t,y0:n,x1:e,y1:s}=i;return t>e&&([t,e]=[e,t]),n>s&&([n,s]=[s,n]),{x0:t,y0:n,x1:e,y1:s}}get bbox(){if(null==this.index)return(0,x.empty)();{const{minX:i,minY:t,maxX:n,maxY:e}=this.index;return{x0:i,y0:t,x1:n,y1:e}}}indices(i){if(null==this.index)return new o.Indices(0);{const{x0:t,y0:n,x1:e,y1:s}=this._normalize(i);return this.index.search_indices(t,n,e,s)}}bounds(i){const t=(0,x.empty)();if(null==this.index)return t;const{boxes:n}=this.index;for(const e of this.indices(i)){const s=n[4*e+0],d=n[4*e+1],o=n[4*e+2],x=n[4*e+3];s>=i.x0&&s<t.x0&&(t.x0=s),o<=i.x1&&o>t.x1&&(t.x1=o),d>=i.y0&&d<t.y0&&(t.y0=d),x<=i.y1&&x>t.y1&&(t.y1=x)}return t}}n.SpatialIndex=l,l.__name__=\"SpatialIndex\"},\n",
       "      function _(t,s,i,e,h){e();const n=(0,t(1).__importDefault)(t(183)),o=[Int8Array,Uint8Array,Uint8ClampedArray,Int16Array,Uint16Array,Int32Array,Uint32Array,Float32Array,Float64Array];class r{static from(t){if(!(t instanceof ArrayBuffer))throw new Error(\"Data must be an instance of ArrayBuffer.\");const[s,i]=new Uint8Array(t,0,2);if(251!==s)throw new Error(\"Data does not appear to be in a Flatbush format.\");if(i>>4!=3)throw new Error(`Got v${i>>4} data when expected v3.`);const[e]=new Uint16Array(t,2,1),[h]=new Uint32Array(t,4,1);return new r(h,e,o[15&i],t)}constructor(t,s=16,i=Float64Array,e){if(void 0===t)throw new Error(\"Missing required argument: numItems.\");if(isNaN(t)||t<=0)throw new Error(`Unpexpected numItems value: ${t}.`);this.numItems=+t,this.nodeSize=Math.min(Math.max(+s,2),65535);let h=t,r=h;this._levelBounds=[4*h];do{h=Math.ceil(h/this.nodeSize),r+=h,this._levelBounds.push(4*r)}while(1!==h);this.ArrayType=i||Float64Array,this.IndexArrayType=r<16384?Uint16Array:Uint32Array;const a=o.indexOf(this.ArrayType),_=4*r*this.ArrayType.BYTES_PER_ELEMENT;if(a<0)throw new Error(`Unexpected typed array class: ${i}.`);e&&e instanceof ArrayBuffer?(this.data=e,this._boxes=new this.ArrayType(this.data,8,4*r),this._indices=new this.IndexArrayType(this.data,8+_,r),this._pos=4*r,this.minX=this._boxes[this._pos-4],this.minY=this._boxes[this._pos-3],this.maxX=this._boxes[this._pos-2],this.maxY=this._boxes[this._pos-1]):(this.data=new ArrayBuffer(8+_+r*this.IndexArrayType.BYTES_PER_ELEMENT),this._boxes=new this.ArrayType(this.data,8,4*r),this._indices=new this.IndexArrayType(this.data,8+_,r),this._pos=0,this.minX=1/0,this.minY=1/0,this.maxX=-1/0,this.maxY=-1/0,new Uint8Array(this.data,0,2).set([251,48+a]),new Uint16Array(this.data,2,1)[0]=s,new Uint32Array(this.data,4,1)[0]=t),this._queue=new n.default}add(t,s,i,e){const h=this._pos>>2;return this._indices[h]=h,this._boxes[this._pos++]=t,this._boxes[this._pos++]=s,this._boxes[this._pos++]=i,this._boxes[this._pos++]=e,t<this.minX&&(this.minX=t),s<this.minY&&(this.minY=s),i>this.maxX&&(this.maxX=i),e>this.maxY&&(this.maxY=e),h}finish(){if(this._pos>>2!==this.numItems)throw new Error(`Added ${this._pos>>2} items when expected ${this.numItems}.`);if(this.numItems<=this.nodeSize)return this._boxes[this._pos++]=this.minX,this._boxes[this._pos++]=this.minY,this._boxes[this._pos++]=this.maxX,void(this._boxes[this._pos++]=this.maxY);const t=this.maxX-this.minX,s=this.maxY-this.minY,i=new Uint32Array(this.numItems);for(let e=0;e<this.numItems;e++){let h=4*e;const n=this._boxes[h++],o=this._boxes[h++],r=this._boxes[h++],a=this._boxes[h++],_=Math.floor(65535*((n+r)/2-this.minX)/t),x=Math.floor(65535*((o+a)/2-this.minY)/s);i[e]=m(_,x)}x(i,this._boxes,this._indices,0,this.numItems-1,this.nodeSize);for(let t=0,s=0;t<this._levelBounds.length-1;t++){const i=this._levelBounds[t];for(;s<i;){const t=s;let e=1/0,h=1/0,n=-1/0,o=-1/0;for(let t=0;t<this.nodeSize&&s<i;t++)e=Math.min(e,this._boxes[s++]),h=Math.min(h,this._boxes[s++]),n=Math.max(n,this._boxes[s++]),o=Math.max(o,this._boxes[s++]);this._indices[this._pos>>2]=t,this._boxes[this._pos++]=e,this._boxes[this._pos++]=h,this._boxes[this._pos++]=n,this._boxes[this._pos++]=o}}}search(t,s,i,e,h){if(this._pos!==this._boxes.length)throw new Error(\"Data not yet indexed - call index.finish().\");let n=this._boxes.length-4;const o=[],r=[];for(;void 0!==n;){const a=Math.min(n+4*this.nodeSize,_(n,this._levelBounds));for(let _=n;_<a;_+=4){const a=0|this._indices[_>>2];i<this._boxes[_]||(e<this._boxes[_+1]||t>this._boxes[_+2]||s>this._boxes[_+3]||(n<4*this.numItems?(void 0===h||h(a))&&r.push(a):o.push(a)))}n=o.pop()}return r}neighbors(t,s,i=1/0,e=1/0,h){if(this._pos!==this._boxes.length)throw new Error(\"Data not yet indexed - call index.finish().\");let n=this._boxes.length-4;const o=this._queue,r=[],x=e*e;for(;void 0!==n;){const e=Math.min(n+4*this.nodeSize,_(n,this._levelBounds));for(let i=n;i<e;i+=4){const e=0|this._indices[i>>2],r=a(t,this._boxes[i],this._boxes[i+2]),_=a(s,this._boxes[i+1],this._boxes[i+3]),x=r*r+_*_;n<4*this.numItems?(void 0===h||h(e))&&o.push(-e-1,x):o.push(e,x)}for(;o.length&&o.peek()<0;){if(o.peekValue()>x)return o.clear(),r;if(r.push(-o.pop()-1),r.length===i)return o.clear(),r}n=o.pop()}return o.clear(),r}}function a(t,s,i){return t<s?s-t:t<=i?0:t-i}function _(t,s){let i=0,e=s.length-1;for(;i<e;){const h=i+e>>1;s[h]>t?e=h:i=h+1}return s[i]}function x(t,s,i,e,h,n){if(Math.floor(e/n)>=Math.floor(h/n))return;const o=t[e+h>>1];let r=e-1,a=h+1;for(;;){do{r++}while(t[r]<o);do{a--}while(t[a]>o);if(r>=a)break;d(t,s,i,r,a)}x(t,s,i,e,a,n),x(t,s,i,a+1,h,n)}function d(t,s,i,e,h){const n=t[e];t[e]=t[h],t[h]=n;const o=4*e,r=4*h,a=s[o],_=s[o+1],x=s[o+2],d=s[o+3];s[o]=s[r],s[o+1]=s[r+1],s[o+2]=s[r+2],s[o+3]=s[r+3],s[r]=a,s[r+1]=_,s[r+2]=x,s[r+3]=d;const m=i[e];i[e]=i[h],i[h]=m}function m(t,s){let i=t^s,e=65535^i,h=65535^(t|s),n=t&(65535^s),o=i|e>>1,r=i>>1^i,a=h>>1^e&n>>1^h,_=i&h>>1^n>>1^n;i=o,e=r,h=a,n=_,o=i&i>>2^e&e>>2,r=i&e>>2^e&(i^e)>>2,a^=i&h>>2^e&n>>2,_^=e&h>>2^(i^e)&n>>2,i=o,e=r,h=a,n=_,o=i&i>>4^e&e>>4,r=i&e>>4^e&(i^e)>>4,a^=i&h>>4^e&n>>4,_^=e&h>>4^(i^e)&n>>4,i=o,e=r,h=a,n=_,a^=i&h>>8^e&n>>8,_^=e&h>>8^(i^e)&n>>8,i=a^a>>1,e=_^_>>1;let x=t^s,d=e|65535^(x|i);return x=16711935&(x|x<<8),x=252645135&(x|x<<4),x=858993459&(x|x<<2),x=1431655765&(x|x<<1),d=16711935&(d|d<<8),d=252645135&(d|d<<4),d=858993459&(d|d<<2),d=1431655765&(d|d<<1),(d<<1|x)>>>0}i.default=r},\n",
       "      function _(s,t,i,h,e){h();i.default=class{constructor(){this.ids=[],this.values=[],this.length=0}clear(){this.length=0}push(s,t){let i=this.length++;for(this.ids[i]=s,this.values[i]=t;i>0;){const s=i-1>>1,h=this.values[s];if(t>=h)break;this.ids[i]=this.ids[s],this.values[i]=h,i=s}this.ids[i]=s,this.values[i]=t}pop(){if(0===this.length)return;const s=this.ids[0];if(this.length--,this.length>0){const s=this.ids[0]=this.ids[this.length],t=this.values[0]=this.values[this.length],i=this.length>>1;let h=0;for(;h<i;){let s=1+(h<<1);const i=s+1;let e=this.ids[s],l=this.values[s];const n=this.values[i];if(i<this.length&&n<l&&(s=i,e=this.ids[i],l=n),l>=t)break;this.ids[h]=e,this.values[h]=l,h=s}this.ids[h]=s,this.values[h]=t}return s}peek(){if(0!==this.length)return this.ids[0]}peekValue(){if(0!==this.length)return this.values[0]}}},\n",
       "      function _(e,n,a,t,i){t();const l=(0,e(1).__importStar)(e(185));function r(e,n,{x0:a,x1:t,y0:i,y1:l},r){n.save(),n.beginPath(),n.moveTo(a,(i+l)/2),n.lineTo(t,(i+l)/2),e.line.apply(n,r),n.restore()}function c(e,n,{x0:a,x1:t,y0:i,y1:l},r){var c,o;const _=.1*Math.abs(t-a),s=.1*Math.abs(l-i),y=a+_,p=t-_,g=i+s,h=l-s;n.beginPath(),n.rect(y,g,p-y,h-g),e.fill.apply(n,r),null===(c=e.hatch)||void 0===c||c.apply(n,r),null===(o=e.line)||void 0===o||o.apply(n,r)}a.generic_line_scalar_legend=function(e,n,{x0:a,x1:t,y0:i,y1:l}){n.save(),n.beginPath(),n.moveTo(a,(i+l)/2),n.lineTo(t,(i+l)/2),e.line.apply(n),n.restore()},a.generic_line_vector_legend=r,a.generic_line_legend=r,a.generic_area_scalar_legend=function(e,n,{x0:a,x1:t,y0:i,y1:l}){var r,c;const o=.1*Math.abs(t-a),_=.1*Math.abs(l-i),s=a+o,y=t-o,p=i+_,g=l-_;n.beginPath(),n.rect(s,p,y-s,g-p),e.fill.apply(n),null===(r=e.hatch)||void 0===r||r.apply(n),null===(c=e.line)||void 0===c||c.apply(n)},a.generic_area_vector_legend=c,a.generic_area_legend=c,a.line_interpolation=function(e,n,a,t,i,r){const{sx:c,sy:o}=n;let _,s,y,p;\"point\"==n.type?([y,p]=e.yscale.r_invert(o-1,o+1),[_,s]=e.xscale.r_invert(c-1,c+1)):\"v\"==n.direction?([y,p]=e.yscale.r_invert(o,o),[_,s]=[Math.min(a-1,i-1),Math.max(a+1,i+1)]):([_,s]=e.xscale.r_invert(c,c),[y,p]=[Math.min(t-1,r-1),Math.max(t+1,r+1)]);const{x:g,y:h}=l.check_2_segments_intersect(_,y,s,p,a,t,i,r);return[g,h]}},\n",
       "      function _(t,n,e,i,r){function s(t,n){return(t.x-n.x)**2+(t.y-n.y)**2}function o(t,n,e){const i=s(n,e);if(0==i)return s(t,n);const r=((t.x-n.x)*(e.x-n.x)+(t.y-n.y)*(e.y-n.y))/i;if(r<0)return s(t,n);if(r>1)return s(t,e);return s(t,{x:n.x+r*(e.x-n.x),y:n.y+r*(e.y-n.y)})}i(),e.point_in_poly=function(t,n,e,i){let r=!1,s=e[e.length-1],o=i[i.length-1];for(let u=0;u<e.length;u++){const c=e[u],_=i[u];o<n!=_<n&&s+(n-o)/(_-o)*(c-s)<t&&(r=!r),s=c,o=_}return r},e.point_in_ellipse=function(t,n,e,i,r,s,o){return((Math.cos(e)/r)**2+(Math.sin(e)/i)**2)*(t-s)**2+2*Math.cos(e)*Math.sin(e)*((1/r)**2-(1/i)**2)*(t-s)*(n-o)+((Math.cos(e)/i)**2+(Math.sin(e)/r)**2)*(n-o)**2<=1},e.dist_2_pts=s,e.dist_to_segment_squared=o,e.dist_to_segment=function(t,n,e){return Math.sqrt(o(t,n,e))},e.check_2_segments_intersect=function(t,n,e,i,r,s,o,u){const c=(u-s)*(e-t)-(o-r)*(i-n);if(0==c)return{hit:!1,x:null,y:null};{let _=n-s,h=t-r;const l=(e-t)*_-(i-n)*h;_=((o-r)*_-(u-s)*h)/c,h=l/c;return{hit:_>0&&_<1&&h>0&&h<1,x:t+_*(e-t),y:n+_*(i-n)}}}},\n",
       "      function _(t,s,e,i,a){i();const l=t(1);var n;const _=t(178),o=t(184),c=(0,l.__importStar)(t(185)),h=(0,l.__importStar)(t(48)),r=t(72);class p extends _.XYGlyphView{_render(t,s,e){const{sx:i,sy:a}=null!=e?e:this;let l=!0;t.beginPath();for(const e of s){const s=i[e],n=a[e];isFinite(s+n)?l?(t.moveTo(s,n),l=!1):t.lineTo(s,n):(t.closePath(),l=!0)}t.closePath(),this.visuals.fill.apply(t),this.visuals.hatch.apply(t),this.visuals.line.apply(t)}draw_legend_for_index(t,s,e){(0,o.generic_area_scalar_legend)(this.visuals,t,s)}_hit_point(t){const s=new r.Selection;return c.point_in_poly(t.sx,t.sy,this.sx,this.sy)&&(s.add_to_selected_glyphs(this.model),s.view=this),s}}e.PatchView=p,p.__name__=\"PatchView\";class d extends _.XYGlyph{constructor(t){super(t)}}e.Patch=d,n=d,d.__name__=\"Patch\",n.prototype.default_view=p,n.mixins([h.LineScalar,h.FillScalar,h.HatchScalar])},\n",
       "      function _(t,s,e,i,n){i();const h=t(1);var r;const a=t(188),_=(0,h.__importStar)(t(185)),o=(0,h.__importStar)(t(18)),l=t(72);class c extends a.AreaView{_index_data(t){const{min:s,max:e}=Math,{data_size:i}=this;for(let n=0;n<i;n++){const i=this._x1[n],h=this._x2[n],r=this._y[n];t.add_rect(s(i,h),r,e(i,h),r)}}_render(t,s,e){const{sx1:i,sx2:n,sy:h}=null!=e?e:this;t.beginPath();for(let s=0,e=i.length;s<e;s++)t.lineTo(i[s],h[s]);for(let s=n.length-1;s>=0;s--)t.lineTo(n[s],h[s]);t.closePath(),this.visuals.fill.apply(t),this.visuals.hatch.apply(t)}_hit_point(t){const s=this.sy.length,e=new l.Selection;for(let i=0,n=s-1;i<n;i++){const s=[this.sx1[i],this.sx1[i+1],this.sx2[i+1],this.sx2[i]],n=[this.sy[i],this.sy[i+1],this.sy[i+1],this.sy[i]];if(_.point_in_poly(t.sx,t.sy,s,n)){e.add_to_selected_glyphs(this.model),e.view=this,e.line_indices=[i];break}}return e}scenterxy(t){return[(this.sx1[t]+this.sx2[t])/2,this.sy[t]]}_map_data(){this.sx1=this.renderer.xscale.v_compute(this._x1),this.sx2=this.renderer.xscale.v_compute(this._x2),this.sy=this.renderer.yscale.v_compute(this._y)}}e.HAreaView=c,c.__name__=\"HAreaView\";class x extends a.Area{constructor(t){super(t)}}e.HArea=x,r=x,x.__name__=\"HArea\",r.prototype.default_view=c,r.define((({})=>({x1:[o.XCoordinateSpec,{field:\"x1\"}],x2:[o.XCoordinateSpec,{field:\"x2\"}],y:[o.YCoordinateSpec,{field:\"y\"}]})))},\n",
       "      function _(e,a,r,_,s){_();const n=e(1);var c;const i=e(179),l=e(184),t=(0,n.__importStar)(e(48));class o extends i.GlyphView{draw_legend_for_index(e,a,r){(0,l.generic_area_scalar_legend)(this.visuals,e,a)}}r.AreaView=o,o.__name__=\"AreaView\";class d extends i.Glyph{constructor(e){super(e)}}r.Area=d,c=d,d.__name__=\"Area\",c.mixins([t.FillScalar,t.HatchScalar])},\n",
       "      function _(t,s,e,i,n){i();const h=t(1);var r;const a=t(188),_=(0,h.__importStar)(t(185)),o=(0,h.__importStar)(t(18)),l=t(72);class c extends a.AreaView{_index_data(t){const{min:s,max:e}=Math,{data_size:i}=this;for(let n=0;n<i;n++){const i=this._x[n],h=this._y1[n],r=this._y2[n];t.add_rect(i,s(h,r),i,e(h,r))}}_render(t,s,e){const{sx:i,sy1:n,sy2:h}=null!=e?e:this;t.beginPath();for(let s=0,e=n.length;s<e;s++)t.lineTo(i[s],n[s]);for(let s=h.length-1;s>=0;s--)t.lineTo(i[s],h[s]);t.closePath(),this.visuals.fill.apply(t),this.visuals.hatch.apply(t)}scenterxy(t){return[this.sx[t],(this.sy1[t]+this.sy2[t])/2]}_hit_point(t){const s=this.sx.length,e=new l.Selection;for(let i=0,n=s-1;i<n;i++){const s=[this.sx[i],this.sx[i+1],this.sx[i+1],this.sx[i]],n=[this.sy1[i],this.sy1[i+1],this.sy2[i+1],this.sy2[i]];if(_.point_in_poly(t.sx,t.sy,s,n)){e.add_to_selected_glyphs(this.model),e.view=this,e.line_indices=[i];break}}return e}_map_data(){this.sx=this.renderer.xscale.v_compute(this._x),this.sy1=this.renderer.yscale.v_compute(this._y1),this.sy2=this.renderer.yscale.v_compute(this._y2)}}e.VAreaView=c,c.__name__=\"VAreaView\";class y extends a.Area{constructor(t){super(t)}}e.VArea=y,r=y,y.__name__=\"VArea\",r.prototype.default_view=c,r.define((({})=>({x:[o.XCoordinateSpec,{field:\"x\"}],y1:[o.YCoordinateSpec,{field:\"y1\"}],y2:[o.YCoordinateSpec,{field:\"y2\"}]})))},\n",
       "      function _(e,i,s,t,n){var c;t();const o=e(53),r=e(24),u=e(191),_=e(70);class a extends o.Model{constructor(e){super(e)}initialize(){super.initialize(),this.compute_indices()}connect_signals(){super.connect_signals(),this.connect(this.properties.filters.change,(()=>this.compute_indices()));const e=()=>{const e=()=>this.compute_indices();null!=this.source&&(this.connect(this.source.change,e),this.source instanceof _.ColumnarDataSource&&(this.connect(this.source.streaming,e),this.connect(this.source.patching,e)))};let i=null!=this.source;i?e():this.connect(this.properties.source.change,(()=>{i||(e(),i=!0)}))}compute_indices(){var e;const{source:i}=this;if(null==i)return;const s=null!==(e=i.get_length())&&void 0!==e?e:1,t=r.Indices.all_set(s);for(const e of this.filters)t.intersect(e.compute_indices(i));this.indices=t,this._indices=[...t],this.indices_map_to_subset()}indices_map_to_subset(){this.indices_map={};for(let e=0;e<this._indices.length;e++)this.indices_map[this._indices[e]]=e}convert_selection_from_subset(e){return e.map((e=>this._indices[e]))}convert_selection_to_subset(e){return e.map((e=>this.indices_map[e]))}convert_indices_from_subset(e){return e.map((e=>this._indices[e]))}}s.CDSView=a,c=a,a.__name__=\"CDSView\",c.define((({Array:e,Ref:i})=>({filters:[e(i(u.Filter)),[]],source:[i(_.ColumnarDataSource)]}))),c.internal((({Int:e,Dict:i,Ref:s,Nullable:t})=>({indices:[s(r.Indices)],indices_map:[i(e),{}],masked:[t(s(r.Indices)),null]})))},\n",
       "      function _(e,t,n,s,c){s();const o=e(53);class r extends o.Model{constructor(e){super(e)}}n.Filter=r,r.__name__=\"Filter\"},\n",
       "      function _(t,r,a,e,c){e(),c(\"BasicTickFormatter\",t(146).BasicTickFormatter),c(\"CategoricalTickFormatter\",t(142).CategoricalTickFormatter),c(\"DatetimeTickFormatter\",t(150).DatetimeTickFormatter),c(\"FuncTickFormatter\",t(193).FuncTickFormatter),c(\"LogTickFormatter\",t(163).LogTickFormatter),c(\"MercatorTickFormatter\",t(166).MercatorTickFormatter),c(\"NumeralTickFormatter\",t(194).NumeralTickFormatter),c(\"PrintfTickFormatter\",t(195).PrintfTickFormatter),c(\"TickFormatter\",t(131).TickFormatter)},\n",
       "      function _(t,e,n,s,r){var c;s();const i=t(131),a=t(13),u=t(34);class o extends i.TickFormatter{constructor(t){super(t)}get names(){return(0,a.keys)(this.args)}get values(){return(0,a.values)(this.args)}_make_func(){const t=(0,u.use_strict)(this.code);return new Function(\"tick\",\"index\",\"ticks\",...this.names,t)}doFormat(t,e){const n=this._make_func().bind({});return t.map(((t,e,s)=>`${n(t,e,s,...this.values)}`))}}n.FuncTickFormatter=o,c=o,o.__name__=\"FuncTickFormatter\",c.define((({Unknown:t,String:e,Dict:n})=>({args:[n(t),{}],code:[e,\"\"]})))},\n",
       "      function _(r,n,t,o,e){o();var a;const u=(0,r(1).__importStar)(r(153)),c=r(131),i=r(20);class s extends c.TickFormatter{constructor(r){super(r)}get _rounding_fn(){switch(this.rounding){case\"round\":case\"nearest\":return Math.round;case\"floor\":case\"rounddown\":return Math.floor;case\"ceil\":case\"roundup\":return Math.ceil}}doFormat(r,n){const{format:t,language:o,_rounding_fn:e}=this;return r.map((r=>u.format(r,t,o,e)))}}t.NumeralTickFormatter=s,a=s,s.__name__=\"NumeralTickFormatter\",a.define((({String:r})=>({format:[r,\"0,0\"],language:[r,\"en\"],rounding:[i.RoundingFunction,\"round\"]})))},\n",
       "      function _(t,r,n,o,a){var e;o();const i=t(131),s=t(152);class c extends i.TickFormatter{constructor(t){super(t)}doFormat(t,r){return t.map((t=>(0,s.sprintf)(this.format,t)))}}n.PrintfTickFormatter=c,e=c,c.__name__=\"PrintfTickFormatter\",e.define((({String:t})=>({format:[t,\"%s\"]})))},\n",
       "      function _(r,o,a,p,e){p(),e(\"CategoricalColorMapper\",r(197).CategoricalColorMapper),e(\"CategoricalMarkerMapper\",r(199).CategoricalMarkerMapper),e(\"CategoricalPatternMapper\",r(200).CategoricalPatternMapper),e(\"ContinuousColorMapper\",r(172).ContinuousColorMapper),e(\"ColorMapper\",r(173).ColorMapper),e(\"LinearColorMapper\",r(201).LinearColorMapper),e(\"LogColorMapper\",r(202).LogColorMapper),e(\"ScanningColorMapper\",r(171).ScanningColorMapper),e(\"EqHistColorMapper\",r(203).EqHistColorMapper)},\n",
       "      function _(t,o,r,a,e){var c;a();const s=t(198),l=t(173),n=t(67);class _ extends l.ColorMapper{constructor(t){super(t)}_v_compute(t,o,r,{nan_color:a}){(0,s.cat_v_compute)(t,this.factors,r,o,this.start,this.end,a)}}r.CategoricalColorMapper=_,c=_,_.__name__=\"CategoricalColorMapper\",c.define((({Number:t,Nullable:o})=>({factors:[n.FactorSeq],start:[t,0],end:[o(t),null]})))},\n",
       "      function _(n,t,e,l,i){l();const c=n(12),u=n(8);function f(n,t){if(n.length!=t.length)return!1;for(let e=0,l=n.length;e<l;e++)if(n[e]!==t[e])return!1;return!0}e._cat_equals=f,e.cat_v_compute=function(n,t,e,l,i,o,r){const _=n.length;for(let g=0;g<_;g++){let _,s,h=n[g];(0,u.isString)(h)?_=(0,c.index_of)(t,h):(null!=i?h=null!=o?h.slice(i,o):h.slice(i):null!=o&&(h=h.slice(0,o)),_=1==h.length?(0,c.index_of)(t,h[0]):(0,c.find_index)(t,(n=>f(n,h)))),s=_<0||_>=e.length?r:e[_],l[g]=s}}},\n",
       "      function _(e,r,a,t,s){var c;t();const l=e(198),n=e(67),u=e(174),o=e(20);class p extends u.Mapper{constructor(e){super(e)}v_compute(e){const r=new Array(e.length);return(0,l.cat_v_compute)(e,this.factors,this.markers,r,this.start,this.end,this.default_value),r}}a.CategoricalMarkerMapper=p,c=p,p.__name__=\"CategoricalMarkerMapper\",c.define((({Number:e,Array:r,Nullable:a})=>({factors:[n.FactorSeq],markers:[r(o.MarkerType)],start:[e,0],end:[a(e),null],default_value:[o.MarkerType,\"circle\"]})))},\n",
       "      function _(t,e,a,r,n){var s;r();const c=t(198),l=t(67),p=t(174),u=t(20);class o extends p.Mapper{constructor(t){super(t)}v_compute(t){const e=new Array(t.length);return(0,c.cat_v_compute)(t,this.factors,this.patterns,e,this.start,this.end,this.default_value),e}}a.CategoricalPatternMapper=o,s=o,o.__name__=\"CategoricalPatternMapper\",s.define((({Number:t,Array:e,Nullable:a})=>({factors:[l.FactorSeq],patterns:[e(u.HatchPatternType)],start:[t,0],end:[a(t),null],default_value:[u.HatchPatternType,\" \"]})))},\n",
       "      function _(n,r,o,t,a){t();const e=n(172),i=n(12);class s extends e.ContinuousColorMapper{constructor(n){super(n)}scan(n,r){const o=null!=this.low?this.low:(0,i.min)(n),t=null!=this.high?this.high:(0,i.max)(n);return{max:t,min:o,norm_factor:1/(t-o),normed_interval:1/r}}cmap(n,r,o,t,a){const e=r.length-1;if(n==a.max)return r[e];const i=(n-a.min)*a.norm_factor,s=Math.floor(i/a.normed_interval);return s<0?o:s>e?t:r[s]}}o.LinearColorMapper=s,s.__name__=\"LinearColorMapper\"},\n",
       "      function _(o,t,n,r,l){r();const a=o(172),s=o(12);class e extends a.ContinuousColorMapper{constructor(o){super(o)}scan(o,t){const n=null!=this.low?this.low:(0,s.min)(o),r=null!=this.high?this.high:(0,s.max)(o);return{max:r,min:n,scale:t/(Math.log(r)-Math.log(n))}}cmap(o,t,n,r,l){const a=t.length-1;if(o>l.max)return r;if(o==l.max)return t[a];if(o<l.min)return n;const s=Math.log(o)-Math.log(l.min);let e=Math.floor(s*l.scale);return e>a&&(e=a),t[e]}}n.LogColorMapper=e,e.__name__=\"LogColorMapper\"},\n",
       "      function _(e,n,s,t,l){var i;t();const r=e(171),o=e(12),c=e(9);class a extends r.ScanningColorMapper{constructor(e){super(e)}scan(e,n){let s=null!=this.low?this.low:(0,o.min)(e);const t=null!=this.high?this.high:(0,o.max)(e),l=this.bins,i=(0,c.linspace)(s,t,l+1),r=(0,o.bin_counts)(e,i);let a=0;for(let e=0;e<l;e++)0!=r[e]&&a++;const h=new Array(a+1),_=new Array(a+1);for(let e=0,n=1;e<l;e++)0!=r[e]&&(h[n]=r[e],_[n]=(i[e]+i[e+1])/2,n++);h[0]=0,_[0]=2*_[1]-_[a];const p=(0,c.cumsum)(h),u=p[1],m=p[a]-u;for(let e=1;e<=a;e++)p[e]=(p[e]-u)/m;p[0]=-1;let f=0;if(this.rescale_discrete_levels){const e=-.5/98,n=e*a+(1.5-2*e);n>1&&(f=1-n)}const d=(0,c.linspace)(f,1,n+1),g=(0,o.interpolate)(d,p,_);return this.rescale_discrete_levels?s=g[0]:g[0]=s,g[g.length-1]=t,{min:s,max:t,binning:g}}}s.EqHistColorMapper=a,i=a,a.__name__=\"EqHistColorMapper\",i.define((({Boolean:e,Int:n})=>({bins:[n,65536],rescale_discrete_levels:[e,!1]})))},\n",
       "      function _(a,e,l,c,n){c(),n(\"CategoricalScale\",a(62).CategoricalScale),n(\"ContinuousScale\",a(60).ContinuousScale),n(\"LinearScale\",a(59).LinearScale),n(\"LinearInterpolationScale\",a(205).LinearInterpolationScale),n(\"LogScale\",a(61).LogScale),n(\"Scale\",a(55).Scale)},\n",
       "      function _(e,r,n,t,a){var i;t();const s=e(55),o=e(59),c=e(12);class _ extends s.Scale{constructor(e){super(e)}connect_signals(){super.connect_signals();const{source_range:e,target_range:r}=this.properties;this.on_change([e,r],(()=>{this.linear_scale=new o.LinearScale({source_range:this.source_range,target_range:this.target_range})}))}get s_compute(){throw new Error(\"not implemented\")}get s_invert(){throw new Error(\"not implemented\")}compute(e){return e}v_compute(e){const{binning:r}=this,{start:n,end:t}=this.source_range,a=n,i=t,s=r.length,o=(t-n)/(s-1),_=new Float64Array(s);for(let e=0;e<s;e++)_[e]=n+e*o;const l=(0,c.map)(e,(e=>{if(e<a)return a;if(e>i)return i;const n=(0,c.left_edge_index)(e,r);if(-1==n)return a;if(n>=s-1)return i;const t=r[n],o=(e-t)/(r[n+1]-t),l=_[n];return l+o*(_[n+1]-l)}));return this.linear_scale.v_compute(l)}invert(e){return e}v_invert(e){return new Float64Array(e)}}n.LinearInterpolationScale=_,i=_,_.__name__=\"LinearInterpolationScale\",i.internal((({Arrayable:e,Ref:r})=>({binning:[e],linear_scale:[r(o.LinearScale),e=>new o.LinearScale({source_range:e.source_range,target_range:e.target_range})]})))},\n",
       "      function _(a,n,e,g,R){g(),R(\"DataRange\",a(64).DataRange),R(\"DataRange1d\",a(63).DataRange1d),R(\"FactorRange\",a(67).FactorRange),R(\"Range\",a(57).Range),R(\"Range1d\",a(58).Range1d)},\n",
       "      function _(a,o,i,t,e){t();var n=a(124);e(\"Sizeable\",n.Sizeable),e(\"SizingPolicy\",n.SizingPolicy);var c=a(125);e(\"Layoutable\",c.Layoutable),e(\"LayoutItem\",c.LayoutItem);var r=a(208);e(\"HStack\",r.HStack),e(\"VStack\",r.VStack);var l=a(209);e(\"Grid\",l.Grid),e(\"Row\",l.Row),e(\"Column\",l.Column);var S=a(210);e(\"ContentBox\",S.ContentBox),e(\"VariadicBox\",S.VariadicBox)},\n",
       "      function _(t,e,h,i,r){i();const n=t(125),o=t(65);class s extends n.Layoutable{constructor(){super(...arguments),this.children=[]}*[Symbol.iterator](){yield*this.children}}h.Stack=s,s.__name__=\"Stack\";class c extends s{_measure(t){let e=0,h=0;for(const t of this.children){const i=t.measure({width:0,height:0});e+=i.width,h=Math.max(h,i.height)}return{width:e,height:h}}_set_geometry(t,e){super._set_geometry(t,e);const h=this.absolute?t.top:0;let i=this.absolute?t.left:0;const{height:r}=t;for(const t of this.children){const{width:e}=t.measure({width:0,height:0});t.set_geometry(new o.BBox({left:i,width:e,top:h,height:r})),i+=e}}}h.HStack=c,c.__name__=\"HStack\";class a extends s{_measure(t){let e=0,h=0;for(const t of this.children){const i=t.measure({width:0,height:0});e=Math.max(e,i.width),h+=i.height}return{width:e,height:h}}_set_geometry(t,e){super._set_geometry(t,e);const h=this.absolute?t.left:0;let i=this.absolute?t.top:0;const{width:r}=t;for(const t of this.children){const{height:e}=t.measure({width:0,height:0});t.set_geometry(new o.BBox({top:i,height:e,left:h,width:r})),i+=e}}}h.VStack=a,a.__name__=\"VStack\";class l extends n.Layoutable{constructor(){super(...arguments),this.children=[]}*[Symbol.iterator](){yield*this.children}_measure(t){const{width_policy:e,height_policy:h}=this.sizing,{min:i,max:r}=Math;let n=0,o=0;for(const e of this.children){const{width:h,height:i}=e.measure(t);n=r(n,h),o=r(o,i)}return{width:(()=>{const{width:h}=this.sizing;if(t.width==1/0)return\"fixed\"==e&&null!=h?h:n;switch(e){case\"fixed\":return null!=h?h:n;case\"min\":return n;case\"fit\":return null!=h?i(t.width,h):t.width;case\"max\":return null!=h?r(t.width,h):t.width}})(),height:(()=>{const{height:e}=this.sizing;if(t.height==1/0)return\"fixed\"==h&&null!=e?e:o;switch(h){case\"fixed\":return null!=e?e:o;case\"min\":return o;case\"fit\":return null!=e?i(t.height,e):t.height;case\"max\":return null!=e?r(t.height,e):t.height}})()}}_set_geometry(t,e){super._set_geometry(t,e);const h=this.absolute?t:t.relative(),{left:i,right:r,top:n,bottom:s}=h,c=Math.round(h.vcenter),a=Math.round(h.hcenter);for(const e of this.children){const{margin:h,halign:l,valign:d}=e.sizing,{width:u,height:g,inner:_}=e.measure(t),w=(()=>{switch(`${d}_${l}`){case\"start_start\":return new o.BBox({left:i+h.left,top:n+h.top,width:u,height:g});case\"start_center\":return new o.BBox({hcenter:a,top:n+h.top,width:u,height:g});case\"start_end\":return new o.BBox({right:r-h.right,top:n+h.top,width:u,height:g});case\"center_start\":return new o.BBox({left:i+h.left,vcenter:c,width:u,height:g});case\"center_center\":return new o.BBox({hcenter:a,vcenter:c,width:u,height:g});case\"center_end\":return new o.BBox({right:r-h.right,vcenter:c,width:u,height:g});case\"end_start\":return new o.BBox({left:i+h.left,bottom:s-h.bottom,width:u,height:g});case\"end_center\":return new o.BBox({hcenter:a,bottom:s-h.bottom,width:u,height:g});case\"end_end\":return new o.BBox({right:r-h.right,bottom:s-h.bottom,width:u,height:g})}})(),m=null==_?w:new o.BBox({left:w.left+_.left,top:w.top+_.top,right:w.right-_.right,bottom:w.bottom-_.bottom});e.set_geometry(w,m)}}}h.NodeLayout=l,l.__name__=\"NodeLayout\"},\n",
       "      function _(t,i,s,e,o){e();const n=t(124),l=t(125),r=t(8),h=t(65),c=t(9),{max:a,round:g}=Math;class p{constructor(t){this.def=t,this._map=new Map}get(t){let i=this._map.get(t);return void 0===i&&(i=this.def(),this._map.set(t,i)),i}apply(t,i){const s=this.get(t);this._map.set(t,i(s))}}p.__name__=\"DefaultMap\";class f{constructor(){this._items=[],this._nrows=0,this._ncols=0}get nrows(){return this._nrows}get ncols(){return this._ncols}add(t,i){const{r1:s,c1:e}=t;this._nrows=a(this._nrows,s+1),this._ncols=a(this._ncols,e+1),this._items.push({span:t,data:i})}at(t,i){return this._items.filter((({span:s})=>s.r0<=t&&t<=s.r1&&s.c0<=i&&i<=s.c1)).map((({data:t})=>t))}row(t){return this._items.filter((({span:i})=>i.r0<=t&&t<=i.r1)).map((({data:t})=>t))}col(t){return this._items.filter((({span:i})=>i.c0<=t&&t<=i.c1)).map((({data:t})=>t))}foreach(t){for(const{span:i,data:s}of this._items)t(i,s)}map(t){const i=new f;for(const{span:s,data:e}of this._items)i.add(s,t(s,e));return i}}f.__name__=\"Container\";class _ extends l.Layoutable{constructor(t=[]){super(),this.items=t,this.rows=\"auto\",this.cols=\"auto\",this.spacing=0}*[Symbol.iterator](){for(const{layout:t}of this.items)yield t}is_width_expanding(){if(super.is_width_expanding())return!0;if(\"fixed\"==this.sizing.width_policy)return!1;const{cols:t}=this._state;return(0,c.some)(t,(t=>\"max\"==t.policy))}is_height_expanding(){if(super.is_height_expanding())return!0;if(\"fixed\"==this.sizing.height_policy)return!1;const{rows:t}=this._state;return(0,c.some)(t,(t=>\"max\"==t.policy))}_init(){var t,i,s,e;super._init();const o=new f;for(const{layout:t,row:i,col:s,row_span:e,col_span:n}of this.items)if(t.sizing.visible){const l=i,r=s,h=i+(null!=e?e:1)-1,c=s+(null!=n?n:1)-1;o.add({r0:l,c0:r,r1:h,c1:c},t)}const{nrows:n,ncols:l}=o,h=new Array(n);for(let s=0;s<n;s++){const e=(()=>{var t;const i=(0,r.isPlainObject)(this.rows)?null!==(t=this.rows[s])&&void 0!==t?t:this.rows[\"*\"]:this.rows;return null==i?{policy:\"auto\"}:(0,r.isNumber)(i)?{policy:\"fixed\",height:i}:(0,r.isString)(i)?{policy:i}:i})(),n=null!==(t=e.align)&&void 0!==t?t:\"auto\";if(\"fixed\"==e.policy)h[s]={policy:\"fixed\",height:e.height,align:n};else if(\"min\"==e.policy)h[s]={policy:\"min\",align:n};else if(\"fit\"==e.policy||\"max\"==e.policy)h[s]={policy:e.policy,flex:null!==(i=e.flex)&&void 0!==i?i:1,align:n};else{if(\"auto\"!=e.policy)throw new Error(\"unrechable\");(0,c.some)(o.row(s),(t=>t.is_height_expanding()))?h[s]={policy:\"max\",flex:1,align:n}:h[s]={policy:\"min\",align:n}}}const a=new Array(l);for(let t=0;t<l;t++){const i=(()=>{var i;const s=(0,r.isPlainObject)(this.cols)?null!==(i=this.cols[t])&&void 0!==i?i:this.cols[\"*\"]:this.cols;return null==s?{policy:\"auto\"}:(0,r.isNumber)(s)?{policy:\"fixed\",width:s}:(0,r.isString)(s)?{policy:s}:s})(),n=null!==(s=i.align)&&void 0!==s?s:\"auto\";if(\"fixed\"==i.policy)a[t]={policy:\"fixed\",width:i.width,align:n};else if(\"min\"==i.policy)a[t]={policy:\"min\",align:n};else if(\"fit\"==i.policy||\"max\"==i.policy)a[t]={policy:i.policy,flex:null!==(e=i.flex)&&void 0!==e?e:1,align:n};else{if(\"auto\"!=i.policy)throw new Error(\"unrechable\");(0,c.some)(o.col(t),(t=>t.is_width_expanding()))?a[t]={policy:\"max\",flex:1,align:n}:a[t]={policy:\"min\",align:n}}}const[g,p]=(0,r.isNumber)(this.spacing)?[this.spacing,this.spacing]:this.spacing;this._state={items:o,nrows:n,ncols:l,rows:h,cols:a,rspacing:g,cspacing:p}}_measure_totals(t,i){const{nrows:s,ncols:e,rspacing:o,cspacing:n}=this._state;return{height:(0,c.sum)(t)+(s-1)*o,width:(0,c.sum)(i)+(e-1)*n}}_measure_cells(t){const{items:i,nrows:s,ncols:e,rows:o,cols:l,rspacing:r,cspacing:h}=this._state,c=new Array(s);for(let t=0;t<s;t++){const i=o[t];c[t]=\"fixed\"==i.policy?i.height:0}const p=new Array(e);for(let t=0;t<e;t++){const i=l[t];p[t]=\"fixed\"==i.policy?i.width:0}const _=new f;i.foreach(((i,s)=>{const{r0:e,c0:f,r1:d,c1:u}=i,w=(d-e)*r,m=(u-f)*h;let y=0;for(let i=e;i<=d;i++)y+=t(i,f).height;y+=w;let x=0;for(let i=f;i<=u;i++)x+=t(e,i).width;x+=m;const b=s.measure({width:x,height:y});_.add(i,{layout:s,size_hint:b});const z=new n.Sizeable(b).grow_by(s.sizing.margin);z.height-=w,z.width-=m;const v=[];for(let t=e;t<=d;t++){const i=o[t];\"fixed\"==i.policy?z.height-=i.height:v.push(t)}if(z.height>0){const t=g(z.height/v.length);for(const i of v)c[i]=a(c[i],t)}const j=[];for(let t=f;t<=u;t++){const i=l[t];\"fixed\"==i.policy?z.width-=i.width:j.push(t)}if(z.width>0){const t=g(z.width/j.length);for(const i of j)p[i]=a(p[i],t)}}));return{size:this._measure_totals(c,p),row_heights:c,col_widths:p,size_hints:_}}_measure_grid(t){const{nrows:i,ncols:s,rows:e,cols:o,rspacing:n,cspacing:l}=this._state,r=this._measure_cells(((t,i)=>{const s=e[t],n=o[i];return{width:\"fixed\"==n.policy?n.width:1/0,height:\"fixed\"==s.policy?s.height:1/0}}));let h;h=\"fixed\"==this.sizing.height_policy&&null!=this.sizing.height?this.sizing.height:t.height!=1/0&&this.is_height_expanding()?t.height:r.size.height;let c,p=0;for(let t=0;t<i;t++){const i=e[t];\"fit\"==i.policy||\"max\"==i.policy?p+=i.flex:h-=r.row_heights[t]}if(h-=(i-1)*n,0!=p&&h>0)for(let t=0;t<i;t++){const i=e[t];if(\"fit\"==i.policy||\"max\"==i.policy){const s=g(h*(i.flex/p));h-=s,r.row_heights[t]=s,p-=i.flex}}else if(h<0){let t=0;for(let s=0;s<i;s++){\"fixed\"!=e[s].policy&&t++}let s=-h;for(let o=0;o<i;o++){if(\"fixed\"!=e[o].policy){const i=r.row_heights[o],e=g(s/t);r.row_heights[o]=a(i-e,0),s-=e>i?i:e,t--}}}c=\"fixed\"==this.sizing.width_policy&&null!=this.sizing.width?this.sizing.width:t.width!=1/0&&this.is_width_expanding()?t.width:r.size.width;let f=0;for(let t=0;t<s;t++){const i=o[t];\"fit\"==i.policy||\"max\"==i.policy?f+=i.flex:c-=r.col_widths[t]}if(c-=(s-1)*l,0!=f&&c>0)for(let t=0;t<s;t++){const i=o[t];if(\"fit\"==i.policy||\"max\"==i.policy){const s=g(c*(i.flex/f));c-=s,r.col_widths[t]=s,f-=i.flex}}else if(c<0){let t=0;for(let i=0;i<s;i++){\"fixed\"!=o[i].policy&&t++}let i=-c;for(let e=0;e<s;e++){if(\"fixed\"!=o[e].policy){const s=r.col_widths[e],o=g(i/t);r.col_widths[e]=a(s-o,0),i-=o>s?s:o,t--}}}const{row_heights:_,col_widths:d,size_hints:u}=this._measure_cells(((t,i)=>({width:r.col_widths[i],height:r.row_heights[t]})));return{size:this._measure_totals(_,d),row_heights:_,col_widths:d,size_hints:u}}_measure(t){const{size:i}=this._measure_grid(t);return i}_set_geometry(t,i){super._set_geometry(t,i);const{nrows:s,ncols:e,rspacing:o,cspacing:n}=this._state,{row_heights:l,col_widths:r,size_hints:c}=this._measure_grid(t),f=this._state.rows.map(((t,i)=>Object.assign(Object.assign({},t),{top:0,height:l[i],get bottom(){return this.top+this.height}}))),_=this._state.cols.map(((t,i)=>Object.assign(Object.assign({},t),{left:0,width:r[i],get right(){return this.left+this.width}}))),d=c.map(((t,i)=>Object.assign(Object.assign({},i),{outer:new h.BBox,inner:new h.BBox})));for(let i=0,e=this.absolute?t.top:0;i<s;i++){const t=f[i];t.top=e,e+=t.height+o}for(let i=0,s=this.absolute?t.left:0;i<e;i++){const t=_[i];t.left=s,s+=t.width+n}d.foreach((({r0:t,c0:i,r1:s,c1:e},l)=>{const{layout:r,size_hint:c}=l,{sizing:a}=r,{width:p,height:d}=c,u=function(t,i){let s=(i-t)*n;for(let e=t;e<=i;e++)s+=_[e].width;return s}(i,e),w=function(t,i){let s=(i-t)*o;for(let e=t;e<=i;e++)s+=f[e].height;return s}(t,s),m=i==e&&\"auto\"!=_[i].align?_[i].align:a.halign,y=t==s&&\"auto\"!=f[t].align?f[t].align:a.valign;let x=_[i].left;\"start\"==m?x+=a.margin.left:\"center\"==m?x+=g((u-p)/2):\"end\"==m&&(x+=u-a.margin.right-p);let b=f[t].top;\"start\"==y?b+=a.margin.top:\"center\"==y?b+=g((w-d)/2):\"end\"==y&&(b+=w-a.margin.bottom-d),l.outer=new h.BBox({left:x,top:b,width:p,height:d})}));const u=f.map((()=>({start:new p((()=>0)),end:new p((()=>0))}))),w=_.map((()=>({start:new p((()=>0)),end:new p((()=>0))})));d.foreach((({r0:t,c0:i,r1:s,c1:e},{size_hint:o,outer:n})=>{const{inner:l}=o;null!=l&&(u[t].start.apply(n.top,(t=>a(t,l.top))),u[s].end.apply(f[s].bottom-n.bottom,(t=>a(t,l.bottom))),w[i].start.apply(n.left,(t=>a(t,l.left))),w[e].end.apply(_[e].right-n.right,(t=>a(t,l.right))))})),d.foreach((({r0:t,c0:i,r1:s,c1:e},o)=>{const{size_hint:n,outer:l}=o,r=t=>{const i=this.absolute?l:l.relative(),s=i.left+t.left,e=i.top+t.top,o=i.right-t.right,n=i.bottom-t.bottom;return new h.BBox({left:s,top:e,right:o,bottom:n})};if(null!=n.inner){let h=r(n.inner);if(!1!==n.align){const o=u[t].start.get(l.top),n=u[s].end.get(f[s].bottom-l.bottom),c=w[i].start.get(l.left),a=w[e].end.get(_[e].right-l.right);try{h=r({top:o,bottom:n,left:c,right:a})}catch(t){}}o.inner=h}else o.inner=l})),d.foreach(((t,{layout:i,outer:s,inner:e})=>{i.set_geometry(s,e)}))}}s.Grid=_,_.__name__=\"Grid\";class d extends _{constructor(t){super(),this.items=t.map(((t,i)=>({layout:t,row:0,col:i}))),this.rows=\"fit\"}}s.Row=d,d.__name__=\"Row\";class u extends _{constructor(t){super(),this.items=t.map(((t,i)=>({layout:t,row:i,col:0}))),this.cols=\"fit\"}}s.Column=u,u.__name__=\"Column\"},\n",
       "      function _(e,t,s,n,i){n();const a=e(125),c=e(124),o=e(43);class r extends a.ContentLayoutable{constructor(e){super(),this.content_size=(0,o.unsized)(e,(()=>new c.Sizeable((0,o.size)(e))))}_content_size(){return this.content_size}}s.ContentBox=r,r.__name__=\"ContentBox\";class _ extends a.Layoutable{constructor(e){super(),this.el=e}_measure(e){const t=new c.Sizeable(e).bounded_to(this.sizing.size);return(0,o.sized)(this.el,t,(()=>{const e=new c.Sizeable((0,o.content_size)(this.el)),{border:t,padding:s}=(0,o.extents)(this.el);return e.grow_by(t).grow_by(s).map(Math.ceil)}))}}s.VariadicBox=_,_.__name__=\"VariadicBox\";class h extends _{constructor(e){super(e),this._cache=new Map}_measure(e){const{width:t,height:s}=e,n=`${t},${s}`;let i=this._cache.get(n);return null==i&&(i=super._measure(e),this._cache.set(n,i)),i}invalidate_cache(){this._cache.clear()}}s.CachedVariadicBox=h,h.__name__=\"CachedVariadicBox\"},\n",
       "      function _(t,e,i,h,o){h();const s=t(124),r=t(125),n=t(65);class g extends r.Layoutable{constructor(){super(...arguments),this.min_border={left:0,top:0,right:0,bottom:0},this.padding={left:0,top:0,right:0,bottom:0}}*[Symbol.iterator](){yield this.top_panel,yield this.bottom_panel,yield this.left_panel,yield this.right_panel,yield this.center_panel}_measure(t){t=new s.Sizeable({width:\"fixed\"==this.sizing.width_policy||t.width==1/0?this.sizing.width:t.width,height:\"fixed\"==this.sizing.height_policy||t.height==1/0?this.sizing.height:t.height});const e=this.left_panel.measure({width:0,height:t.height}),i=Math.max(e.width,this.min_border.left)+this.padding.left,h=this.right_panel.measure({width:0,height:t.height}),o=Math.max(h.width,this.min_border.right)+this.padding.right,r=this.top_panel.measure({width:t.width,height:0}),n=Math.max(r.height,this.min_border.top)+this.padding.top,g=this.bottom_panel.measure({width:t.width,height:0}),a=Math.max(g.height,this.min_border.bottom)+this.padding.bottom,d=new s.Sizeable(t).shrink_by({left:i,right:o,top:n,bottom:a}),l=this.center_panel.measure(d);return{width:i+l.width+o,height:n+l.height+a,inner:{left:i,right:o,top:n,bottom:a},align:(()=>{const{width_policy:t,height_policy:e}=this.center_panel.sizing;return\"fixed\"!=t&&\"fixed\"!=e})()}}_set_geometry(t,e){super._set_geometry(t,e),this.center_panel.set_geometry(e);const i=this.left_panel.measure({width:0,height:t.height}),h=this.right_panel.measure({width:0,height:t.height}),o=this.top_panel.measure({width:t.width,height:0}),s=this.bottom_panel.measure({width:t.width,height:0}),{left:r,top:g,right:a,bottom:d}=e;this.top_panel.set_geometry(new n.BBox({left:r,right:a,bottom:g,height:o.height})),this.bottom_panel.set_geometry(new n.BBox({left:r,right:a,top:d,height:s.height})),this.left_panel.set_geometry(new n.BBox({top:g,bottom:d,right:r,width:i.width})),this.right_panel.set_geometry(new n.BBox({top:g,bottom:d,left:a,width:h.width}))}}i.BorderLayout=g,g.__name__=\"BorderLayout\"},\n",
       "      function _(t,e,i,s,l){s();const n=t(1);var o;const a=t(119),_=t(10),d=t(20),h=t(120),r=t(123),u=(0,n.__importStar)(t(48));class c extends a.TextAnnotationView{update_layout(){const{panel:t}=this;this.layout=null!=t?new r.SideLayout(t,(()=>this.get_size()),!1):void 0}_get_size(){const{text:t}=this.model,e=new h.TextBox({text:t}),{angle:i,angle_units:s}=this.model;e.angle=(0,_.resolve_angle)(i,s),e.visuals=this.visuals.text.values();const{width:l,height:n}=e.size();return{width:l,height:n}}_render(){const{angle:t,angle_units:e}=this.model,i=(0,_.resolve_angle)(t,e),s=null!=this.layout?this.layout:this.plot_view.frame,l=this.coordinates.x_scale,n=this.coordinates.y_scale;let o=\"data\"==this.model.x_units?l.compute(this.model.x):s.bbox.xview.compute(this.model.x),a=\"data\"==this.model.y_units?n.compute(this.model.y):s.bbox.yview.compute(this.model.y);o+=this.model.x_offset,a-=this.model.y_offset;(\"canvas\"==this.model.render_mode?this._canvas_text.bind(this):this._css_text.bind(this))(this.layer.ctx,this.model.text,o,a,i)}}i.LabelView=c,c.__name__=\"LabelView\";class x extends a.TextAnnotation{constructor(t){super(t)}}i.Label=x,o=x,x.__name__=\"Label\",o.prototype.default_view=c,o.mixins([u.Text,[\"border_\",u.Line],[\"background_\",u.Fill]]),o.define((({Number:t,String:e,Angle:i})=>({x:[t],x_units:[d.SpatialUnits,\"data\"],y:[t],y_units:[d.SpatialUnits,\"data\"],text:[e,\"\"],angle:[i,0],angle_units:[d.AngleUnits,\"rad\"],x_offset:[t,0],y_offset:[t,0]}))),o.override({background_fill_color:null,border_line_color:null})},\n",
       "      function _(t,e,s,i,l){i();const o=t(1);var a;const r=t(69),n=(0,o.__importStar)(t(48)),d=t(20),_=t(43),c=t(120),h=(0,o.__importStar)(t(18)),u=t(11);class v extends r.DataAnnotationView{set_data(t){var e;if(super.set_data(t),null===(e=this.els)||void 0===e||e.forEach((t=>(0,_.remove)(t))),\"css\"==this.model.render_mode){const t=this.els=[...this.text].map((()=>(0,_.div)({style:{display:\"none\"}})));for(const e of t)this.plot_view.canvas_view.add_overlay(e)}else delete this.els}remove(){var t;null===(t=this.els)||void 0===t||t.forEach((t=>(0,_.remove)(t))),super.remove()}_rerender(){\"css\"==this.model.render_mode?this.render():this.request_render()}map_data(){const{x_scale:t,y_scale:e}=this.coordinates,s=null!=this.layout?this.layout:this.plot_view.frame;this.sx=\"data\"==this.model.x_units?t.v_compute(this._x):s.bbox.xview.v_compute(this._x),this.sy=\"data\"==this.model.y_units?e.v_compute(this._y):s.bbox.yview.v_compute(this._y)}paint(){const t=\"canvas\"==this.model.render_mode?this._v_canvas_text.bind(this):this._v_css_text.bind(this),{ctx:e}=this.layer;for(let s=0,i=this.text.length;s<i;s++){const i=this.x_offset.get(s),l=this.y_offset.get(s),o=this.sx[s]+i,a=this.sy[s]-l,r=this.angle.get(s);t(e,s,this.text.get(s),o,a,r)}}_v_canvas_text(t,e,s,i,l,o){const a=new c.TextBox({text:s});a.angle=o,a.position={sx:i,sy:l},a.visuals=this.visuals.text.values(e);const{background_fill:r,border_line:n}=this.visuals;if(r.doit||n.doit){const{p0:s,p1:i,p2:l,p3:o}=a.rect();t.beginPath(),t.moveTo(s.x,s.y),t.lineTo(i.x,i.y),t.lineTo(l.x,l.y),t.lineTo(o.x,o.y),t.closePath(),this.visuals.background_fill.apply(t,e),this.visuals.border_line.apply(t,e)}this.visuals.text.doit&&a.paint(t)}_v_css_text(t,e,s,i,l,o){(0,u.assert)(null!=this.els);const a=this.els[e];a.textContent=s,this.visuals.text.set_vectorize(t,e),a.style.position=\"absolute\",a.style.left=`${i}px`,a.style.top=`${l}px`,a.style.color=t.fillStyle,a.style.font=t.font,a.style.lineHeight=\"normal\",a.style.whiteSpace=\"pre\";const[r,n]=(()=>{switch(this.visuals.text.text_align.get(e)){case\"left\":return[\"left\",\"0%\"];case\"center\":return[\"center\",\"-50%\"];case\"right\":return[\"right\",\"-100%\"]}})(),[d,c]=(()=>{switch(this.visuals.text.text_baseline.get(e)){case\"top\":return[\"top\",\"0%\"];case\"middle\":return[\"center\",\"-50%\"];case\"bottom\":return[\"bottom\",\"-100%\"];default:return[\"center\",\"-50%\"]}})();let h=`translate(${n}, ${c})`;o&&(h+=`rotate(${o}rad)`),a.style.transformOrigin=`${r} ${d}`,a.style.transform=h,this.layout,this.visuals.background_fill.doit&&(this.visuals.background_fill.set_vectorize(t,e),a.style.backgroundColor=t.fillStyle),this.visuals.border_line.doit&&(this.visuals.border_line.set_vectorize(t,e),a.style.borderStyle=t.lineDash.length<2?\"solid\":\"dashed\",a.style.borderWidth=`${t.lineWidth}px`,a.style.borderColor=t.strokeStyle),(0,_.display)(a)}}s.LabelSetView=v,v.__name__=\"LabelSetView\";class x extends r.DataAnnotation{constructor(t){super(t)}}s.LabelSet=x,a=x,x.__name__=\"LabelSet\",a.prototype.default_view=v,a.mixins([n.TextVector,[\"border_\",n.LineVector],[\"background_\",n.FillVector]]),a.define((()=>({x:[h.XCoordinateSpec,{field:\"x\"}],y:[h.YCoordinateSpec,{field:\"y\"}],x_units:[d.SpatialUnits,\"data\"],y_units:[d.SpatialUnits,\"data\"],text:[h.StringSpec,{field:\"text\"}],angle:[h.AngleSpec,0],x_offset:[h.NumberSpec,{value:0}],y_offset:[h.NumberSpec,{value:0}],render_mode:[d.RenderMode,\"canvas\"]}))),a.override({background_fill_color:null,border_line_color:null})},\n",
       "      function _(t,e,i,l,s){l();const n=t(1);var o;const h=t(40),a=t(215),_=t(20),r=(0,n.__importStar)(t(48)),d=t(15),c=t(123),g=t(121),m=t(65),b=t(9),f=t(8),u=t(11);class x extends h.AnnotationView{update_layout(){const{panel:t}=this;this.layout=null!=t?new c.SideLayout(t,(()=>this.get_size())):void 0}cursor(t,e){return\"none\"==this.model.click_policy?null:\"pointer\"}get legend_padding(){return null!=this.model.border_line_color?this.model.padding:0}connect_signals(){super.connect_signals(),this.connect(this.model.change,(()=>this.request_render())),this.connect(this.model.item_change,(()=>this.request_render()))}compute_legend_bbox(){const t=this.model.get_legend_names(),{glyph_height:e,glyph_width:i}=this.model,{label_height:l,label_width:s}=this.model;this.max_label_height=(0,b.max)([(0,g.font_metrics)(this.visuals.label_text.font_value()).height,l,e]);const{ctx:n}=this.layer;n.save(),this.visuals.label_text.set_value(n),this.text_widths=new Map;for(const e of t)this.text_widths.set(e,(0,b.max)([n.measureText(e).width,s]));this.visuals.title_text.set_value(n),this.title_height=this.model.title?(0,g.font_metrics)(this.visuals.title_text.font_value()).height+this.model.title_standoff:0,this.title_width=this.model.title?n.measureText(this.model.title).width:0,n.restore();const o=Math.max((0,b.max)([...this.text_widths.values()]),0),h=this.model.margin,{legend_padding:a}=this,_=this.model.spacing,{label_standoff:r}=this.model;let d,c;if(\"vertical\"==this.model.orientation)d=t.length*this.max_label_height+Math.max(t.length-1,0)*_+2*a+this.title_height,c=(0,b.max)([o+i+r+2*a,this.title_width+2*a]);else{let e=2*a+Math.max(t.length-1,0)*_;for(const[,t]of this.text_widths)e+=(0,b.max)([t,s])+i+r;c=(0,b.max)([this.title_width+2*a,e]),d=this.max_label_height+this.title_height+2*a}const x=null!=this.layout?this.layout:this.plot_view.frame,[p,w]=x.bbox.ranges,{location:v}=this.model;let y,k;if((0,f.isString)(v))switch(v){case\"top_left\":y=p.start+h,k=w.start+h;break;case\"top\":case\"top_center\":y=(p.end+p.start)/2-c/2,k=w.start+h;break;case\"top_right\":y=p.end-h-c,k=w.start+h;break;case\"bottom_right\":y=p.end-h-c,k=w.end-h-d;break;case\"bottom\":case\"bottom_center\":y=(p.end+p.start)/2-c/2,k=w.end-h-d;break;case\"bottom_left\":y=p.start+h,k=w.end-h-d;break;case\"left\":case\"center_left\":y=p.start+h,k=(w.end+w.start)/2-d/2;break;case\"center\":case\"center_center\":y=(p.end+p.start)/2-c/2,k=(w.end+w.start)/2-d/2;break;case\"right\":case\"center_right\":y=p.end-h-c,k=(w.end+w.start)/2-d/2}else if((0,f.isArray)(v)&&2==v.length){const[t,e]=v;y=x.bbox.xview.compute(t),k=x.bbox.yview.compute(e)-d}else(0,u.unreachable)();return new m.BBox({left:y,top:k,width:c,height:d})}interactive_bbox(){return this.compute_legend_bbox()}interactive_hit(t,e){return this.interactive_bbox().contains(t,e)}on_hit(t,e){let i;const{glyph_width:l}=this.model,{legend_padding:s}=this,n=this.model.spacing,{label_standoff:o}=this.model;let h=i=s;const a=this.compute_legend_bbox(),_=\"vertical\"==this.model.orientation;for(const r of this.model.items){const d=r.get_labels_list_from_label_prop();for(const c of d){const d=a.x+h,g=a.y+i+this.title_height;let b,f;[b,f]=_?[a.width-2*s,this.max_label_height]:[this.text_widths.get(c)+l+o,this.max_label_height];if(new m.BBox({left:d,top:g,width:b,height:f}).contains(t,e)){switch(this.model.click_policy){case\"hide\":for(const t of r.renderers)t.visible=!t.visible;break;case\"mute\":for(const t of r.renderers)t.muted=!t.muted}return!0}_?i+=this.max_label_height+n:h+=this.text_widths.get(c)+l+o+n}}return!1}_render(){if(0==this.model.items.length)return;if(!(0,b.some)(this.model.items,(t=>t.visible)))return;for(const t of this.model.items)t.legend=this.model;const{ctx:t}=this.layer,e=this.compute_legend_bbox();t.save(),this._draw_legend_box(t,e),this._draw_legend_items(t,e),this._draw_title(t,e),t.restore()}_draw_legend_box(t,e){t.beginPath(),t.rect(e.x,e.y,e.width,e.height),this.visuals.background_fill.apply(t),this.visuals.border_line.apply(t)}_draw_legend_items(t,e){const{glyph_width:i,glyph_height:l}=this.model,{legend_padding:s}=this,n=this.model.spacing,{label_standoff:o}=this.model;let h=s,a=s;const _=\"vertical\"==this.model.orientation;for(const r of this.model.items){if(!r.visible)continue;const d=r.get_labels_list_from_label_prop(),c=r.get_field_from_label_prop();if(0==d.length)continue;const g=(()=>{switch(this.model.click_policy){case\"none\":return!0;case\"hide\":return(0,b.every)(r.renderers,(t=>t.visible));case\"mute\":return(0,b.every)(r.renderers,(t=>!t.muted))}})();for(const m of d){const d=e.x+h,b=e.y+a+this.title_height,f=d+i,u=b+l;_?a+=this.max_label_height+n:h+=this.text_widths.get(m)+i+o+n,this.visuals.label_text.set_value(t),t.fillText(m,f+o,b+this.max_label_height/2);for(const e of r.renderers){const i=this.plot_view.renderer_view(e);null==i||i.draw_legend(t,d,f,b,u,c,m,r.index)}if(!g){let l,n;[l,n]=_?[e.width-2*s,this.max_label_height]:[this.text_widths.get(m)+i+o,this.max_label_height],t.beginPath(),t.rect(d,b,l,n),this.visuals.inactive_fill.set_value(t),t.fill()}}}}_draw_title(t,e){const{title:i}=this.model;i&&this.visuals.title_text.doit&&(t.save(),t.translate(e.x0,e.y0+this.title_height),this.visuals.title_text.set_value(t),t.fillText(i,this.legend_padding,this.legend_padding-this.model.title_standoff),t.restore())}_get_size(){const{width:t,height:e}=this.compute_legend_bbox();return{width:t+2*this.model.margin,height:e+2*this.model.margin}}}i.LegendView=x,x.__name__=\"LegendView\";class p extends h.Annotation{constructor(t){super(t)}initialize(){super.initialize(),this.item_change=new d.Signal0(this,\"item_change\")}get_legend_names(){const t=[];for(const e of this.items){const i=e.get_labels_list_from_label_prop();t.push(...i)}return t}}i.Legend=p,o=p,p.__name__=\"Legend\",o.prototype.default_view=x,o.mixins([[\"label_\",r.Text],[\"title_\",r.Text],[\"inactive_\",r.Fill],[\"border_\",r.Line],[\"background_\",r.Fill]]),o.define((({Number:t,String:e,Array:i,Tuple:l,Or:s,Ref:n,Nullable:o})=>({orientation:[_.Orientation,\"vertical\"],location:[s(_.LegendLocation,l(t,t)),\"top_right\"],title:[o(e),null],title_standoff:[t,5],label_standoff:[t,5],glyph_height:[t,20],glyph_width:[t,20],label_height:[t,20],label_width:[t,20],margin:[t,10],padding:[t,10],spacing:[t,3],items:[i(n(a.LegendItem)),[]],click_policy:[_.LegendClickPolicy,\"none\"]}))),o.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:\"13px\",label_text_baseline:\"middle\",title_text_font_size:\"13px\",title_text_font_style:\"italic\"})},\n",
       "      function _(e,r,l,n,t){n();const i=e(1);var s;const o=e(53),a=e(175),_=e(70),u=e(216),d=(0,i.__importStar)(e(18)),c=e(19),f=e(9);class h extends o.Model{constructor(e){super(e)}_check_data_sources_on_renderers(){if(null!=this.get_field_from_label_prop()){if(this.renderers.length<1)return!1;const e=this.renderers[0].data_source;if(null!=e)for(const r of this.renderers)if(r.data_source!=e)return!1}return!0}_check_field_label_on_data_source(){const e=this.get_field_from_label_prop();if(null!=e){if(this.renderers.length<1)return!1;const r=this.renderers[0].data_source;if(null!=r&&!(0,f.includes)(r.columns(),e))return!1}return!0}initialize(){super.initialize(),this.legend=null,this.connect(this.change,(()=>{var e;return null===(e=this.legend)||void 0===e?void 0:e.item_change.emit()}));this._check_data_sources_on_renderers()||c.logger.error(\"Non matching data sources on legend item renderers\");this._check_field_label_on_data_source()||c.logger.error(`Bad column name on label: ${this.label}`)}get_field_from_label_prop(){const{label:e}=this;return(0,u.isField)(e)?e.field:null}get_labels_list_from_label_prop(){if(!this.visible)return[];if((0,u.isValue)(this.label)){const{value:e}=this.label;return null!=e?[e]:[]}const e=this.get_field_from_label_prop();if(null!=e){let r;if(!this.renderers[0]||null==this.renderers[0].data_source)return[\"No source found\"];if(r=this.renderers[0].data_source,r instanceof _.ColumnarDataSource){const l=r.get_column(e);return null!=l?(0,f.uniq)(Array.from(l)):[\"Invalid field\"]}}return[]}}l.LegendItem=h,s=h,h.__name__=\"LegendItem\",s.define((({Boolean:e,Int:r,Array:l,Ref:n,Nullable:t})=>({label:[d.NullStringSpec,null],renderers:[l(n(a.GlyphRenderer)),[]],index:[t(r),null],visible:[e,!0]})))},\n",
       "      function _(i,n,e,t,u){t();const c=i(8);e.isValue=function(i){return(0,c.isPlainObject)(i)&&\"value\"in i},e.isField=function(i){return(0,c.isPlainObject)(i)&&\"field\"in i},e.isExpr=function(i){return(0,c.isPlainObject)(i)&&\"expr\"in i}},\n",
       "      function _(t,n,e,s,i){s();const o=t(1);var a;const l=t(40),c=(0,o.__importStar)(t(48)),r=t(20);class _ extends l.AnnotationView{connect_signals(){super.connect_signals(),this.connect(this.model.change,(()=>this.request_render()))}_render(){const{xs:t,ys:n}=this.model;if(t.length!=n.length)return;const e=t.length;if(e<3)return;const{frame:s}=this.plot_view,{ctx:i}=this.layer,o=this.coordinates.x_scale,a=this.coordinates.y_scale,{screen:l}=this.model;function c(t,n,e,s){return l?t:\"data\"==n?e.v_compute(t):s.v_compute(t)}const r=c(t,this.model.xs_units,o,s.bbox.xview),_=c(n,this.model.ys_units,a,s.bbox.yview);i.beginPath();for(let t=0;t<e;t++)i.lineTo(r[t],_[t]);i.closePath(),this.visuals.fill.apply(i),this.visuals.hatch.apply(i),this.visuals.line.apply(i)}}e.PolyAnnotationView=_,_.__name__=\"PolyAnnotationView\";class h extends l.Annotation{constructor(t){super(t)}update({xs:t,ys:n}){this.setv({xs:t,ys:n,screen:!0},{check_eq:!1})}}e.PolyAnnotation=h,a=h,h.__name__=\"PolyAnnotation\",a.prototype.default_view=_,a.mixins([c.Line,c.Fill,c.Hatch]),a.define((({Number:t,Array:n})=>({xs:[n(t),[]],xs_units:[r.SpatialUnits,\"data\"],ys:[n(t),[]],ys_units:[r.SpatialUnits,\"data\"]}))),a.internal((({Boolean:t})=>({screen:[t,!1]}))),a.override({fill_color:\"#fff9ba\",fill_alpha:.4,line_color:\"#cccccc\",line_alpha:.3})},\n",
       "      function _(e,t,n,o,i){o();const s=e(1);var l;const r=e(40),c=(0,s.__importStar)(e(48));class a extends r.AnnotationView{connect_signals(){super.connect_signals(),this.connect(this.model.change,(()=>this.request_render()))}_render(){const{gradient:e,y_intercept:t}=this.model;if(null==e||null==t)return;const{frame:n}=this.plot_view,o=this.coordinates.x_scale,i=this.coordinates.y_scale;let s,l,r,c;if(0==e)s=i.compute(t),l=s,r=n.bbox.left,c=r+n.bbox.width;else{s=n.bbox.top,l=s+n.bbox.height;const a=(i.invert(s)-t)/e,_=(i.invert(l)-t)/e;r=o.compute(a),c=o.compute(_)}const{ctx:a}=this.layer;a.save(),a.beginPath(),this.visuals.line.set_value(a),a.moveTo(r,s),a.lineTo(c,l),a.stroke(),a.restore()}}n.SlopeView=a,a.__name__=\"SlopeView\";class _ extends r.Annotation{constructor(e){super(e)}}n.Slope=_,l=_,_.__name__=\"Slope\",l.prototype.default_view=a,l.mixins(c.Line),l.define((({Number:e,Nullable:t})=>({gradient:[t(e),null],y_intercept:[t(e),null]}))),l.override({line_color:\"black\"})},\n",
       "      function _(e,t,i,o,n){o();const s=e(1);var l;const a=e(40),r=(0,s.__importStar)(e(48)),c=e(20);class d extends a.AnnotationView{connect_signals(){super.connect_signals(),this.connect(this.model.change,(()=>this.plot_view.request_paint(this)))}_render(){const{location:e}=this.model;if(null==e)return;const{frame:t}=this.plot_view,i=this.coordinates.x_scale,o=this.coordinates.y_scale,n=(t,i)=>\"data\"==this.model.location_units?t.compute(e):this.model.for_hover?e:i.compute(e);let s,l,a,r;\"width\"==this.model.dimension?(a=n(o,t.bbox.yview),l=t.bbox.left,r=t.bbox.width,s=this.model.line_width):(a=t.bbox.top,l=n(i,t.bbox.xview),r=this.model.line_width,s=t.bbox.height);const{ctx:c}=this.layer;c.save(),c.beginPath(),this.visuals.line.set_value(c),c.moveTo(l,a),\"width\"==this.model.dimension?c.lineTo(l+r,a):c.lineTo(l,a+s),c.stroke(),c.restore()}}i.SpanView=d,d.__name__=\"SpanView\";class _ extends a.Annotation{constructor(e){super(e)}}i.Span=_,l=_,_.__name__=\"Span\",l.prototype.default_view=d,l.mixins(r.Line),l.define((({Number:e,Nullable:t})=>({render_mode:[c.RenderMode,\"canvas\"],location:[t(e),null],location_units:[c.SpatialUnits,\"data\"],dimension:[c.Dimension,\"width\"]}))),l.internal((({Boolean:e})=>({for_hover:[e,!1]}))),l.override({line_color:\"black\"})},\n",
       "      function _(i,e,t,o,l){var s;o();const a=i(40),_=i(221),n=i(113),r=i(43),h=i(123),b=i(65);class v extends a.AnnotationView{constructor(){super(...arguments),this._invalidate_toolbar=!0,this._previous_bbox=new b.BBox}update_layout(){this.layout=new h.SideLayout(this.panel,(()=>this.get_size()),!0)}initialize(){super.initialize(),this.el=(0,r.div)(),this.plot_view.canvas_view.add_event(this.el)}async lazy_initialize(){await super.lazy_initialize(),this._toolbar_view=await(0,n.build_view)(this.model.toolbar,{parent:this}),this.plot_view.visibility_callbacks.push((i=>this._toolbar_view.set_visibility(i)))}remove(){this._toolbar_view.remove(),(0,r.remove)(this.el),super.remove()}render(){this.model.visible||(0,r.undisplay)(this.el),super.render()}_render(){const{bbox:i}=this.layout;this._previous_bbox.equals(i)||((0,r.position)(this.el,i),this._previous_bbox=i,this._invalidate_toolbar=!0),this._invalidate_toolbar&&(this.el.style.position=\"absolute\",this.el.style.overflow=\"hidden\",(0,r.empty)(this.el),this.el.appendChild(this._toolbar_view.el),this._toolbar_view.layout.bbox=i,this._toolbar_view.render(),this._invalidate_toolbar=!1),(0,r.display)(this.el)}_get_size(){const{tools:i,logo:e}=this.model.toolbar;return{width:30*i.length+(null!=e?25:0)+15,height:30}}}t.ToolbarPanelView=v,v.__name__=\"ToolbarPanelView\";class d extends a.Annotation{constructor(i){super(i)}}t.ToolbarPanel=d,s=d,d.__name__=\"ToolbarPanel\",s.prototype.default_view=v,s.define((({Ref:i})=>({toolbar:[i(_.Toolbar)]})))},\n",
       "      function _(t,e,s,i,o){var c;i();const n=t(8),a=t(9),l=t(13),r=t(222),_=t(223),u=t(232),p=t(233);function v(t){switch(t){case\"tap\":return\"active_tap\";case\"pan\":return\"active_drag\";case\"pinch\":case\"scroll\":return\"active_scroll\";case\"multi\":return\"active_multi\"}return null}function h(t){return\"tap\"==t||\"pan\"==t}s.Drag=r.Tool,s.Inspection=r.Tool,s.Scroll=r.Tool,s.Tap=r.Tool;class f extends p.ToolbarBase{constructor(t){super(t)}connect_signals(){super.connect_signals();const{tools:t,active_drag:e,active_inspect:s,active_scroll:i,active_tap:o,active_multi:c}=this.properties;this.on_change([t,e,s,i,o,c],(()=>this._init_tools()))}_init_tools(){if(super._init_tools(),\"auto\"==this.active_inspect);else if(this.active_inspect instanceof u.InspectTool){let t=!1;for(const e of this.inspectors)e!=this.active_inspect?e.active=!1:t=!0;t||(this.active_inspect=null)}else if((0,n.isArray)(this.active_inspect)){const t=(0,a.intersection)(this.active_inspect,this.inspectors);t.length!=this.active_inspect.length&&(this.active_inspect=t);for(const t of this.inspectors)(0,a.includes)(this.active_inspect,t)||(t.active=!1)}else if(null==this.active_inspect)for(const t of this.inspectors)t.active=!1;const t=t=>{t.active?this._active_change(t):t.active=!0};for(const t of(0,l.values)(this.gestures)){t.tools=(0,a.sort_by)(t.tools,(t=>t.default_order));for(const e of t.tools)this.connect(e.properties.active.change,(()=>this._active_change(e)))}for(const[e,s]of(0,l.entries)(this.gestures)){const i=v(e);if(i){const o=this[i];\"auto\"==o?0!=s.tools.length&&h(e)&&t(s.tools[0]):null!=o&&((0,a.includes)(this.tools,o)?t(o):this[i]=null)}}}}s.Toolbar=f,c=f,f.__name__=\"Toolbar\",c.prototype.default_view=p.ToolbarBaseView,c.define((({Or:t,Ref:e,Auto:i,Null:o})=>({active_drag:[t(e(s.Drag),i,o),\"auto\"],active_inspect:[t(e(s.Inspection),i,o),\"auto\"],active_scroll:[t(e(s.Scroll),i,o),\"auto\"],active_tap:[t(e(s.Tap),i,o),\"auto\"],active_multi:[t(e(_.GestureTool),i,o),\"auto\"]})))},\n",
       "      function _(t,e,n,o,s){var i;o();const a=t(42),r=t(9),l=t(53);class c extends a.View{get plot_view(){return this.parent}get plot_model(){return this.parent.model}connect_signals(){super.connect_signals(),this.connect(this.model.properties.active.change,(()=>{this.model.active?this.activate():this.deactivate()}))}activate(){}deactivate(){}}n.ToolView=c,c.__name__=\"ToolView\";class _ extends l.Model{constructor(t){super(t)}get synthetic_renderers(){return[]}_get_dim_limits([t,e],[n,o],s,i){const a=s.bbox.h_range;let l;\"width\"==i||\"both\"==i?(l=[(0,r.min)([t,n]),(0,r.max)([t,n])],l=[(0,r.max)([l[0],a.start]),(0,r.min)([l[1],a.end])]):l=[a.start,a.end];const c=s.bbox.v_range;let _;return\"height\"==i||\"both\"==i?(_=[(0,r.min)([e,o]),(0,r.max)([e,o])],_=[(0,r.max)([_[0],c.start]),(0,r.min)([_[1],c.end])]):_=[c.start,c.end],[l,_]}static register_alias(t,e){this.prototype._known_aliases.set(t,e)}static from_string(t){const e=this.prototype._known_aliases.get(t);if(null!=e)return e();{const e=[...this.prototype._known_aliases.keys()];throw new Error(`unexpected tool name '${t}', possible tools are ${e.join(\", \")}`)}}}n.Tool=_,i=_,_.__name__=\"Tool\",i.prototype._known_aliases=new Map,i.define((({String:t,Nullable:e})=>({description:[e(t),null]}))),i.internal((({Boolean:t})=>({active:[t,!1]})))},\n",
       "      function _(e,o,t,s,n){s();const u=e(224),_=e(231);class l extends u.ButtonToolView{}t.GestureToolView=l,l.__name__=\"GestureToolView\";class i extends u.ButtonTool{constructor(e){super(e),this.button_view=_.OnOffButtonView}}t.GestureTool=i,i.__name__=\"GestureTool\"},\n",
       "      function _(t,e,o,s,i){s();const n=t(1);var l;const r=(0,n.__importDefault)(t(225)),a=t(226),u=t(222),h=t(43),_=t(34),d=t(8),c=t(9),m=(0,n.__importStar)(t(227)),p=m,v=(0,n.__importDefault)(t(228)),f=(0,n.__importDefault)(t(229)),g=t(230);class b extends a.DOMView{initialize(){super.initialize();const t=this.model.menu;if(null!=t){const e=this.parent.model.toolbar_location,o=\"left\"==e||\"above\"==e,s=this.parent.model.horizontal?\"vertical\":\"horizontal\";this._menu=new g.ContextMenu(o?(0,c.reversed)(t):t,{orientation:s,prevent_hide:t=>t.target==this.el})}this._hammer=new r.default(this.el,{touchAction:\"auto\",inputClass:r.default.TouchMouseInput}),this.connect(this.model.change,(()=>this.render())),this._hammer.on(\"tap\",(t=>{var e;(null===(e=this._menu)||void 0===e?void 0:e.is_open)?this._menu.hide():t.target==this.el&&this._clicked()})),this._hammer.on(\"press\",(()=>this._pressed())),this.el.addEventListener(\"keydown\",(t=>{t.keyCode==h.Keys.Enter&&this._clicked()}))}remove(){var t;this._hammer.destroy(),null===(t=this._menu)||void 0===t||t.remove(),super.remove()}styles(){return[...super.styles(),m.default,v.default,f.default]}css_classes(){return super.css_classes().concat(p.toolbar_button)}render(){(0,h.empty)(this.el);const t=this.model.computed_icon;(0,d.isString)(t)&&((0,_.startsWith)(t,\"data:image\")?this.el.style.backgroundImage=`url(\"${t}\")`:this.el.classList.add(t)),this.el.title=this.model.tooltip,this.el.tabIndex=0,null!=this._menu&&this.root.el.appendChild(this._menu.el)}_pressed(){var t;const e=(()=>{switch(this.parent.model.toolbar_location){case\"right\":return{left_of:this.el};case\"left\":return{right_of:this.el};case\"above\":return{below:this.el};case\"below\":return{above:this.el}}})();null===(t=this._menu)||void 0===t||t.toggle(e)}}o.ButtonToolButtonView=b,b.__name__=\"ButtonToolButtonView\";class w extends u.ToolView{}o.ButtonToolView=w,w.__name__=\"ButtonToolView\";class y extends u.Tool{constructor(t){super(t)}_get_dim_tooltip(t){const{description:e,tool_name:o}=this;return null!=e?e:\"both\"==t?o:`${o} (${\"width\"==t?\"x\":\"y\"}-axis)`}get tooltip(){var t;return null!==(t=this.description)&&void 0!==t?t:this.tool_name}get computed_icon(){return this.icon}get menu(){return null}}o.ButtonTool=y,l=y,y.__name__=\"ButtonTool\",l.internal((({Boolean:t})=>({disabled:[t,!1]})))},\n",
       "      function _(t,e,i,n,r){\n",
       "      /*! 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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nt={touchstart:1,touchmove:2,touchend:4,touchcancel:8},rt=\"touchstart\",st=\"touchstart touchmove touchend touchcancel\";function ot(){this.evTarget=rt,this.evWin=st,this.started=!1,q.apply(this,arguments)}function at(t,e){var i=P(t.touches),n=P(t.changedTouches);return 12&e&&(i=D(i.concat(n),\"identifier\",!0)),[i,n]}g(ot,q,{handler:function(t){var e=nt[t.type];if(1===e&&(this.started=!0),this.started){var i=at.call(this,t,e);12&e&&i[0].length-i[1].length==0&&(this.started=!1),this.callback(this.manager,e,{pointers:i[0],changedPointers:i[1],pointerType:N,srcEvent:t})}}});var ht={touchstart:1,touchmove:2,touchend:4,touchcancel:8},ut=\"touchstart touchmove touchend touchcancel\";function ct(){this.evTarget=ut,this.targetIds={},q.apply(this,arguments)}function lt(t,e){var i=P(t.touches),n=this.targetIds;if(3&e&&1===i.length)return n[i[0].identifier]=!0,[i,i];var r,s,o=P(t.changedTouches),a=[],h=this.target;if(s=i.filter((function(t){return _(t.target,h)})),1===e)for(r=0;r<s.length;)n[s[r].identifier]=!0,r++;for(r=0;r<o.length;)n[o[r].identifier]&&a.push(o[r]),12&e&&delete n[o[r].identifier],r++;return a.length?[D(s.concat(a),\"identifier\",!0),a]:void 0}g(ct,q,{handler:function(t){var e=ht[t.type],i=lt.call(this,t,e);i&&this.callback(this.manager,e,{pointers:i[0],changedPointers:i[1],pointerType:N,srcEvent:t})}});function pt(){q.apply(this,arguments);var t=T(this.handler,this);this.touch=new ct(this.manager,t),this.mouse=new J(this.manager,t),this.primaryTouch=null,this.lastTouches=[]}function ft(t,e){1&t?(this.primaryTouch=e.changedPointers[0].identifier,vt.call(this,e)):12&t&&vt.call(this,e)}function vt(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)}),2500)}}function dt(t){for(var e=t.srcEvent.clientX,i=t.srcEvent.clientY,n=0;n<this.lastTouches.length;n++){var r=this.lastTouches[n],s=Math.abs(e-r.x),o=Math.abs(i-r.y);if(s<=25&&o<=25)return!0}return!1}g(pt,q,{handler:function(t,e,i){var n=i.pointerType==N,r=i.pointerType==X;if(!(r&&i.sourceCapabilities&&i.sourceCapabilities.firesTouchEvents)){if(n)ft.call(this,e,i);else if(r&&dt.call(this,i))return;this.callback(t,e,i)}},destroy:function(){this.touch.destroy(),this.mouse.destroy()}});var mt=x(a.style,\"touchAction\"),gt=mt!==r,Tt=\"compute\",yt=\"auto\",Et=\"manipulation\",It=\"none\",At=\"pan-x\",_t=\"pan-y\",Ct=function(){if(!gt)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 St(t,e){this.manager=t,this.set(e)}St.prototype={set:function(t){t==Tt&&(t=this.compute()),gt&&this.manager.element.style&&Ct[t]&&(this.manager.element.style[mt]=t),this.actions=t.toLowerCase().trim()},update:function(){this.set(this.manager.options.touchAction)},compute:function(){var t=[];return f(this.manager.recognizers,(function(e){y(e.options.enable,[e])&&(t=t.concat(e.getTouchAction()))})),function(t){if(C(t,It))return It;var e=C(t,At),i=C(t,_t);if(e&&i)return It;if(e||i)return e?At:_t;if(C(t,Et))return Et;return yt}(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,It)&&!Ct.none,s=C(n,_t)&&!Ct[\"pan-y\"],o=C(n,At)&&!Ct[\"pan-x\"];if(r){var a=1===t.pointers.length,h=t.distance<2,u=t.deltaTime<250;if(a&&h&&u)return}if(!o||!s)return r||s&&6&i||o&&i&Y?this.preventSrc(e):void 0}},preventSrc:function(t){this.manager.session.prevented=!0,t.preventDefault()}};var bt=32;function Pt(t){this.options=s({},this.defaults,t||{}),this.id=w++,this.manager=null,this.options.enable=E(this.options.enable,!0),this.state=1,this.simultaneous={},this.requireFail=[]}function Dt(t){return 16&t?\"cancel\":8&t?\"end\":4&t?\"move\":2&t?\"start\":\"\"}function xt(t){return 16==t?\"down\":8==t?\"up\":2==t?\"left\":4==t?\"right\":\"\"}function wt(t,e){var i=e.manager;return i?i.get(t):t}function Ot(){Pt.apply(this,arguments)}function Rt(){Ot.apply(this,arguments),this.pX=null,this.pY=null}function Mt(){Ot.apply(this,arguments)}function zt(){Pt.apply(this,arguments),this._timer=null,this._input=null}function Nt(){Ot.apply(this,arguments)}function Xt(){Ot.apply(this,arguments)}function Yt(){Pt.apply(this,arguments),this.pTime=!1,this.pCenter=!1,this._timer=null,this._input=null,this.count=0}function Ft(t,e){return(e=e||{}).recognizers=E(e.recognizers,Ft.defaults.preset),new Wt(t,e)}Pt.prototype={defaults:{},set:function(t){return s(this.options,t),this.manager&&this.manager.touchAction.update(),this},recognizeWith:function(t){if(p(t,\"recognizeWith\",this))return this;var e=this.simultaneous;return e[(t=wt(t,this)).id]||(e[t.id]=t,t.recognizeWith(this)),this},dropRecognizeWith:function(t){return p(t,\"dropRecognizeWith\",this)||(t=wt(t,this),delete this.simultaneous[t.id]),this},requireFailure:function(t){if(p(t,\"requireFailure\",this))return this;var e=this.requireFail;return-1===b(e,t=wt(t,this))&&(e.push(t),t.requireFailure(this)),this},dropRequireFailure:function(t){if(p(t,\"dropRequireFailure\",this))return this;t=wt(t,this);var e=b(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<8&&n(e.options.event+Dt(i)),n(e.options.event),t.additionalEvent&&n(t.additionalEvent),i>=8&&n(e.options.event+Dt(i))},tryEmit:function(t){if(this.canEmit())return this.emit(t);this.state=bt},canEmit:function(){for(var t=0;t<this.requireFail.length;){if(!(33&this.requireFail[t].state))return!1;t++}return!0},recognize:function(t){var e=s({},t);if(!y(this.options.enable,[this,e]))return this.reset(),void(this.state=bt);56&this.state&&(this.state=1),this.state=this.process(e),30&this.state&&this.tryEmit(e)},process:function(t){},getTouchAction:function(){},reset:function(){}},g(Ot,Pt,{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=6&e,r=this.attrTest(t);return n&&(8&i||!r)?16|e:n||r?4&i?8|e:2&e?4|e:2:bt}}),g(Rt,Ot,{defaults:{event:\"pan\",threshold:10,pointers:1,direction:30},getTouchAction:function(){var t=this.options.direction,e=[];return 6&t&&e.push(_t),t&Y&&e.push(At),e},directionTest:function(t){var e=this.options,i=!0,n=t.distance,r=t.direction,s=t.deltaX,o=t.deltaY;return r&e.direction||(6&e.direction?(r=0===s?1:s<0?2:4,i=s!=this.pX,n=Math.abs(t.deltaX)):(r=0===o?1:o<0?8:16,i=o!=this.pY,n=Math.abs(t.deltaY))),t.direction=r,i&&n>e.threshold&&r&e.direction},attrTest:function(t){return Ot.prototype.attrTest.call(this,t)&&(2&this.state||!(2&this.state)&&this.directionTest(t))},emit:function(t){this.pX=t.deltaX,this.pY=t.deltaY;var e=xt(t.direction);e&&(t.additionalEvent=this.options.event+e),this._super.emit.call(this,t)}}),g(Mt,Ot,{defaults:{event:\"pinch\",threshold:0,pointers:2},getTouchAction:function(){return[It]},attrTest:function(t){return this._super.attrTest.call(this,t)&&(Math.abs(t.scale-1)>this.options.threshold||2&this.state)},emit:function(t){if(1!==t.scale){var e=t.scale<1?\"in\":\"out\";t.additionalEvent=this.options.event+e}this._super.emit.call(this,t)}}),g(zt,Pt,{defaults:{event:\"press\",pointers:1,time:251,threshold:9},getTouchAction:function(){return[yt]},process:function(t){var e=this.options,i=t.pointers.length===e.pointers,n=t.distance<e.threshold,r=t.deltaTime>e.time;if(this._input=t,!n||!i||12&t.eventType&&!r)this.reset();else if(1&t.eventType)this.reset(),this._timer=l((function(){this.state=8,this.tryEmit()}),e.time,this);else if(4&t.eventType)return 8;return bt},reset:function(){clearTimeout(this._timer)},emit:function(t){8===this.state&&(t&&4&t.eventType?this.manager.emit(this.options.event+\"up\",t):(this._input.timeStamp=c(),this.manager.emit(this.options.event,this._input)))}}),g(Nt,Ot,{defaults:{event:\"rotate\",threshold:0,pointers:2},getTouchAction:function(){return[It]},attrTest:function(t){return this._super.attrTest.call(this,t)&&(Math.abs(t.rotation)>this.options.threshold||2&this.state)}}),g(Xt,Ot,{defaults:{event:\"swipe\",threshold:10,velocity:.3,direction:30,pointers:1},getTouchAction:function(){return Rt.prototype.getTouchAction.call(this)},attrTest:function(t){var e,i=this.options.direction;return 30&i?e=t.overallVelocity:6&i?e=t.overallVelocityX:i&Y&&(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&&4&t.eventType},emit:function(t){var e=xt(t.offsetDirection);e&&this.manager.emit(this.options.event+e,t),this.manager.emit(this.options.event,t)}}),g(Yt,Pt,{defaults:{event:\"tap\",pointers:1,taps:1,interval:300,time:250,threshold:9,posThreshold:10},getTouchAction:function(){return[Et]},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(),1&t.eventType&&0===this.count)return this.failTimeout();if(n&&r&&i){if(4!=t.eventType)return this.failTimeout();var s=!this.pTime||t.timeStamp-this.pTime<e.interval,o=!this.pCenter||j(this.pCenter,t.center)<e.posThreshold;if(this.pTime=t.timeStamp,this.pCenter=t.center,o&&s?this.count+=1:this.count=1,this._input=t,0===this.count%e.taps)return this.hasRequireFailures()?(this._timer=l((function(){this.state=8,this.tryEmit()}),e.interval,this),2):8}return bt},failTimeout:function(){return this._timer=l((function(){this.state=bt}),this.options.interval,this),bt},reset:function(){clearTimeout(this._timer)},emit:function(){8==this.state&&(this._input.tapCount=this.count,this.manager.emit(this.options.event,this._input))}}),Ft.VERSION=\"2.0.7\",Ft.defaults={domEvents:!1,touchAction:Tt,enable:!0,inputTarget:null,inputClass:null,preset:[[Nt,{enable:!1}],[Mt,{enable:!1},[\"rotate\"]],[Xt,{direction:6}],[Rt,{direction:6},[\"swipe\"]],[Yt],[Yt,{event:\"doubletap\",taps:2},[\"tap\"]],[zt]],cssProps:{userSelect:\"none\",touchSelect:\"none\",touchCallout:\"none\",contentZooming:\"none\",userDrag:\"none\",tapHighlightColor:\"rgba(0,0,0,0)\"}};function Wt(t,e){var i;this.options=s({},Ft.defaults,e||{}),this.options.inputTarget=this.options.inputTarget||t,this.handlers={},this.session={},this.recognizers=[],this.oldCssProps={},this.element=t,this.input=new((i=this).options.inputClass||(M?it:z?ct:R?pt:J))(i,k),this.touchAction=new St(this,this.options.touchAction),qt(this,!0),f(this.options.recognizers,(function(t){var e=this.add(new t[0](t[1]));t[2]&&e.recognizeWith(t[2]),t[3]&&e.requireFailure(t[3])}),this)}function qt(t,e){var i,n=t.element;n.style&&(f(t.options.cssProps,(function(r,s){i=x(n.style,s),e?(t.oldCssProps[i]=n.style[i],n.style[i]=r):n.style[i]=t.oldCssProps[i]||\"\"})),e||(t.oldCssProps={}))}Wt.prototype={set:function(t){return s(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&&8&r.state)&&(r=e.curRecognizer=null);for(var s=0;s<n.length;)i=n[s],2===e.stopped||r&&i!=r&&!i.canRecognizeWith(r)?i.reset():i.recognize(t),!r&&14&i.state&&(r=e.curRecognizer=i),s++}},get:function(t){if(t instanceof Pt)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=b(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 f(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 f(S(t),(function(t){e?i[t]&&i[t].splice(b(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}},s(Ft,{INPUT_START:1,INPUT_MOVE:2,INPUT_END:4,INPUT_CANCEL:8,STATE_POSSIBLE:1,STATE_BEGAN:2,STATE_CHANGED:4,STATE_ENDED:8,STATE_RECOGNIZED:8,STATE_CANCELLED:16,STATE_FAILED:bt,DIRECTION_NONE:1,DIRECTION_LEFT:2,DIRECTION_RIGHT:4,DIRECTION_UP:8,DIRECTION_DOWN:16,DIRECTION_HORIZONTAL:6,DIRECTION_VERTICAL:Y,DIRECTION_ALL:30,Manager:Wt,Input:q,TouchAction:St,TouchInput:ct,MouseInput:J,PointerEventInput:it,TouchMouseInput:pt,SingleTouchInput:ot,Recognizer:Pt,AttrRecognizer:Ot,Tap:Yt,Pan:Rt,Swipe:Xt,Pinch:Mt,Rotate:Nt,Press:zt,on:I,off:A,each:f,merge:m,extend:d,assign:s,inherit:g,bindFn:T,prefixed:x}),(void 0!==t?t:\"undefined\"!=typeof self?self:{}).Hammer=Ft,\"function\"==typeof define&&define.amd?define((function(){return Ft})):void 0!==e&&e.exports?e.exports=Ft:t.Hammer=Ft}(window,document)},\n",
       "      function _(e,s,i,t,n){t();const r=e(42),a=e(43);class _ extends r.View{initialize(){super.initialize(),this.el=this._createElement()}remove(){(0,a.remove)(this.el),super.remove()}css_classes(){return[]}render(){}renderTo(e){e.appendChild(this.el),this.render(),this._has_finished=!0,this.notify_finished()}_createElement(){return(0,a.createElement)(this.constructor.tag_name,{class:this.css_classes()})}}i.DOMView=_,_.__name__=\"DOMView\",_.tag_name=\"div\"},\n",
       "      function _(o,t,b,r,e){r(),b.root=\"bk-root\",b.toolbar_hidden=\"bk-toolbar-hidden\",b.toolbar=\"bk-toolbar\",b.logo=\"bk-logo\",b.above=\"bk-above\",b.below=\"bk-below\",b.left=\"bk-left\",b.right=\"bk-right\",b.toolbar_button=\"bk-toolbar-button\",b.tool_overflow=\"bk-tool-overflow\",b.active=\"bk-active\",b.divider=\"bk-divider\",b.horizontal=\"bk-horizontal\",b.vertical=\"bk-vertical\",b.default='.bk-root .bk-toolbar-hidden{visibility:hidden;opacity:0;transition:visibility 0.3s linear, opacity 0.3s linear;}.bk-root .bk-toolbar{display:flex;flex-wrap:nowrap;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;}.bk-root .bk-toolbar.bk-above,.bk-root .bk-toolbar.bk-below{flex-direction:row;justify-content:flex-end;}.bk-root .bk-toolbar.bk-above .bk-logo,.bk-root .bk-toolbar.bk-below .bk-logo{order:1;margin-left:5px;margin-right:0px;}.bk-root .bk-toolbar.bk-left,.bk-root .bk-toolbar.bk-right{flex-direction:column;justify-content:flex-start;}.bk-root .bk-toolbar.bk-left .bk-logo,.bk-root .bk-toolbar.bk-right .bk-logo{order:0;margin-bottom:5px;margin-top:0px;}.bk-root .bk-toolbar-button{width:30px;height:30px;cursor:pointer;background-size:60% 60%;background-origin:border-box;background-color:transparent;background-repeat:no-repeat;background-position:center center;}.bk-root .bk-toolbar-button:hover,.bk-root .bk-tool-overflow:hover{background-color:rgba(192, 192, 192, 0.15);}.bk-root .bk-toolbar-button:focus,.bk-root .bk-tool-overflow:focus,.bk-root .bk-toolbar-button:focus-visible,.bk-root .bk-tool-overflow:focus-visible{outline:1px dotted #26aae1;outline-offset:-1px;}.bk-root .bk-toolbar-button::-moz-focus-inner,.bk-root .bk-tool-overflow::-moz-focus-inner{border:0;}.bk-root .bk-above .bk-toolbar-button{border-bottom:2px solid transparent;}.bk-root .bk-above .bk-toolbar-button.bk-active{border-bottom-color:#26aae1;}.bk-root .bk-below .bk-toolbar-button{border-top:2px solid transparent;}.bk-root .bk-below .bk-toolbar-button.bk-active{border-top-color:#26aae1;}.bk-root .bk-right .bk-toolbar-button{border-left:2px solid transparent;}.bk-root .bk-right .bk-toolbar-button.bk-active{border-left-color:#26aae1;}.bk-root .bk-left .bk-toolbar-button{border-right:2px solid transparent;}.bk-root .bk-left .bk-toolbar-button.bk-active{border-right-color:#26aae1;}.bk-root .bk-divider{content:\" \";display:inline-block;background-color:lightgray;}.bk-root .bk-above .bk-divider,.bk-root .bk-below .bk-divider{height:10px;width:1px;}.bk-root .bk-left .bk-divider,.bk-root .bk-right .bk-divider{height:1px;width:10px;}.bk-root .bk-tool-overflow{color:gray;display:flex;align-items:center;}.bk-root .bk-above .bk-tool-overflow,.bk-root .bk-below .bk-tool-overflow,.bk-root .bk-horizontal .bk-tool-overflow{width:15px;height:30px;flex-direction:row;}.bk-root .bk-left .bk-tool-overflow,.bk-root .bk-right .bk-tool-overflow,.bk-root .bk-vertical .bk-tool-overflow{width:30px;height:15px;flex-direction:column;}'},\n",
       "      function _(A,g,o,C,l){C(),o.root=\"bk-root\",o.tool_icon_copy_to_clipboard=\"bk-tool-icon-copy-to-clipboard\",o.tool_icon_replace_mode=\"bk-tool-icon-replace-mode\",o.tool_icon_append_mode=\"bk-tool-icon-append-mode\",o.tool_icon_intersect_mode=\"bk-tool-icon-intersect-mode\",o.tool_icon_subtract_mode=\"bk-tool-icon-subtract-mode\",o.tool_icon_clear_selection=\"bk-tool-icon-clear-selection\",o.tool_icon_box_select=\"bk-tool-icon-box-select\",o.tool_icon_box_zoom=\"bk-tool-icon-box-zoom\",o.tool_icon_zoom_in=\"bk-tool-icon-zoom-in\",o.tool_icon_zoom_out=\"bk-tool-icon-zoom-out\",o.tool_icon_help=\"bk-tool-icon-help\",o.tool_icon_hover=\"bk-tool-icon-hover\",o.tool_icon_crosshair=\"bk-tool-icon-crosshair\",o.tool_icon_lasso_select=\"bk-tool-icon-lasso-select\",o.tool_icon_pan=\"bk-tool-icon-pan\",o.tool_icon_xpan=\"bk-tool-icon-xpan\",o.tool_icon_ypan=\"bk-tool-icon-ypan\",o.tool_icon_range=\"bk-tool-icon-range\",o.tool_icon_polygon_select=\"bk-tool-icon-polygon-select\",o.tool_icon_redo=\"bk-tool-icon-redo\",o.tool_icon_reset=\"bk-tool-icon-reset\",o.tool_icon_save=\"bk-tool-icon-save\",o.tool_icon_tap_select=\"bk-tool-icon-tap-select\",o.tool_icon_undo=\"bk-tool-icon-undo\",o.tool_icon_wheel_pan=\"bk-tool-icon-wheel-pan\",o.tool_icon_wheel_zoom=\"bk-tool-icon-wheel-zoom\",o.tool_icon_box_edit=\"bk-tool-icon-box-edit\",o.tool_icon_freehand_draw=\"bk-tool-icon-freehand-draw\",o.tool_icon_poly_draw=\"bk-tool-icon-poly-draw\",o.tool_icon_point_draw=\"bk-tool-icon-point-draw\",o.tool_icon_poly_edit=\"bk-tool-icon-poly-edit\",o.tool_icon_line_edit=\"bk-tool-icon-line-edit\",o.default='.bk-root .bk-tool-icon-copy-to-clipboard{background-image:url(\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAB3RJTUUH5AUSDBoBvcHQeQAAAG9JREFUWMNjXLhsJcNAAiaGAQYwB/xHwh/Q+ITEkfHQCwEWND4jmeb8H/JpgBwfI6cNBhLSEkqaGXRpgFRAcZoZsmlg1AGjDhh1wKgDRh0w6gCaVcf/R2wIkNqw+D9s0wADvUNiyIYA47BJAwPuAAAj/Cjd0TCN6wAAAABJRU5ErkJggg==\");}.bk-root .bk-tool-icon-replace-mode{background-image:url(\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAB3RJTUUH5AUFFxokK3gniQAAAHpJREFUWMNjXLhsJcNAAiaGAQajDhhwB7DgEP+PxmeksvjgDwFcLmYkUh2hkBj8IcBIZXsYh1w2/I8v3sgAOM0bLYhGc8GgrwuICgldfQO88pcvXvg/aOuCUQeM5oLRuoCFCJcTbOMh5XOiW0JDNhdQS3y0IBp1ABwAAF8KGrhC1Eg6AAAAAElFTkSuQmCC\");}.bk-root .bk-tool-icon-append-mode{background-image:url(\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAB3RJTUUH5AUFFxkZWD04WwAAAB1pVFh0Q29tbWVudAAAAAAAQ3JlYXRlZCB3aXRoIEdJTVBkLmUHAAAAoUlEQVRYw+1WQQ6AIAwrhO8Y/bIXEz9jIMSDr8ETCUEPQzA4pMeFLKNbu4l5WR0CDOMEALBGIzMuQIBEZQjPgP9JLjwTfBjY9sO9lZsFA9IafZng3BlIyVefgd8XQFZBAWe8jfNxwsDhir6rzoCiPiy1K+J8/FRQemv2XfAdFcQ9znU4Viqg9ta1qYJ+D1BnAIBrkgGVOrXNqUA9rbyZm/AEzFh4jEeY/soAAAAASUVORK5CYII=\");}.bk-root .bk-tool-icon-intersect-mode{background-image:url(\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAB3RJTUUH5AUFFxkrkOpp2wAAAPhJREFUWMPtV1EKwjAMTUavI3oawR/vtn5srJdREfzwMvHHQlcT2mpdMzFfWxiP5r2+JMN+mAiCOB72CABgR1cln4oOGocJnuMTSxWk8jMm7OggYkYXA9gPE3uyd8NXHONJ+eYMdE/NqCJmEZ5ZqlJJ4sUksKN7cYSaPoCZFWR1QI+Xm1fBACU63Cw22x0AAJxudwrffVwvZ+JmQdAHZkw0d4EpAMCw8k87pMdbnwtizQumJYv3nwV6XOA1qbUT/oQLUJgFRbsiNwFVucBIlyR3p0tdMp+XmFjfLKi1LatyAXtCRjPWBdL3Ke3VuACJKFfDr/xFN2fgAR/Go0qaLlmEAAAAAElFTkSuQmCC\");}.bk-root .bk-tool-icon-subtract-mode{background-image:url(\"data:image/png;base64,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\");}.bk-root .bk-tool-icon-clear-selection{background-image:url(\"data:image/png;base64,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\");}.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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       "      function _(o,t,e,r,b){r(),e.root=\"bk-root\",e.menu_icon=\"bk-menu-icon\",e.context_menu=\"bk-context-menu\",e.horizontal=\"bk-horizontal\",e.vertical=\"bk-vertical\",e.divider=\"bk-divider\",e.active=\"bk-active\",e.menu=\"bk-menu\",e.above=\"bk-above\",e.below=\"bk-below\",e.caret=\"bk-caret\",e.down=\"bk-down\",e.up=\"bk-up\",e.left=\"bk-left\",e.right=\"bk-right\",e.default=\".bk-root .bk-menu-icon{width:28px;height:28px;background-size:60%;background-color:transparent;background-repeat:no-repeat;background-position:center center;}.bk-root .bk-context-menu{position:absolute;display:inline-flex;flex-wrap:nowrap;user-select:none;-ms-user-select:none;-moz-user-select:none;-webkit-user-select:none;width:auto;height:auto;z-index:100;cursor:pointer;font-size:12px;background-color:#fff;border:1px solid #ccc;border-radius:4px;box-shadow:0 6px 12px rgba(0, 0, 0, 0.175);}.bk-root .bk-context-menu.bk-horizontal{flex-direction:row;}.bk-root .bk-context-menu.bk-vertical{flex-direction:column;}.bk-root .bk-context-menu > .bk-divider{cursor:default;overflow:hidden;background-color:#e5e5e5;}.bk-root .bk-context-menu.bk-horizontal > .bk-divider{width:1px;margin:5px 0;}.bk-root .bk-context-menu.bk-vertical > .bk-divider{height:1px;margin:0 5px;}.bk-root .bk-context-menu > :not(.bk-divider){border:1px solid transparent;}.bk-root .bk-context-menu > :not(.bk-divider).bk-active{border-color:#26aae1;}.bk-root .bk-context-menu > :not(.bk-divider):hover{background-color:#f9f9f9;}.bk-root .bk-context-menu > :not(.bk-divider):focus,.bk-root .bk-context-menu > :not(.bk-divider):focus-visible{outline:1px dotted #26aae1;outline-offset:-1px;}.bk-root .bk-context-menu > :not(.bk-divider)::-moz-focus-inner{border:0;}.bk-root .bk-context-menu.bk-horizontal > :not(.bk-divider):first-child{border-top-left-radius:4px;border-bottom-left-radius:4px;}.bk-root .bk-context-menu.bk-horizontal > :not(.bk-divider):last-child{border-top-right-radius:4px;border-bottom-right-radius:4px;}.bk-root .bk-context-menu.bk-vertical > :not(.bk-divider):first-child{border-top-left-radius:4px;border-top-right-radius:4px;}.bk-root .bk-context-menu.bk-vertical > :not(.bk-divider):last-child{border-bottom-left-radius:4px;border-bottom-right-radius:4px;}.bk-root .bk-menu{position:absolute;left:0;width:100%;z-index:100;cursor:pointer;font-size:12px;background-color:#fff;border:1px solid #ccc;border-radius:4px;box-shadow:0 6px 12px rgba(0, 0, 0, 0.175);}.bk-root .bk-menu.bk-above{bottom:100%;}.bk-root .bk-menu.bk-below{top:100%;}.bk-root .bk-menu > .bk-divider{height:1px;margin:7.5px 0;overflow:hidden;background-color:#e5e5e5;}.bk-root .bk-menu > :not(.bk-divider){padding:6px 12px;}.bk-root .bk-menu > :not(.bk-divider):hover,.bk-root .bk-menu > :not(.bk-divider).bk-active{background-color:#e6e6e6;}.bk-root .bk-caret{display:inline-block;vertical-align:middle;width:0;height:0;margin:0 5px;}.bk-root .bk-caret.bk-down{border-top:4px solid;}.bk-root .bk-caret.bk-up{border-bottom:4px solid;}.bk-root .bk-caret.bk-down,.bk-root .bk-caret.bk-up{border-right:4px solid transparent;border-left:4px solid transparent;}.bk-root .bk-caret.bk-left{border-right:4px solid;}.bk-root .bk-caret.bk-right{border-left:4px solid;}.bk-root .bk-caret.bk-left,.bk-root .bk-caret.bk-right{border-top:4px solid transparent;border-bottom:4px solid transparent;}\"},\n",
       "      function _(t,e,i,n,o){n();const s=t(1),l=t(43),h=t(9),r=(0,s.__importStar)(t(229));class d{constructor(t,e={}){var i,n;this.items=t,this.el=(0,l.div)(),this._open=!1,this._item_click=t=>{var e;null===(e=t.handler)||void 0===e||e.call(t),this.hide()},this._on_mousedown=t=>{var e;const{target:i}=t;i instanceof Node&&this.el.contains(i)||(null===(e=this.prevent_hide)||void 0===e?void 0:e.call(this,t))||this.hide()},this._on_keydown=t=>{t.keyCode==l.Keys.Esc&&this.hide()},this._on_blur=()=>{this.hide()},this.orientation=null!==(i=e.orientation)&&void 0!==i?i:\"vertical\",this.reversed=null!==(n=e.reversed)&&void 0!==n&&n,this.prevent_hide=e.prevent_hide,(0,l.undisplay)(this.el)}get is_open(){return this._open}get can_open(){return 0!=this.items.length}remove(){(0,l.remove)(this.el),this._unlisten()}_listen(){document.addEventListener(\"mousedown\",this._on_mousedown),document.addEventListener(\"keydown\",this._on_keydown),window.addEventListener(\"blur\",this._on_blur)}_unlisten(){document.removeEventListener(\"mousedown\",this._on_mousedown),document.removeEventListener(\"keydown\",this._on_keydown),window.removeEventListener(\"blur\",this._on_blur)}_position(t){const e=this.el.parentElement;if(null!=e){const i=(()=>{if(\"left_of\"in t){const{left:e,top:i}=t.left_of.getBoundingClientRect();return{right:e,top:i}}if(\"right_of\"in t){const{top:e,right:i}=t.right_of.getBoundingClientRect();return{left:i,top:e}}if(\"below\"in t){const{left:e,bottom:i}=t.below.getBoundingClientRect();return{left:e,top:i}}if(\"above\"in t){const{left:e,top:i}=t.above.getBoundingClientRect();return{left:e,bottom:i}}return t})(),n=e.getBoundingClientRect();this.el.style.left=null!=i.left?i.left-n.left+\"px\":\"\",this.el.style.top=null!=i.top?i.top-n.top+\"px\":\"\",this.el.style.right=null!=i.right?n.right-i.right+\"px\":\"\",this.el.style.bottom=null!=i.bottom?n.bottom-i.bottom+\"px\":\"\"}}render(){var t;(0,l.empty)(this.el,!0),(0,l.classes)(this.el).add(\"bk-context-menu\",`bk-${this.orientation}`);const e=this.reversed?(0,h.reversed)(this.items):this.items;for(const i of e){let e;if(null==i)e=(0,l.div)({class:r.divider});else{if(null!=i.if&&!i.if())continue;if(null!=i.content)e=i.content;else{const n=null!=i.icon?(0,l.div)({class:[\"bk-menu-icon\",i.icon]}):null,o=[(null===(t=i.active)||void 0===t?void 0:t.call(i))?\"bk-active\":null,i.class];e=(0,l.div)({class:o,title:i.tooltip,tabIndex:0},n,i.label,i.content),e.addEventListener(\"click\",(()=>{this._item_click(i)})),e.addEventListener(\"keydown\",(t=>{t.keyCode==l.Keys.Enter&&this._item_click(i)}))}}this.el.appendChild(e)}}show(t){if(0!=this.items.length&&!this._open){if(this.render(),0==this.el.children.length)return;this._position(null!=t?t:{left:0,top:0}),(0,l.display)(this.el),this._listen(),this._open=!0}}hide(){this._open&&(this._open=!1,this._unlisten(),(0,l.undisplay)(this.el))}toggle(t){this._open?this.hide():this.show(t)}}i.ContextMenu=d,d.__name__=\"ContextMenu\"},\n",
       "      function _(t,e,i,n,o){n();const s=t(1),c=t(224),l=(0,s.__importStar)(t(227)),a=t(43);class _ extends c.ButtonToolButtonView{render(){super.render(),(0,a.classes)(this.el).toggle(l.active,this.model.active)}_clicked(){const{active:t}=this.model;this.model.active=!t}}i.OnOffButtonView=_,_.__name__=\"OnOffButtonView\"},\n",
       "      function _(e,o,t,n,s){var c;n();const l=e(224),_=e(231);class i extends l.ButtonToolView{}t.InspectToolView=i,i.__name__=\"InspectToolView\";class a extends l.ButtonTool{constructor(e){super(e),this.event_type=\"move\"}}t.InspectTool=a,c=a,a.__name__=\"InspectTool\",c.prototype.button_view=_.OnOffButtonView,c.define((({Boolean:e})=>({toggleable:[e,!0]}))),c.override({active:!0})},\n",
       "      function _(t,o,e,l,i){l();const s=t(1);var n,a;const r=t(19),c=t(43),h=t(113),_=t(226),u=t(20),v=t(9),d=t(234),p=t(13),b=t(8),g=t(235),f=t(65),m=t(53),w=t(222),y=t(223),T=t(238),z=t(239),x=t(232),B=t(230),C=(0,s.__importStar)(t(227)),k=C,L=(0,s.__importStar)(t(240)),M=L;class S extends m.Model{constructor(t){super(t)}get visible(){var t;return!this.autohide||null!==(t=this._visible)&&void 0!==t&&t}}e.ToolbarViewModel=S,n=S,S.__name__=\"ToolbarViewModel\",n.define((({Boolean:t})=>({autohide:[t,!1]}))),n.internal((({Boolean:t,Nullable:o})=>({_visible:[o(t),null]})));class $ extends _.DOMView{constructor(){super(...arguments),this.layout={bbox:new f.BBox}}initialize(){super.initialize(),this._tool_button_views=new Map,this._toolbar_view_model=new S({autohide:this.model.autohide});const{toolbar_location:t}=this.model,o=\"left\"==t||\"above\"==t,e=this.model.horizontal?\"vertical\":\"horizontal\";this._overflow_menu=new B.ContextMenu([],{orientation:e,reversed:o})}async lazy_initialize(){await super.lazy_initialize(),await this._build_tool_button_views()}connect_signals(){super.connect_signals(),this.connect(this.model.properties.tools.change,(async()=>{await this._build_tool_button_views(),this.render()})),this.connect(this.model.properties.autohide.change,(()=>{this._toolbar_view_model.autohide=this.model.autohide,this._on_visible_change()})),this.connect(this._toolbar_view_model.properties._visible.change,(()=>this._on_visible_change()))}styles(){return[...super.styles(),C.default,L.default]}remove(){(0,h.remove_views)(this._tool_button_views),super.remove()}async _build_tool_button_views(){const t=null!=this.model._proxied_tools?this.model._proxied_tools:this.model.tools;await(0,h.build_views)(this._tool_button_views,t,{parent:this},(t=>t.button_view))}set_visibility(t){t!=this._toolbar_view_model._visible&&(this._toolbar_view_model._visible=t)}_on_visible_change(){const{visible:t}=this._toolbar_view_model;(0,c.classes)(this.el).toggle(k.toolbar_hidden,!t)}render(){(0,c.empty)(this.el),this.el.classList.add(k.toolbar),this.el.classList.add(k[this.model.toolbar_location]),this._toolbar_view_model.autohide=this.model.autohide,this._on_visible_change();const{horizontal:t}=this.model;let o=0;if(null!=this.model.logo){const e=\"grey\"===this.model.logo?M.grey:null,l=(0,c.a)({href:\"https://bokeh.org/\",target:\"_blank\",class:[M.logo,M.logo_small,e]});this.el.appendChild(l);const{width:i,height:s}=l.getBoundingClientRect();o+=t?i:s}for(const[,t]of this._tool_button_views)t.render();const e=[],l=t=>this._tool_button_views.get(t).el,{gestures:i}=this.model;for(const t of(0,p.values)(i))e.push(t.tools.map(l));e.push(this.model.actions.map(l)),e.push(this.model.inspectors.filter((t=>t.toggleable)).map(l));const s=e.filter((t=>0!=t.length)),n=()=>(0,c.div)({class:k.divider}),{bbox:a}=this.layout;let r=!1;this.root.el.appendChild(this._overflow_menu.el);const h=(0,c.div)({class:k.tool_overflow,tabIndex:0},t?\"\\u22ee\":\"\\u22ef\"),_=()=>{const t=(()=>{switch(this.model.toolbar_location){case\"right\":return{left_of:h};case\"left\":return{right_of:h};case\"above\":return{below:h};case\"below\":return{above:h}}})();this._overflow_menu.toggle(t)};h.addEventListener(\"click\",(()=>{_()})),h.addEventListener(\"keydown\",(t=>{t.keyCode==c.Keys.Enter&&_()}));for(const e of(0,d.join)(s,n))if(r)this._overflow_menu.items.push({content:e,class:t?k.right:k.above});else{this.el.appendChild(e);const{width:l,height:i}=e.getBoundingClientRect();if(o+=t?l:i,r=t?o>a.width-15:o>a.height-15,r){this.el.removeChild(e),this.el.appendChild(h);const{items:t}=this._overflow_menu;t.splice(0,t.length),t.push({content:e})}}}update_layout(){}update_position(){}after_layout(){this._has_finished=!0}export(t,o=!0){const e=\"png\"==t?\"canvas\":\"svg\",l=new g.CanvasLayer(e,o);return l.resize(0,0),l}}function V(){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},pressup:{tools:[],active:null},rotate:{tools:[],active:null},move:{tools:[],active:null},multi:{tools:[],active:null}}}e.ToolbarBaseView=$,$.__name__=\"ToolbarBaseView\";class A extends m.Model{constructor(t){super(t)}initialize(){super.initialize(),this._init_tools()}_init_tools(){const t=function(t,o){if(t.length!=o.length)return!0;const e=new Set(o.map((t=>t.id)));return(0,v.some)(t,(t=>!e.has(t.id)))},o=this.tools.filter((t=>t instanceof x.InspectTool));t(this.inspectors,o)&&(this.inspectors=o);const e=this.tools.filter((t=>t instanceof z.HelpTool));t(this.help,e)&&(this.help=e);const l=this.tools.filter((t=>t instanceof T.ActionTool));t(this.actions,l)&&(this.actions=l);const i=(t,o)=>{t in this.gestures||r.logger.warn(`Toolbar: unknown event type '${t}' for tool: ${o}`)},s={pan:{tools:[],active:null},scroll:{tools:[],active:null},pinch:{tools:[],active:null},tap:{tools:[],active:null},doubletap:{tools:[],active:null},press:{tools:[],active:null},pressup:{tools:[],active:null},rotate:{tools:[],active:null},move:{tools:[],active:null},multi:{tools:[],active:null}};for(const t of this.tools)if(t instanceof y.GestureTool&&t.event_type)if((0,b.isString)(t.event_type))s[t.event_type].tools.push(t),i(t.event_type,t);else{s.multi.tools.push(t);for(const o of t.event_type)i(o,t)}for(const o of Object.keys(s)){const e=this.gestures[o];t(e.tools,s[o].tools)&&(e.tools=s[o].tools),e.active&&(0,v.every)(e.tools,(t=>t.id!=e.active.id))&&(e.active=null)}}get horizontal(){return\"above\"===this.toolbar_location||\"below\"===this.toolbar_location}get vertical(){return\"left\"===this.toolbar_location||\"right\"===this.toolbar_location}_active_change(t){const{event_type:o}=t;if(null==o)return;const e=(0,b.isString)(o)?[o]:o;for(const o of e)if(t.active){const e=this.gestures[o].active;null!=e&&t!=e&&(r.logger.debug(`Toolbar: deactivating tool: ${e} for event type '${o}'`),e.active=!1),this.gestures[o].active=t,r.logger.debug(`Toolbar: activating tool: ${t} for event type '${o}'`)}else this.gestures[o].active=null}}e.ToolbarBase=A,a=A,A.__name__=\"ToolbarBase\",a.prototype.default_view=$,a.define((({Boolean:t,Array:o,Ref:e,Nullable:l})=>({tools:[o(e(w.Tool)),[]],logo:[l(u.Logo),\"normal\"],autohide:[t,!1]}))),a.internal((({Array:t,Struct:o,Ref:e,Nullable:l})=>{const i=o({tools:t(e(y.GestureTool)),active:l(e(w.Tool))});return{gestures:[o({pan:i,scroll:i,pinch:i,tap:i,doubletap:i,press:i,pressup:i,rotate:i,move:i,multi:i}),V],actions:[t(e(T.ActionTool)),[]],inspectors:[t(e(x.InspectTool)),[]],help:[t(e(z.HelpTool)),[]],toolbar_location:[u.Location,\"right\"]}}))},\n",
       "      function _(n,o,e,t,f){t();const r=n(9);function*i(n,o){const e=n.length;if(o>e)return;const t=(0,r.range)(o);for(yield t.map((o=>n[o]));;){let f;for(const n of(0,r.reversed)((0,r.range)(o)))if(t[n]!=n+e-o){f=n;break}if(null==f)return;t[f]+=1;for(const n of(0,r.range)(f+1,o))t[n]=t[n-1]+1;yield t.map((o=>n[o]))}}e.enumerate=function*(n){let o=0;for(const e of n)yield[e,o++]},e.join=function*(n,o){let e=!0;for(const t of n)e?e=!1:null!=o&&(yield o()),yield*t},e.combinations=i,e.subsets=function*(n){for(const o of(0,r.range)(n.length+1))yield*i(n,o)}},\n",
       "      function _(t,e,s,i,n){i();const o=t(236),a=t(65),r=t(43);function h(t){!function(t){void 0===t.lineDash&&Object.defineProperty(t,\"lineDash\",{get:()=>t.getLineDash(),set:e=>t.setLineDash(e)})}(t),function(t){t.setImageSmoothingEnabled=e=>{t.imageSmoothingEnabled=e,t.mozImageSmoothingEnabled=e,t.oImageSmoothingEnabled=e,t.webkitImageSmoothingEnabled=e,t.msImageSmoothingEnabled=e},t.getImageSmoothingEnabled=()=>{const e=t.imageSmoothingEnabled;return null==e||e}}(t),function(t){t.ellipse||(t.ellipse=function(e,s,i,n,o,a,r,h=!1){const l=.551784;t.translate(e,s),t.rotate(o);let c=i,g=n;h&&(c=-i,g=-n),t.moveTo(-c,0),t.bezierCurveTo(-c,g*l,-c*l,g,0,g),t.bezierCurveTo(c*l,g,c,g*l,c,0),t.bezierCurveTo(c,-g*l,c*l,-g,0,-g),t.bezierCurveTo(-c*l,-g,-c,-g*l,-c,0),t.rotate(-o),t.translate(-e,-s)})}(t)}const l={position:\"absolute\",top:\"0\",left:\"0\",width:\"100%\",height:\"100%\"};class c{constructor(t,e){switch(this.backend=t,this.hidpi=e,this.pixel_ratio=1,this.bbox=new a.BBox,t){case\"webgl\":case\"canvas\":{this._el=this._canvas=(0,r.canvas)({style:l});const t=this.canvas.getContext(\"2d\");if(null==t)throw new Error(\"unable to obtain 2D rendering context\");this._ctx=t,e&&(this.pixel_ratio=devicePixelRatio);break}case\"svg\":{const t=new o.SVGRenderingContext2D;this._ctx=t,this._canvas=t.get_svg(),this._el=(0,r.div)({style:l},this._canvas);break}}this._ctx.layer=this,h(this._ctx)}get canvas(){return this._canvas}get ctx(){return this._ctx}get el(){return this._el}resize(t,e){this.bbox=new a.BBox({left:0,top:0,width:t,height:e});const s=this._ctx instanceof o.SVGRenderingContext2D?this._ctx:this.canvas;s.width=t*this.pixel_ratio,s.height=e*this.pixel_ratio}undo_transform(t){const{ctx:e}=this;if(void 0===e.getTransform)t(e);else{const s=e.getTransform();e.setTransform(this._base_transform);try{t(e)}finally{e.setTransform(s)}}}prepare(){const{ctx:t,hidpi:e,pixel_ratio:s}=this;t.save(),e&&(t.scale(s,s),t.translate(.5,.5)),void 0!==t.getTransform&&(this._base_transform=t.getTransform()),this.clear()}clear(){const{x:t,y:e,width:s,height:i}=this.bbox;this.ctx.clearRect(t,e,s,i)}finish(){this.ctx.restore()}to_blob(){const{_canvas:t}=this;if(t instanceof HTMLCanvasElement)return null!=t.msToBlob?Promise.resolve(t.msToBlob()):new Promise(((e,s)=>{t.toBlob((t=>null!=t?e(t):s()),\"image/png\")}));{const t=this._ctx.get_serialized_svg(!0),e=new Blob([t],{type:\"image/svg+xml\"});return Promise.resolve(e)}}}s.CanvasLayer=c,c.__name__=\"CanvasLayer\"},\n",
       "      function _(t,e,i,s,r){s();const n=t(122),a=t(8),o=t(237),l=t(10),h=t(43);function _(t){var e;const i={left:\"start\",right:\"end\",center:\"middle\",start:\"start\",end:\"end\"};return null!==(e=i[t])&&void 0!==e?e:i.start}function c(t){var e;const i={alphabetic:\"alphabetic\",hanging:\"hanging\",top:\"text-before-edge\",bottom:\"text-after-edge\",middle:\"central\"};return null!==(e=i[t])&&void 0!==e?e:i.alphabetic}const p=function(t,e){const i=new Map,s=t.split(\",\");e=null!=e?e:10;for(let t=0;t<s.length;t+=2){const r=`&${s[t+1]};`,n=parseInt(s[t],e);i.set(r,`&#${n};`)}return i.set(\"\\\\xa0\",\"&#160;\"),i}(\"50,nbsp,51,iexcl,52,cent,53,pound,54,curren,55,yen,56,brvbar,57,sect,58,uml,59,copy,5a,ordf,5b,laquo,5c,not,5d,shy,5e,reg,5f,macr,5g,deg,5h,plusmn,5i,sup2,5j,sup3,5k,acute,5l,micro,5m,para,5n,middot,5o,cedil,5p,sup1,5q,ordm,5r,raquo,5s,frac14,5t,frac12,5u,frac34,5v,iquest,60,Agrave,61,Aacute,62,Acirc,63,Atilde,64,Auml,65,Aring,66,AElig,67,Ccedil,68,Egrave,69,Eacute,6a,Ecirc,6b,Euml,6c,Igrave,6d,Iacute,6e,Icirc,6f,Iuml,6g,ETH,6h,Ntilde,6i,Ograve,6j,Oacute,6k,Ocirc,6l,Otilde,6m,Ouml,6n,times,6o,Oslash,6p,Ugrave,6q,Uacute,6r,Ucirc,6s,Uuml,6t,Yacute,6u,THORN,6v,szlig,70,agrave,71,aacute,72,acirc,73,atilde,74,auml,75,aring,76,aelig,77,ccedil,78,egrave,79,eacute,7a,ecirc,7b,euml,7c,igrave,7d,iacute,7e,icirc,7f,iuml,7g,eth,7h,ntilde,7i,ograve,7j,oacute,7k,ocirc,7l,otilde,7m,ouml,7n,divide,7o,oslash,7p,ugrave,7q,uacute,7r,ucirc,7s,uuml,7t,yacute,7u,thorn,7v,yuml,ci,fnof,sh,Alpha,si,Beta,sj,Gamma,sk,Delta,sl,Epsilon,sm,Zeta,sn,Eta,so,Theta,sp,Iota,sq,Kappa,sr,Lambda,ss,Mu,st,Nu,su,Xi,sv,Omicron,t0,Pi,t1,Rho,t3,Sigma,t4,Tau,t5,Upsilon,t6,Phi,t7,Chi,t8,Psi,t9,Omega,th,alpha,ti,beta,tj,gamma,tk,delta,tl,epsilon,tm,zeta,tn,eta,to,theta,tp,iota,tq,kappa,tr,lambda,ts,mu,tt,nu,tu,xi,tv,omicron,u0,pi,u1,rho,u2,sigmaf,u3,sigma,u4,tau,u5,upsilon,u6,phi,u7,chi,u8,psi,u9,omega,uh,thetasym,ui,upsih,um,piv,812,bull,816,hellip,81i,prime,81j,Prime,81u,oline,824,frasl,88o,weierp,88h,image,88s,real,892,trade,89l,alefsym,8cg,larr,8ch,uarr,8ci,rarr,8cj,darr,8ck,harr,8dl,crarr,8eg,lArr,8eh,uArr,8ei,rArr,8ej,dArr,8ek,hArr,8g0,forall,8g2,part,8g3,exist,8g5,empty,8g7,nabla,8g8,isin,8g9,notin,8gb,ni,8gf,prod,8gh,sum,8gi,minus,8gn,lowast,8gq,radic,8gt,prop,8gu,infin,8h0,ang,8h7,and,8h8,or,8h9,cap,8ha,cup,8hb,int,8hk,there4,8hs,sim,8i5,cong,8i8,asymp,8j0,ne,8j1,equiv,8j4,le,8j5,ge,8k2,sub,8k3,sup,8k4,nsub,8k6,sube,8k7,supe,8kl,oplus,8kn,otimes,8l5,perp,8m5,sdot,8o8,lceil,8o9,rceil,8oa,lfloor,8ob,rfloor,8p9,lang,8pa,rang,9ea,loz,9j0,spades,9j3,clubs,9j5,hearts,9j6,diams,ai,OElig,aj,oelig,b0,Scaron,b1,scaron,bo,Yuml,m6,circ,ms,tilde,802,ensp,803,emsp,809,thinsp,80c,zwnj,80d,zwj,80e,lrm,80f,rlm,80j,ndash,80k,mdash,80o,lsquo,80p,rsquo,80q,sbquo,80s,ldquo,80t,rdquo,80u,bdquo,810,dagger,811,Dagger,81g,permil,81p,lsaquo,81q,rsaquo,85c,euro\",32),u={strokeStyle:{svgAttr:\"stroke\",canvas:\"#000000\",svg:\"none\",apply:\"stroke\"},fillStyle:{svgAttr:\"fill\",canvas:\"#000000\",svg:null,apply:\"fill\"},lineCap:{svgAttr:\"stroke-linecap\",canvas:\"butt\",svg:\"butt\",apply:\"stroke\"},lineJoin:{svgAttr:\"stroke-linejoin\",canvas:\"miter\",svg:\"miter\",apply:\"stroke\"},miterLimit:{svgAttr:\"stroke-miterlimit\",canvas:10,svg:4,apply:\"stroke\"},lineWidth:{svgAttr:\"stroke-width\",canvas:1,svg:1,apply:\"stroke\"},globalAlpha:{svgAttr:\"opacity\",canvas:1,svg:1,apply:\"fill stroke\"},font:{canvas:\"10px sans-serif\"},shadowColor:{canvas:\"#000000\"},shadowOffsetX:{canvas:0},shadowOffsetY:{canvas:0},shadowBlur:{canvas:0},textAlign:{canvas:\"start\"},textBaseline:{canvas:\"alphabetic\"},lineDash:{svgAttr:\"stroke-dasharray\",canvas:[],svg:null,apply:\"stroke\"},lineDashOffset:{svgAttr:\"stroke-dashoffset\",canvas:0,svg:0,apply:\"stroke\"}};class d{constructor(t,e){this.__root=t,this.__ctx=e}addColorStop(t,e){if(\"linearGradient\"===this.__root.nodeName&&this.__root.getAttribute(\"x1\")===this.__root.getAttribute(\"x2\")&&this.__root.getAttribute(\"y1\")===this.__root.getAttribute(\"y2\"))return;if(\"radialGradient\"===this.__root.nodeName&&this.__root.getAttribute(\"cx\")===this.__root.getAttribute(\"fx\")&&this.__root.getAttribute(\"cy\")===this.__root.getAttribute(\"fy\")&&this.__root.getAttribute(\"r\")===this.__root.getAttribute(\"r0\"))return;const i=this.__ctx.__createElement(\"stop\");if(i.setAttribute(\"offset\",`${t}`),-1!==e.indexOf(\"rgba\")){const t=/rgba\\(\\s*(\\d+)\\s*,\\s*(\\d+)\\s*,\\s*(\\d+)\\s*,\\s*(\\d?\\.?\\d*)\\s*\\)/gi.exec(e),[,s,r,n,a]=t;i.setAttribute(\"stop-color\",`rgb(${s},${r},${n})`),i.setAttribute(\"stop-opacity\",a)}else i.setAttribute(\"stop-color\",e);this.__root.appendChild(i)}}d.__name__=\"CanvasGradient\";class m{constructor(t,e){this.__root=t,this.__ctx=e}setTransform(t){throw new Error(\"not implemented\")}}m.__name__=\"CanvasPattern\";class f{constructor(t){var e,i,s;this.__currentPosition=null,this._transform=new n.AffineTransform,this._clip_path=null,this.__document=null!==(e=null==t?void 0:t.document)&&void 0!==e?e:document,(null==t?void 0:t.ctx)?this.__ctx=t.ctx:(this.__canvas=this.__document.createElement(\"canvas\"),this.__ctx=this.__canvas.getContext(\"2d\")),this.__setDefaultStyles(),this.__stack=[],this.__root=this.__document.createElementNS(\"http://www.w3.org/2000/svg\",\"svg\"),this.__root.setAttribute(\"version\",\"1.1\"),this.__root.setAttribute(\"xmlns\",\"http://www.w3.org/2000/svg\"),this.width=null!==(i=null==t?void 0:t.width)&&void 0!==i?i:500,this.height=null!==(s=null==t?void 0:t.height)&&void 0!==s?s:500,this.__ids=new Set,this.__defs=this.__document.createElementNS(\"http://www.w3.org/2000/svg\",\"defs\"),this.__root.appendChild(this.__defs)}get canvas(){return this}get width(){return this._width}set width(t){this._width=t,this.__root.setAttribute(\"width\",`${t}`)}get height(){return this._height}set height(t){this._height=t,this.__root.setAttribute(\"height\",`${t}`)}_random_string(){let 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       "      function _(e,t,s,n,r){n();const o=2147483647;class i{constructor(e){this.seed=e%o,this.seed<=0&&(this.seed+=2147483646)}integer(){return this.seed=48271*this.seed%o,this.seed}float(){return(this.integer()-1)/2147483646}floats(e,t=0,s=1){const n=new Array(e);for(let r=0;r<e;r++)n[r]=t+this.float()*(s-t);return n}choices(e,t){const s=t.length,n=new Array(e);for(let r=0;r<e;r++)n[r]=t[this.integer()%s];return n}}s.Random=i,i.__name__=\"Random\",s.random=new i(Date.now())},\n",
       "      function _(o,t,n,i,e){i();const s=o(224),c=o(15);class l extends s.ButtonToolButtonView{_clicked(){this.model.do.emit(void 0)}}n.ActionToolButtonView=l,l.__name__=\"ActionToolButtonView\";class _ extends s.ButtonToolView{connect_signals(){super.connect_signals(),this.connect(this.model.do,(o=>this.doit(o)))}}n.ActionToolView=_,_.__name__=\"ActionToolView\";class d extends s.ButtonTool{constructor(o){super(o),this.button_view=l,this.do=new c.Signal(this,\"do\")}}n.ActionTool=d,d.__name__=\"ActionTool\"},\n",
       "      function _(o,e,t,l,i){var s;l();const n=o(238),r=o(228);class c extends n.ActionToolView{doit(){window.open(this.model.redirect)}}t.HelpToolView=c,c.__name__=\"HelpToolView\";class _ extends n.ActionTool{constructor(o){super(o),this.tool_name=\"Help\",this.icon=r.tool_icon_help}}t.HelpTool=_,s=_,_.__name__=\"HelpTool\",s.prototype.default_view=c,s.define((({String:o})=>({redirect:[o,\"https://docs.bokeh.org/en/latest/docs/user_guide/tools.html\"]}))),s.override({description:\"Click the question mark to learn more about Bokeh plot tools.\"}),s.register_alias(\"help\",(()=>new _))},\n",
       "      function _(o,l,g,A,r){A(),g.root=\"bk-root\",g.logo=\"bk-logo\",g.grey=\"bk-grey\",g.logo_small=\"bk-logo-small\",g.logo_notebook=\"bk-logo-notebook\",g.default=\".bk-root .bk-logo{margin:5px;position:relative;display:block;background-repeat:no-repeat;}.bk-root .bk-logo.bk-grey{filter:url(\\\"data:image/svg+xml;utf8,<svg xmlns='http://www.w3.org/2000/svg'><filter id='grayscale'><feColorMatrix type='matrix' values='0.3333 0.3333 0.3333 0 0 0.3333 0.3333 0.3333 0 0 0.3333 0.3333 0.3333 0 0 0 0 0 1 0'/></filter></svg>#grayscale\\\");filter:gray;-webkit-filter:grayscale(100%);}.bk-root .bk-logo-small{width:20px;height:20px;background-image:url(data:image/png;base64,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);}.bk-root .bk-logo-notebook{display:inline-block;vertical-align:middle;margin-right:5px;}\"},\n",
       "      function _(e,t,s,i,l){i();const o=e(1);var n;const a=e(40),h=e(20),r=e(43),c=(0,o.__importStar)(e(242)),d=c;class p extends a.AnnotationView{initialize(){super.initialize(),this.el=(0,r.div)({class:d.tooltip}),(0,r.undisplay)(this.el),this.plot_view.canvas_view.add_overlay(this.el)}remove(){(0,r.remove)(this.el),super.remove()}connect_signals(){super.connect_signals(),this.connect(this.model.properties.content.change,(()=>this.render())),this.connect(this.model.properties.position.change,(()=>this._reposition()))}styles(){return[...super.styles(),c.default]}render(){this.model.visible||(0,r.undisplay)(this.el),super.render()}_render(){const{content:e}=this.model;null!=e?((0,r.empty)(this.el),(0,r.classes)(this.el).toggle(\"bk-tooltip-custom\",this.model.custom),this.el.appendChild(e),this.model.show_arrow&&this.el.classList.add(d.tooltip_arrow)):(0,r.undisplay)(this.el)}_reposition(){const{position:e}=this.model;if(null==e)return void(0,r.undisplay)(this.el);const[t,s]=e,i=(()=>{const e=this.parent.layout.bbox.relative(),{attachment:i}=this.model;switch(i){case\"horizontal\":return t<e.hcenter?\"right\":\"left\";case\"vertical\":return s<e.vcenter?\"below\":\"above\";default:return i}})();let l;this.el.classList.remove(d.right),this.el.classList.remove(d.left),this.el.classList.remove(d.above),this.el.classList.remove(d.below),(0,r.display)(this.el);let o=null,n=null;switch(i){case\"right\":this.el.classList.add(d.left),o=t+(this.el.offsetWidth-this.el.clientWidth)+10,l=s-this.el.offsetHeight/2;break;case\"left\":this.el.classList.add(d.right),n=this.plot_view.layout.bbox.width-t+10,l=s-this.el.offsetHeight/2;break;case\"below\":this.el.classList.add(d.above),l=s+(this.el.offsetHeight-this.el.clientHeight)+10,o=Math.round(t-this.el.offsetWidth/2);break;case\"above\":this.el.classList.add(d.below),l=s-this.el.offsetHeight-10,o=Math.round(t-this.el.offsetWidth/2)}this.el.style.top=`${l}px`,this.el.style.left=null!=o?`${o}px`:\"auto\",this.el.style.right=null!=n?`${n}px`:\"auto\"}}s.TooltipView=p,p.__name__=\"TooltipView\";class u extends a.Annotation{constructor(e){super(e)}clear(){this.position=null}}s.Tooltip=u,n=u,u.__name__=\"Tooltip\",n.prototype.default_view=p,n.define((({Boolean:e})=>({attachment:[h.TooltipAttachment,\"horizontal\"],inner_only:[e,!0],show_arrow:[e,!0]}))),n.internal((({Boolean:e,Number:t,Tuple:s,Ref:i,Nullable:l})=>({position:[l(s(t,t)),null],content:[i(HTMLElement),()=>(0,r.div)()],custom:[e]}))),n.override({level:\"overlay\"})},\n",
       "      function _(o,t,r,e,l){e(),r.root=\"bk-root\",r.tooltip=\"bk-tooltip\",r.left=\"bk-left\",r.tooltip_arrow=\"bk-tooltip-arrow\",r.right=\"bk-right\",r.above=\"bk-above\",r.below=\"bk-below\",r.tooltip_row_label=\"bk-tooltip-row-label\",r.tooltip_row_value=\"bk-tooltip-row-value\",r.tooltip_color_block=\"bk-tooltip-color-block\",r.default='.bk-root{}.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:0.95;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:#dddddd solid 1px;display:inline-block;}'},\n",
       "      function _(e,t,s,i,r){var a;i();const l=e(115),_=e(112),h=e(113),o=e(48);class n extends l.UpperLowerView{async lazy_initialize(){await super.lazy_initialize();const{lower_head:e,upper_head:t}=this.model;null!=e&&(this.lower_head=await(0,h.build_view)(e,{parent:this})),null!=t&&(this.upper_head=await(0,h.build_view)(t,{parent:this}))}set_data(e){var t,s;super.set_data(e),null===(t=this.lower_head)||void 0===t||t.set_data(e),null===(s=this.upper_head)||void 0===s||s.set_data(e)}paint(e){if(this.visuals.line.doit)for(let t=0,s=this._lower_sx.length;t<s;t++)this.visuals.line.set_vectorize(e,t),e.beginPath(),e.moveTo(this._lower_sx[t],this._lower_sy[t]),e.lineTo(this._upper_sx[t],this._upper_sy[t]),e.stroke();const t=\"height\"==this.model.dimension?0:Math.PI/2;if(null!=this.lower_head)for(let s=0,i=this._lower_sx.length;s<i;s++)e.save(),e.translate(this._lower_sx[s],this._lower_sy[s]),e.rotate(t+Math.PI),this.lower_head.render(e,s),e.restore();if(null!=this.upper_head)for(let s=0,i=this._upper_sx.length;s<i;s++)e.save(),e.translate(this._upper_sx[s],this._upper_sy[s]),e.rotate(t),this.upper_head.render(e,s),e.restore()}}s.WhiskerView=n,n.__name__=\"WhiskerView\";class d extends l.UpperLower{constructor(e){super(e)}}s.Whisker=d,a=d,d.__name__=\"Whisker\",a.prototype.default_view=n,a.mixins(o.LineVector),a.define((({Ref:e,Nullable:t})=>({lower_head:[t(e(_.ArrowHead)),()=>new _.TeeHead({size:10})],upper_head:[t(e(_.ArrowHead)),()=>new _.TeeHead({size:10})]}))),a.override({level:\"underlay\"})},\n",
       "      function _(n,o,t,u,e){u(),e(\"CustomJS\",n(245).CustomJS),e(\"OpenURL\",n(247).OpenURL)},\n",
       "      function _(t,e,s,n,c){var a;n();const r=t(246),u=t(13),o=t(34);class i extends r.Callback{constructor(t){super(t)}get names(){return(0,u.keys)(this.args)}get values(){return(0,u.values)(this.args)}get func(){const t=(0,o.use_strict)(this.code);return new Function(...this.names,\"cb_obj\",\"cb_data\",t)}execute(t,e={}){return this.func.apply(t,this.values.concat(t,e))}}s.CustomJS=i,a=i,i.__name__=\"CustomJS\",a.define((({Unknown:t,String:e,Dict:s})=>({args:[s(t),{}],code:[e,\"\"]})))},\n",
       "      function _(c,a,l,n,s){n();const e=c(53);class o extends e.Model{constructor(c){super(c)}}l.Callback=o,o.__name__=\"Callback\"},\n",
       "      function _(e,t,n,o,i){var s;o();const c=e(246),r=e(152),a=e(8);class d extends c.Callback{constructor(e){super(e)}navigate(e){this.same_tab?window.location.href=e:window.open(e)}execute(e,{source:t}){const n=e=>{const n=(0,r.replace_placeholders)(this.url,t,e,void 0,void 0,encodeURI);if(!(0,a.isString)(n))throw new Error(\"HTML output is not supported in this context\");this.navigate(n)},{selected:o}=t;for(const e of o.indices)n(e);for(const e of o.line_indices)n(e)}}n.OpenURL=d,s=d,d.__name__=\"OpenURL\",s.define((({Boolean:e,String:t})=>({url:[t,\"http://\"],same_tab:[e,!1]})))},\n",
       "      function _(a,n,i,e,r){e(),r(\"Canvas\",a(249).Canvas),r(\"CartesianFrame\",a(126).CartesianFrame),r(\"CoordinateMapping\",a(54).CoordinateMapping)},\n",
       "      function _(e,t,i,s,a){var l,r=this&&this.__createBinding||(Object.create?function(e,t,i,s){void 0===s&&(s=i),Object.defineProperty(e,s,{enumerable:!0,get:function(){return t[i]}})}:function(e,t,i,s){void 0===s&&(s=i),e[s]=t[i]}),n=this&&this.__setModuleDefault||(Object.create?function(e,t){Object.defineProperty(e,\"default\",{enumerable:!0,value:t})}:function(e,t){e.default=t}),o=this&&this.__importStar||function(e){if(e&&e.__esModule)return e;var t={};if(null!=e)for(var i in e)\"default\"!==i&&Object.prototype.hasOwnProperty.call(e,i)&&r(t,e,i);return n(t,e),t};s();const h=e(14),c=e(28),u=e(226),_=e(19),d=e(43),p=e(20),b=e(13),v=e(250),g=e(65),w=e(138),y=e(235);const f=(()=>{let t;return async()=>void 0!==t?t:t=await async function(){const t=document.createElement(\"canvas\"),i=t.getContext(\"webgl\",{premultipliedAlpha:!0});if(null!=i){const s=await(0,w.load_module)(Promise.resolve().then((()=>o(e(410)))));if(null!=s){const e=s.get_regl(i);if(e.has_webgl)return{canvas:t,regl_wrapper:e};_.logger.trace(\"WebGL is supported, but not the required extensions\")}else _.logger.trace(\"WebGL is supported, but bokehjs(.min).js bundle is not available\")}else _.logger.trace(\"WebGL is not supported\");return null}()})(),m={position:\"absolute\",top:\"0\",left:\"0\",width:\"100%\",height:\"100%\"};class x extends u.DOMView{constructor(){super(...arguments),this.bbox=new g.BBox,this.webgl=null}initialize(){super.initialize(),this.underlays_el=(0,d.div)({style:m}),this.primary=this.create_layer(),this.overlays=this.create_layer(),this.overlays_el=(0,d.div)({style:m}),this.events_el=(0,d.div)({class:\"bk-canvas-events\",style:m});const e=[this.underlays_el,this.primary.el,this.overlays.el,this.overlays_el,this.events_el];(0,b.extend)(this.el.style,m),(0,d.append)(this.el,...e),this.ui_event_bus=new v.UIEventBus(this)}async lazy_initialize(){if(await super.lazy_initialize(),\"webgl\"==this.model.output_backend&&(this.webgl=await f(),c.settings.force_webgl&&null==this.webgl))throw new Error(\"webgl is not available\")}remove(){this.ui_event_bus.destroy(),super.remove()}add_underlay(e){this.underlays_el.appendChild(e)}add_overlay(e){this.overlays_el.appendChild(e)}add_event(e){this.events_el.appendChild(e)}get pixel_ratio(){return this.primary.pixel_ratio}resize(e,t){this.bbox=new g.BBox({left:0,top:0,width:e,height:t}),this.primary.resize(e,t),this.overlays.resize(e,t)}prepare_webgl(e){const{webgl:t}=this;if(null!=t){const{width:i,height:s}=this.bbox;t.canvas.width=this.pixel_ratio*i,t.canvas.height=this.pixel_ratio*s;const[a,l,r,n]=e,{xview:o,yview:h}=this.bbox,c=o.compute(a),u=h.compute(l+n),_=this.pixel_ratio;t.regl_wrapper.set_scissor(_*c,_*u,_*r,_*n),this._clear_webgl()}}blit_webgl(e){const{webgl:t}=this;if(null!=t){if(_.logger.debug(\"Blitting WebGL canvas\"),e.restore(),e.drawImage(t.canvas,0,0),e.save(),this.model.hidpi){const t=this.pixel_ratio;e.scale(t,t),e.translate(.5,.5)}this._clear_webgl()}}_clear_webgl(){const{webgl:e}=this;if(null!=e){const{regl_wrapper:t,canvas:i}=e;t.clear(i.width,i.height)}}compose(){const e=this.create_layer(),{width:t,height:i}=this.bbox;return e.resize(t,i),e.ctx.drawImage(this.primary.canvas,0,0),e.ctx.drawImage(this.overlays.canvas,0,0),e}create_layer(){const{output_backend:e,hidpi:t}=this.model;return new y.CanvasLayer(e,t)}to_blob(){return this.compose().to_blob()}}i.CanvasView=x,x.__name__=\"CanvasView\";class z extends h.HasProps{constructor(e){super(e)}}i.Canvas=z,l=z,z.__name__=\"Canvas\",l.prototype.default_view=x,l.internal((({Boolean:e})=>({hidpi:[e,!0],output_backend:[p.OutputBackend,\"canvas\"]})))},\n",
       "      function _(t,e,s,n,i){n();const r=t(1),a=(0,r.__importDefault)(t(225)),_=t(15),h=t(19),o=t(43),l=(0,r.__importStar)(t(251)),c=t(252),p=t(9),u=t(8),v=t(27),d=t(230);class g{constructor(t){this.canvas_view=t,this.pan_start=new _.Signal(this,\"pan:start\"),this.pan=new _.Signal(this,\"pan\"),this.pan_end=new _.Signal(this,\"pan:end\"),this.pinch_start=new _.Signal(this,\"pinch:start\"),this.pinch=new _.Signal(this,\"pinch\"),this.pinch_end=new _.Signal(this,\"pinch:end\"),this.rotate_start=new _.Signal(this,\"rotate:start\"),this.rotate=new _.Signal(this,\"rotate\"),this.rotate_end=new _.Signal(this,\"rotate:end\"),this.tap=new _.Signal(this,\"tap\"),this.doubletap=new _.Signal(this,\"doubletap\"),this.press=new _.Signal(this,\"press\"),this.pressup=new _.Signal(this,\"pressup\"),this.move_enter=new _.Signal(this,\"move:enter\"),this.move=new _.Signal(this,\"move\"),this.move_exit=new _.Signal(this,\"move:exit\"),this.scroll=new _.Signal(this,\"scroll\"),this.keydown=new _.Signal(this,\"keydown\"),this.keyup=new _.Signal(this,\"keyup\"),this.hammer=new a.default(this.hit_area,{touchAction:\"auto\",inputClass:a.default.TouchMouseInput}),this._prev_move=null,this._curr_pan=null,this._curr_pinch=null,this._curr_rotate=null,this._configure_hammerjs(),this.hit_area.addEventListener(\"mousemove\",(t=>this._mouse_move(t))),this.hit_area.addEventListener(\"mouseenter\",(t=>this._mouse_enter(t))),this.hit_area.addEventListener(\"mouseleave\",(t=>this._mouse_exit(t))),this.hit_area.addEventListener(\"contextmenu\",(t=>this._context_menu(t))),this.hit_area.addEventListener(\"wheel\",(t=>this._mouse_wheel(t))),document.addEventListener(\"keydown\",this),document.addEventListener(\"keyup\",this),this.menu=new d.ContextMenu([],{prevent_hide:t=>2==t.button&&t.target==this.hit_area}),this.hit_area.appendChild(this.menu.el)}get hit_area(){return this.canvas_view.events_el}destroy(){this.menu.remove(),this.hammer.destroy(),document.removeEventListener(\"keydown\",this),document.removeEventListener(\"keyup\",this)}handleEvent(t){\"keydown\"==t.type?this._key_down(t):\"keyup\"==t.type&&this._key_up(t)}_configure_hammerjs(){this.hammer.get(\"doubletap\").recognizeWith(\"tap\"),this.hammer.get(\"tap\").requireFailure(\"doubletap\"),this.hammer.get(\"doubletap\").dropRequireFailure(\"tap\"),this.hammer.on(\"doubletap\",(t=>this._doubletap(t))),this.hammer.on(\"tap\",(t=>this._tap(t))),this.hammer.on(\"press\",(t=>this._press(t))),this.hammer.on(\"pressup\",(t=>this._pressup(t))),this.hammer.get(\"pan\").set({direction:a.default.DIRECTION_ALL}),this.hammer.on(\"panstart\",(t=>this._pan_start(t))),this.hammer.on(\"pan\",(t=>this._pan(t))),this.hammer.on(\"panend\",(t=>this._pan_end(t))),this.hammer.get(\"pinch\").set({enable:!0}),this.hammer.on(\"pinchstart\",(t=>this._pinch_start(t))),this.hammer.on(\"pinch\",(t=>this._pinch(t))),this.hammer.on(\"pinchend\",(t=>this._pinch_end(t))),this.hammer.get(\"rotate\").set({enable:!0}),this.hammer.on(\"rotatestart\",(t=>this._rotate_start(t))),this.hammer.on(\"rotate\",(t=>this._rotate(t))),this.hammer.on(\"rotateend\",(t=>this._rotate_end(t)))}register_tool(t){const e=t.model.event_type;null!=e&&((0,u.isString)(e)?this._register_tool(t,e):e.forEach(((e,s)=>this._register_tool(t,e,s<1))))}_register_tool(t,e,s=!0){const n=t,{id:i}=n.model,r=t=>e=>{e.id==i&&t(e.e)},a=t=>e=>{t(e.e)};switch(e){case\"pan\":null!=n._pan_start&&n.connect(this.pan_start,r(n._pan_start.bind(n))),null!=n._pan&&n.connect(this.pan,r(n._pan.bind(n))),null!=n._pan_end&&n.connect(this.pan_end,r(n._pan_end.bind(n)));break;case\"pinch\":null!=n._pinch_start&&n.connect(this.pinch_start,r(n._pinch_start.bind(n))),null!=n._pinch&&n.connect(this.pinch,r(n._pinch.bind(n))),null!=n._pinch_end&&n.connect(this.pinch_end,r(n._pinch_end.bind(n)));break;case\"rotate\":null!=n._rotate_start&&n.connect(this.rotate_start,r(n._rotate_start.bind(n))),null!=n._rotate&&n.connect(this.rotate,r(n._rotate.bind(n))),null!=n._rotate_end&&n.connect(this.rotate_end,r(n._rotate_end.bind(n)));break;case\"move\":null!=n._move_enter&&n.connect(this.move_enter,r(n._move_enter.bind(n))),null!=n._move&&n.connect(this.move,r(n._move.bind(n))),null!=n._move_exit&&n.connect(this.move_exit,r(n._move_exit.bind(n)));break;case\"tap\":null!=n._tap&&n.connect(this.tap,r(n._tap.bind(n))),null!=n._doubletap&&n.connect(this.doubletap,r(n._doubletap.bind(n)));break;case\"press\":null!=n._press&&n.connect(this.press,r(n._press.bind(n))),null!=n._pressup&&n.connect(this.pressup,r(n._pressup.bind(n)));break;case\"scroll\":null!=n._scroll&&n.connect(this.scroll,r(n._scroll.bind(n)));break;default:throw new Error(`unsupported event_type: ${e}`)}s&&(null!=n._keydown&&n.connect(this.keydown,a(n._keydown.bind(n))),null!=n._keyup&&n.connect(this.keyup,a(n._keyup.bind(n))),v.is_mobile&&null!=n._scroll&&\"pinch\"==e&&(h.logger.debug(\"Registering scroll on touch screen\"),n.connect(this.scroll,r(n._scroll.bind(n)))))}_hit_test_renderers(t,e,s){var n;const i=t.get_renderer_views();for(const t of(0,p.reversed)(i))if(null===(n=t.interactive_hit)||void 0===n?void 0:n.call(t,e,s))return t;return null}set_cursor(t=\"default\"){this.hit_area.style.cursor=t}_hit_test_frame(t,e,s){return t.frame.bbox.contains(e,s)}_hit_test_canvas(t,e,s){return t.layout.bbox.contains(e,s)}_hit_test_plot(t,e){for(const s of this.canvas_view.plot_views)if(s.layout.bbox.relative().contains(t,e))return s;return null}_trigger(t,e,s){var n;const{sx:i,sy:r}=e,a=this._hit_test_plot(i,r),_=t=>{const[s,n]=[i,r];return Object.assign(Object.assign({},e),{sx:s,sy:n})};if(\"panstart\"==e.type||\"pan\"==e.type||\"panend\"==e.type){let n;if(\"panstart\"==e.type&&null!=a?(this._curr_pan={plot_view:a},n=a):\"pan\"==e.type&&null!=this._curr_pan?n=this._curr_pan.plot_view:\"panend\"==e.type&&null!=this._curr_pan?(n=this._curr_pan.plot_view,this._curr_pan=null):n=null,null!=n){const e=_();this.__trigger(n,t,e,s)}}else if(\"pinchstart\"==e.type||\"pinch\"==e.type||\"pinchend\"==e.type){let n;if(\"pinchstart\"==e.type&&null!=a?(this._curr_pinch={plot_view:a},n=a):\"pinch\"==e.type&&null!=this._curr_pinch?n=this._curr_pinch.plot_view:\"pinchend\"==e.type&&null!=this._curr_pinch?(n=this._curr_pinch.plot_view,this._curr_pinch=null):n=null,null!=n){const e=_();this.__trigger(n,t,e,s)}}else if(\"rotatestart\"==e.type||\"rotate\"==e.type||\"rotateend\"==e.type){let n;if(\"rotatestart\"==e.type&&null!=a?(this._curr_rotate={plot_view:a},n=a):\"rotate\"==e.type&&null!=this._curr_rotate?n=this._curr_rotate.plot_view:\"rotateend\"==e.type&&null!=this._curr_rotate?(n=this._curr_rotate.plot_view,this._curr_rotate=null):n=null,null!=n){const e=_();this.__trigger(n,t,e,s)}}else if(\"mouseenter\"==e.type||\"mousemove\"==e.type||\"mouseleave\"==e.type){const h=null===(n=this._prev_move)||void 0===n?void 0:n.plot_view;if(null!=h&&(\"mouseleave\"==e.type||h!=a)){const{sx:t,sy:e}=_();this.__trigger(h,this.move_exit,{type:\"mouseleave\",sx:t,sy:e,shiftKey:!1,ctrlKey:!1},s)}if(null!=a&&(\"mouseenter\"==e.type||h!=a)){const{sx:t,sy:e}=_();this.__trigger(a,this.move_enter,{type:\"mouseenter\",sx:t,sy:e,shiftKey:!1,ctrlKey:!1},s)}if(null!=a&&\"mousemove\"==e.type){const e=_();this.__trigger(a,t,e,s)}this._prev_move={sx:i,sy:r,plot_view:a}}else if(null!=a){const e=_();this.__trigger(a,t,e,s)}}__trigger(t,e,s,n){var i,r,a;const _=t.model.toolbar.gestures,h=e.name.split(\":\")[0],o=this._hit_test_renderers(t,s.sx,s.sy),l=this._hit_test_canvas(t,s.sx,s.sy);switch(h){case\"move\":{const n=_.move.active;null!=n&&this.trigger(e,s,n.id);const r=t.model.toolbar.inspectors.filter((t=>t.active));let a=\"default\";null!=o?(a=null!==(i=o.cursor(s.sx,s.sy))&&void 0!==i?i:a,(0,p.is_empty)(r)||(e=this.move_exit)):this._hit_test_frame(t,s.sx,s.sy)&&((0,p.is_empty)(r)||(a=\"crosshair\")),this.set_cursor(a),t.set_toolbar_visibility(l),r.map((t=>this.trigger(e,s,t.id)));break}case\"tap\":{const{target:i}=n;if(null!=i&&i!=this.hit_area)return;if(null===(r=null==o?void 0:o.on_hit)||void 0===r||r.call(o,s.sx,s.sy),this._hit_test_frame(t,s.sx,s.sy)){const t=_.tap.active;null!=t&&this.trigger(e,s,t.id)}break}case\"doubletap\":if(this._hit_test_frame(t,s.sx,s.sy)){const t=null!==(a=_.doubletap.active)&&void 0!==a?a:_.tap.active;null!=t&&this.trigger(e,s,t.id)}break;case\"scroll\":{const t=_[v.is_mobile?\"pinch\":\"scroll\"].active;null!=t&&(n.preventDefault(),n.stopPropagation(),this.trigger(e,s,t.id));break}case\"pan\":{const t=_.pan.active;null!=t&&(n.preventDefault(),this.trigger(e,s,t.id));break}default:{const t=_[h].active;null!=t&&this.trigger(e,s,t.id)}}this._trigger_bokeh_event(t,s)}trigger(t,e,s=null){t.emit({id:s,e})}_trigger_bokeh_event(t,e){const s=(()=>{const{sx:s,sy:n}=e,i=t.frame.x_scale.invert(s),r=t.frame.y_scale.invert(n);switch(e.type){case\"wheel\":return new l.MouseWheel(s,n,i,r,e.delta);case\"mousemove\":return new l.MouseMove(s,n,i,r);case\"mouseenter\":return new l.MouseEnter(s,n,i,r);case\"mouseleave\":return new l.MouseLeave(s,n,i,r);case\"tap\":return new l.Tap(s,n,i,r);case\"doubletap\":return new l.DoubleTap(s,n,i,r);case\"press\":return new l.Press(s,n,i,r);case\"pressup\":return new l.PressUp(s,n,i,r);case\"pan\":return new l.Pan(s,n,i,r,e.deltaX,e.deltaY);case\"panstart\":return new l.PanStart(s,n,i,r);case\"panend\":return new l.PanEnd(s,n,i,r);case\"pinch\":return new l.Pinch(s,n,i,r,e.scale);case\"pinchstart\":return new l.PinchStart(s,n,i,r);case\"pinchend\":return new l.PinchEnd(s,n,i,r);case\"rotate\":return new l.Rotate(s,n,i,r,e.rotation);case\"rotatestart\":return new l.RotateStart(s,n,i,r);case\"rotateend\":return new l.RotateEnd(s,n,i,r);default:return}})();null!=s&&t.model.trigger_event(s)}_get_sxy(t){const{pageX:e,pageY:s}=function(t){return\"undefined\"!=typeof TouchEvent&&t instanceof TouchEvent}(t)?(0!=t.touches.length?t.touches:t.changedTouches)[0]:t,{left:n,top:i}=(0,o.offset)(this.hit_area);return{sx:e-n,sy:s-i}}_pan_event(t){return Object.assign(Object.assign({type:t.type},this._get_sxy(t.srcEvent)),{deltaX:t.deltaX,deltaY:t.deltaY,shiftKey:t.srcEvent.shiftKey,ctrlKey:t.srcEvent.ctrlKey})}_pinch_event(t){return Object.assign(Object.assign({type:t.type},this._get_sxy(t.srcEvent)),{scale:t.scale,shiftKey:t.srcEvent.shiftKey,ctrlKey:t.srcEvent.ctrlKey})}_rotate_event(t){return Object.assign(Object.assign({type:t.type},this._get_sxy(t.srcEvent)),{rotation:t.rotation,shiftKey:t.srcEvent.shiftKey,ctrlKey:t.srcEvent.ctrlKey})}_tap_event(t){return Object.assign(Object.assign({type:t.type},this._get_sxy(t.srcEvent)),{shiftKey:t.srcEvent.shiftKey,ctrlKey:t.srcEvent.ctrlKey})}_move_event(t){return Object.assign(Object.assign({type:t.type},this._get_sxy(t)),{shiftKey:t.shiftKey,ctrlKey:t.ctrlKey})}_scroll_event(t){return Object.assign(Object.assign({type:t.type},this._get_sxy(t)),{delta:(0,c.getDeltaY)(t),shiftKey:t.shiftKey,ctrlKey:t.ctrlKey})}_key_event(t){return{type:t.type,keyCode:t.keyCode}}_pan_start(t){const e=this._pan_event(t);e.sx-=t.deltaX,e.sy-=t.deltaY,this._trigger(this.pan_start,e,t.srcEvent)}_pan(t){this._trigger(this.pan,this._pan_event(t),t.srcEvent)}_pan_end(t){this._trigger(this.pan_end,this._pan_event(t),t.srcEvent)}_pinch_start(t){this._trigger(this.pinch_start,this._pinch_event(t),t.srcEvent)}_pinch(t){this._trigger(this.pinch,this._pinch_event(t),t.srcEvent)}_pinch_end(t){this._trigger(this.pinch_end,this._pinch_event(t),t.srcEvent)}_rotate_start(t){this._trigger(this.rotate_start,this._rotate_event(t),t.srcEvent)}_rotate(t){this._trigger(this.rotate,this._rotate_event(t),t.srcEvent)}_rotate_end(t){this._trigger(this.rotate_end,this._rotate_event(t),t.srcEvent)}_tap(t){this._trigger(this.tap,this._tap_event(t),t.srcEvent)}_doubletap(t){this._trigger(this.doubletap,this._tap_event(t),t.srcEvent)}_press(t){this._trigger(this.press,this._tap_event(t),t.srcEvent)}_pressup(t){this._trigger(this.pressup,this._tap_event(t),t.srcEvent)}_mouse_enter(t){this._trigger(this.move_enter,this._move_event(t),t)}_mouse_move(t){this._trigger(this.move,this._move_event(t),t)}_mouse_exit(t){this._trigger(this.move_exit,this._move_event(t),t)}_mouse_wheel(t){this._trigger(this.scroll,this._scroll_event(t),t)}_context_menu(t){!this.menu.is_open&&this.menu.can_open&&t.preventDefault();const{sx:e,sy:s}=this._get_sxy(t);this.menu.toggle({left:e,top:s})}_key_down(t){this.trigger(this.keydown,this._key_event(t))}_key_up(t){this.trigger(this.keyup,this._key_event(t))}}s.UIEventBus=g,g.__name__=\"UIEventBus\"},\n",
       "      function _(e,t,s,n,_){n();var a=this&&this.__decorate||function(e,t,s,n){var _,a=arguments.length,o=a<3?t:null===n?n=Object.getOwnPropertyDescriptor(t,s):n;if(\"object\"==typeof Reflect&&\"function\"==typeof Reflect.decorate)o=Reflect.decorate(e,t,s,n);else for(var r=e.length-1;r>=0;r--)(_=e[r])&&(o=(a<3?_(o):a>3?_(t,s,o):_(t,s))||o);return a>3&&o&&Object.defineProperty(t,s,o),o};function o(e){return function(t){t.prototype.event_name=e}}class r{to_json(){const{event_name:e}=this;return{event_name:e,event_values:this._to_json()}}}s.BokehEvent=r,r.__name__=\"BokehEvent\";class c extends r{constructor(){super(...arguments),this.origin=null}_to_json(){return{model:this.origin}}}s.ModelEvent=c,c.__name__=\"ModelEvent\";let l=class extends r{_to_json(){return{}}};s.DocumentReady=l,l.__name__=\"DocumentReady\",s.DocumentReady=l=a([o(\"document_ready\")],l);let i=class extends c{};s.ButtonClick=i,i.__name__=\"ButtonClick\",s.ButtonClick=i=a([o(\"button_click\")],i);let u=class extends c{constructor(e){super(),this.item=e}_to_json(){const{item:e}=this;return Object.assign(Object.assign({},super._to_json()),{item:e})}};s.MenuItemClick=u,u.__name__=\"MenuItemClick\",s.MenuItemClick=u=a([o(\"menu_item_click\")],u);class d extends c{}s.UIEvent=d,d.__name__=\"UIEvent\";let m=class extends d{};s.LODStart=m,m.__name__=\"LODStart\",s.LODStart=m=a([o(\"lodstart\")],m);let h=class extends d{};s.LODEnd=h,h.__name__=\"LODEnd\",s.LODEnd=h=a([o(\"lodend\")],h);let p=class extends d{constructor(e,t,s,n){super(),this.x0=e,this.x1=t,this.y0=s,this.y1=n}_to_json(){const{x0:e,x1:t,y0:s,y1:n}=this;return Object.assign(Object.assign({},super._to_json()),{x0:e,x1:t,y0:s,y1:n})}};s.RangesUpdate=p,p.__name__=\"RangesUpdate\",s.RangesUpdate=p=a([o(\"rangesupdate\")],p);let x=class extends d{constructor(e,t){super(),this.geometry=e,this.final=t}_to_json(){const{geometry:e,final:t}=this;return Object.assign(Object.assign({},super._to_json()),{geometry:e,final:t})}};s.SelectionGeometry=x,x.__name__=\"SelectionGeometry\",s.SelectionGeometry=x=a([o(\"selectiongeometry\")],x);let j=class extends d{};s.Reset=j,j.__name__=\"Reset\",s.Reset=j=a([o(\"reset\")],j);class y extends d{constructor(e,t,s,n){super(),this.sx=e,this.sy=t,this.x=s,this.y=n}_to_json(){const{sx:e,sy:t,x:s,y:n}=this;return Object.assign(Object.assign({},super._to_json()),{sx:e,sy:t,x:s,y:n})}}s.PointEvent=y,y.__name__=\"PointEvent\";let g=class extends y{constructor(e,t,s,n,_,a){super(e,t,s,n),this.delta_x=_,this.delta_y=a}_to_json(){const{delta_x:e,delta_y:t}=this;return Object.assign(Object.assign({},super._to_json()),{delta_x:e,delta_y:t})}};s.Pan=g,g.__name__=\"Pan\",s.Pan=g=a([o(\"pan\")],g);let P=class extends y{constructor(e,t,s,n,_){super(e,t,s,n),this.scale=_}_to_json(){const{scale:e}=this;return Object.assign(Object.assign({},super._to_json()),{scale:e})}};s.Pinch=P,P.__name__=\"Pinch\",s.Pinch=P=a([o(\"pinch\")],P);let O=class extends y{constructor(e,t,s,n,_){super(e,t,s,n),this.rotation=_}_to_json(){const{rotation:e}=this;return Object.assign(Object.assign({},super._to_json()),{rotation:e})}};s.Rotate=O,O.__name__=\"Rotate\",s.Rotate=O=a([o(\"rotate\")],O);let b=class extends y{constructor(e,t,s,n,_){super(e,t,s,n),this.delta=_}_to_json(){const{delta:e}=this;return Object.assign(Object.assign({},super._to_json()),{delta:e})}};s.MouseWheel=b,b.__name__=\"MouseWheel\",s.MouseWheel=b=a([o(\"wheel\")],b);let v=class extends y{};s.MouseMove=v,v.__name__=\"MouseMove\",s.MouseMove=v=a([o(\"mousemove\")],v);let E=class extends y{};s.MouseEnter=E,E.__name__=\"MouseEnter\",s.MouseEnter=E=a([o(\"mouseenter\")],E);let R=class extends y{};s.MouseLeave=R,R.__name__=\"MouseLeave\",s.MouseLeave=R=a([o(\"mouseleave\")],R);let M=class extends y{};s.Tap=M,M.__name__=\"Tap\",s.Tap=M=a([o(\"tap\")],M);let f=class extends y{};s.DoubleTap=f,f.__name__=\"DoubleTap\",s.DoubleTap=f=a([o(\"doubletap\")],f);let S=class extends y{};s.Press=S,S.__name__=\"Press\",s.Press=S=a([o(\"press\")],S);let D=class extends y{};s.PressUp=D,D.__name__=\"PressUp\",s.PressUp=D=a([o(\"pressup\")],D);let k=class extends y{};s.PanStart=k,k.__name__=\"PanStart\",s.PanStart=k=a([o(\"panstart\")],k);let L=class extends y{};s.PanEnd=L,L.__name__=\"PanEnd\",s.PanEnd=L=a([o(\"panend\")],L);let U=class extends y{};s.PinchStart=U,U.__name__=\"PinchStart\",s.PinchStart=U=a([o(\"pinchstart\")],U);let C=class extends y{};s.PinchEnd=C,C.__name__=\"PinchEnd\",s.PinchEnd=C=a([o(\"pinchend\")],C);let T=class extends y{};s.RotateStart=T,T.__name__=\"RotateStart\",s.RotateStart=T=a([o(\"rotatestart\")],T);let B=class extends y{};s.RotateEnd=B,B.__name__=\"RotateEnd\",s.RotateEnd=B=a([o(\"rotateend\")],B)},\n",
       "      function _(t,e,n,l,o){\n",
       "      /*!\n",
       "           * jQuery Mousewheel 3.1.13\n",
       "           *\n",
       "           * Copyright jQuery Foundation and other contributors\n",
       "           * Released under the MIT license\n",
       "           * http://jquery.org/license\n",
       "           */\n",
       "      function u(t){const e=getComputedStyle(t).fontSize;return null!=e?parseInt(e,10):null}l(),n.getDeltaY=function(t){let e=-t.deltaY;if(t.target instanceof HTMLElement)switch(t.deltaMode){case t.DOM_DELTA_LINE:e*=(n=t.target,null!==(a=null!==(o=u(null!==(l=n.offsetParent)&&void 0!==l?l:document.body))&&void 0!==o?o:u(n))&&void 0!==a?a:16);break;case t.DOM_DELTA_PAGE:e*=function(t){return t.clientHeight}(t.target)}var n,l,o,a;return e}},\n",
       "      function _(m,o,n,r,a){r(),a(\"Expression\",m(254).Expression),a(\"CustomJSExpr\",m(255).CustomJSExpr),a(\"Stack\",m(256).Stack),a(\"CumSum\",m(257).CumSum),a(\"ScalarExpression\",m(254).ScalarExpression),a(\"Minimum\",m(258).Minimum),a(\"Maximum\",m(259).Maximum);var s=m(260);a(\"XComponent\",s.XComponent),a(\"YComponent\",s.YComponent),a(\"PolarTransform\",m(261).PolarTransform)},\n",
       "      function _(e,t,s,i,r){i();const n=e(53);class _ extends n.Model{constructor(e){super(e)}initialize(){super.initialize(),this._result=new Map}v_compute(e){let t=this._result.get(e);return(void 0===t||e.changed_for(this))&&(t=this._v_compute(e),this._result.set(e,t)),t}}s.Expression=_,_.__name__=\"Expression\";class o extends n.Model{constructor(e){super(e)}initialize(){super.initialize(),this._result=new Map}compute(e){let t=this._result.get(e);return(void 0===t||e.changed_for(this))&&(t=this._compute(e),this._result.set(e,t)),t}}s.ScalarExpression=o,o.__name__=\"ScalarExpression\"},\n",
       "      function _(e,s,t,n,r){var a;n();const o=e(14),c=e(254),i=e(24),u=e(9),l=e(13),h=e(34),g=e(8);class p extends c.Expression{constructor(e){super(e)}connect_signals(){super.connect_signals();for(const e of(0,l.values)(this.args))e instanceof o.HasProps&&e.change.connect((()=>{this._result.clear(),this.change.emit()}))}get names(){return(0,l.keys)(this.args)}get values(){return(0,l.values)(this.args)}get func(){const e=(0,h.use_strict)(this.code);return new i.GeneratorFunction(...this.names,e)}_v_compute(e){const s=this.func.apply(e,this.values);let t=s.next();if(t.done&&void 0!==t.value){const{value:s}=t;return(0,g.isArray)(s)||(0,g.isTypedArray)(s)?s:(0,g.isIterable)(s)?[...s]:(0,u.repeat)(s,e.length)}{const e=[];do{e.push(t.value),t=s.next()}while(!t.done);return e}}}t.CustomJSExpr=p,a=p,p.__name__=\"CustomJSExpr\",a.define((({Unknown:e,String:s,Dict:t})=>({args:[t(e),{}],code:[s,\"\"]})))},\n",
       "      function _(t,n,e,o,r){var s;o();const a=t(254);class c extends a.Expression{constructor(t){super(t)}_v_compute(t){var n;const e=null!==(n=t.get_length())&&void 0!==n?n:0,o=new Float64Array(e);for(const n of this.fields){const r=t.data[n];if(null!=r){const t=Math.min(e,r.length);for(let n=0;n<t;n++)o[n]+=r[n]}}return o}}e.Stack=c,s=c,c.__name__=\"Stack\",s.define((({String:t,Array:n})=>({fields:[n(t),[]]})))},\n",
       "      function _(e,n,t,o,r){var i;o();const l=e(254);class u extends l.Expression{constructor(e){super(e)}_v_compute(e){var n;const t=new Float64Array(null!==(n=e.get_length())&&void 0!==n?n:0),o=e.data[this.field],r=this.include_zero?1:0;t[0]=this.include_zero?0:o[0];for(let e=1;e<t.length;e++)t[e]=t[e-1]+o[e-r];return t}}t.CumSum=u,i=u,u.__name__=\"CumSum\",i.define((({Boolean:e,String:n})=>({field:[n],include_zero:[e,!1]})))},\n",
       "      function _(i,n,l,t,e){var a;t();const u=i(254),r=i(9);class s extends u.ScalarExpression{constructor(i){super(i)}_compute(i){var n,l;const t=null!==(n=i.data[this.field])&&void 0!==n?n:[];return Math.min(null!==(l=this.initial)&&void 0!==l?l:1/0,(0,r.min)(t))}}l.Minimum=s,a=s,s.__name__=\"Minimum\",a.define((({Number:i,String:n,Nullable:l})=>({field:[n],initial:[l(i),null]})))},\n",
       "      function _(i,a,n,l,t){var e;l();const u=i(254),r=i(9);class s extends u.ScalarExpression{constructor(i){super(i)}_compute(i){var a,n;const l=null!==(a=i.data[this.field])&&void 0!==a?a:[];return Math.max(null!==(n=this.initial)&&void 0!==n?n:-1/0,(0,r.max)(l))}}n.Maximum=s,e=s,s.__name__=\"Maximum\",e.define((({Number:i,String:a,Nullable:n})=>({field:[a],initial:[n(i),null]})))},\n",
       "      function _(n,e,t,o,r){var s;o();const _=n(254);class m extends _.Expression{constructor(n){super(n)}get x(){return new c({transform:this})}get y(){return new u({transform:this})}}t.CoordinateTransform=m,m.__name__=\"CoordinateTransform\";class a extends _.Expression{constructor(n){super(n)}}t.XYComponent=a,s=a,a.__name__=\"XYComponent\",s.define((({Ref:n})=>({transform:[n(m)]})));class c extends a{constructor(n){super(n)}_v_compute(n){return this.transform.v_compute(n).x}}t.XComponent=c,c.__name__=\"XComponent\";class u extends a{constructor(n){super(n)}_v_compute(n){return this.transform.v_compute(n).y}}t.YComponent=u,u.__name__=\"YComponent\"},\n",
       "      function _(r,t,n,e,o){e();const i=r(1);var a;const s=r(260),c=r(20),l=(0,i.__importStar)(r(18));class d extends s.CoordinateTransform{constructor(r){super(r)}_v_compute(r){const t=this.properties.radius.uniform(r),n=this.properties.angle.uniform(r),e=\"anticlock\"==this.direction?-1:1,o=Math.min(t.length,n.length),i=new Float64Array(o),a=new Float64Array(o);for(let r=0;r<o;r++){const o=t.get(r),s=n.get(r)*e;i[r]=o*Math.cos(s),a[r]=o*Math.sin(s)}return{x:i,y:a}}}n.PolarTransform=d,a=d,d.__name__=\"PolarTransform\",a.define((({})=>({radius:[l.DistanceSpec,{field:\"radius\"}],angle:[l.AngleSpec,{field:\"angle\"}],direction:[c.Direction,\"anticlock\"]})))},\n",
       "      function _(e,t,l,r,i){r(),i(\"BooleanFilter\",e(263).BooleanFilter),i(\"CustomJSFilter\",e(264).CustomJSFilter),i(\"Filter\",e(191).Filter),i(\"GroupFilter\",e(265).GroupFilter),i(\"IndexFilter\",e(266).IndexFilter)},\n",
       "      function _(e,n,l,o,s){var t;o();const a=e(191),r=e(24);class c extends a.Filter{constructor(e){super(e)}compute_indices(e){const n=e.length,{booleans:l}=this;return null==l?r.Indices.all_set(n):r.Indices.from_booleans(n,l)}}l.BooleanFilter=c,t=c,c.__name__=\"BooleanFilter\",t.define((({Boolean:e,Array:n,Nullable:l})=>({booleans:[l(n(e)),null]})))},\n",
       "      function _(e,n,r,s,t){var i;s();const o=e(191),c=e(24),u=e(13),a=e(8),l=e(34);class f extends o.Filter{constructor(e){super(e)}get names(){return(0,u.keys)(this.args)}get values(){return(0,u.values)(this.args)}get func(){const e=(0,l.use_strict)(this.code);return new Function(...this.names,\"source\",e)}compute_indices(e){const n=e.length,r=this.func(...this.values,e);if(null==r)return c.Indices.all_set(n);if((0,a.isArrayOf)(r,a.isInteger))return c.Indices.from_indices(n,r);if((0,a.isArrayOf)(r,a.isBoolean))return c.Indices.from_booleans(n,r);throw new Error(`expect an array of integers or booleans, or null, got ${r}`)}}r.CustomJSFilter=f,i=f,f.__name__=\"CustomJSFilter\",i.define((({Unknown:e,String:n,Dict:r})=>({args:[r(e),{}],code:[n,\"\"]})))},\n",
       "      function _(n,e,t,o,r){var u;o();const s=n(191),c=n(24),i=n(19);class l extends s.Filter{constructor(n){super(n)}compute_indices(n){const e=n.get_column(this.column_name);if(null==e)return i.logger.warn(`${this}: groupby column '${this.column_name}' not found in the data source`),new c.Indices(n.length,1);{const t=new c.Indices(n.length);for(let n=0;n<t.size;n++)e[n]===this.group&&t.set(n);return t}}}t.GroupFilter=l,u=l,l.__name__=\"GroupFilter\",u.define((({String:n})=>({column_name:[n],group:[n]})))},\n",
       "      function _(e,n,i,s,t){var l;s();const c=e(191),r=e(24);class d extends c.Filter{constructor(e){super(e)}compute_indices(e){const n=e.length,{indices:i}=this;return null==i?r.Indices.all_set(n):r.Indices.from_indices(n,i)}}i.IndexFilter=d,l=d,d.__name__=\"IndexFilter\",l.define((({Int:e,Array:n,Nullable:i})=>({indices:[i(n(e)),null]})))},\n",
       "      function _(e,a,l,i,t){i(),t(\"AnnularWedge\",e(268).AnnularWedge),t(\"Annulus\",e(269).Annulus),t(\"Arc\",e(270).Arc),t(\"Bezier\",e(271).Bezier),t(\"Circle\",e(272).Circle),t(\"Ellipse\",e(273).Ellipse),t(\"EllipseOval\",e(274).EllipseOval),t(\"Glyph\",e(179).Glyph),t(\"HArea\",e(187).HArea),t(\"HBar\",e(276).HBar),t(\"HexTile\",e(278).HexTile),t(\"Image\",e(279).Image),t(\"ImageRGBA\",e(281).ImageRGBA),t(\"ImageURL\",e(282).ImageURL),t(\"Line\",e(177).Line),t(\"MultiLine\",e(283).MultiLine),t(\"MultiPolygons\",e(284).MultiPolygons),t(\"Oval\",e(285).Oval),t(\"Patch\",e(186).Patch),t(\"Patches\",e(286).Patches),t(\"Quad\",e(287).Quad),t(\"Quadratic\",e(288).Quadratic),t(\"Ray\",e(289).Ray),t(\"Rect\",e(290).Rect),t(\"Scatter\",e(291).Scatter),t(\"Segment\",e(294).Segment),t(\"Spline\",e(295).Spline),t(\"Step\",e(297).Step),t(\"Text\",e(298).Text),t(\"VArea\",e(189).VArea),t(\"VBar\",e(299).VBar),t(\"Wedge\",e(300).Wedge)},\n",
       "      function _(e,s,t,i,r){i();const n=e(1);var a;const _=e(178),o=e(184),d=e(48),u=e(24),h=e(20),c=(0,n.__importStar)(e(18)),l=e(10),g=e(72),p=e(12);class x extends _.XYGlyphView{_map_data(){\"data\"==this.model.properties.inner_radius.units?this.sinner_radius=this.sdist(this.renderer.xscale,this._x,this.inner_radius):this.sinner_radius=(0,u.to_screen)(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=(0,u.to_screen)(this.outer_radius),this.max_souter_radius=(0,p.max)(this.souter_radius)}_render(e,s,t){const{sx:i,sy:r,start_angle:n,end_angle:a,sinner_radius:_,souter_radius:o}=null!=t?t:this,d=\"anticlock\"==this.model.direction;for(const t of s){const s=i[t],u=r[t],h=_[t],c=o[t],l=n.get(t),g=a.get(t);if(!isFinite(s+u+h+c+l+g))continue;const p=g-l;e.translate(s,u),e.rotate(l),e.beginPath(),e.moveTo(c,0),e.arc(0,0,c,0,p,d),e.rotate(p),e.lineTo(h,0),e.arc(0,0,h,0,-p,!d),e.closePath(),e.rotate(-p-l),e.translate(-s,-u),this.visuals.fill.apply(e,t),this.visuals.hatch.apply(e,t),this.visuals.line.apply(e,t)}}_hit_point(e){const{sx:s,sy:t}=e,i=this.renderer.xscale.invert(s),r=this.renderer.yscale.invert(t),n=s-this.max_souter_radius,a=s+this.max_souter_radius,[_,o]=this.renderer.xscale.r_invert(n,a),d=t-this.max_souter_radius,u=t+this.max_souter_radius,[h,c]=this.renderer.yscale.r_invert(d,u),p=[];for(const e of this.index.indices({x0:_,x1:o,y0:h,y1:c})){const s=this.souter_radius[e]**2,t=this.sinner_radius[e]**2,[n,a]=this.renderer.xscale.r_compute(i,this._x[e]),[_,o]=this.renderer.yscale.r_compute(r,this._y[e]),d=(n-a)**2+(_-o)**2;d<=s&&d>=t&&p.push(e)}const x=\"anticlock\"==this.model.direction,m=[];for(const e of p){const i=Math.atan2(t-this.sy[e],s-this.sx[e]);(0,l.angle_between)(-i,-this.start_angle.get(e),-this.end_angle.get(e),x)&&m.push(e)}return new g.Selection({indices:m})}draw_legend_for_index(e,s,t){(0,o.generic_area_vector_legend)(this.visuals,e,s,t)}scenterxy(e){const s=(this.sinner_radius[e]+this.souter_radius[e])/2,t=(this.start_angle.get(e)+this.end_angle.get(e))/2;return[this.sx[e]+s*Math.cos(t),this.sy[e]+s*Math.sin(t)]}}t.AnnularWedgeView=x,x.__name__=\"AnnularWedgeView\";class m extends _.XYGlyph{constructor(e){super(e)}}t.AnnularWedge=m,a=m,m.__name__=\"AnnularWedge\",a.prototype.default_view=x,a.mixins([d.LineVector,d.FillVector,d.HatchVector]),a.define((({})=>({direction:[h.Direction,\"anticlock\"],inner_radius:[c.DistanceSpec,{field:\"inner_radius\"}],outer_radius:[c.DistanceSpec,{field:\"outer_radius\"}],start_angle:[c.AngleSpec,{field:\"start_angle\"}],end_angle:[c.AngleSpec,{field:\"end_angle\"}]})))},\n",
       "      function _(s,e,i,r,t){r();const n=s(1);var a;const u=s(178),o=s(24),_=s(48),d=(0,n.__importStar)(s(18)),h=s(27),c=s(72);class l extends u.XYGlyphView{_map_data(){\"data\"==this.model.properties.inner_radius.units?this.sinner_radius=this.sdist(this.renderer.xscale,this._x,this.inner_radius):this.sinner_radius=(0,o.to_screen)(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=(0,o.to_screen)(this.outer_radius)}_render(s,e,i){const{sx:r,sy:t,sinner_radius:n,souter_radius:a}=null!=i?i:this;for(const i of e){const e=r[i],u=t[i],o=n[i],_=a[i];if(isFinite(e+u+o+_)){if(s.beginPath(),h.is_ie)for(const i of[!1,!0])s.moveTo(e,u),s.arc(e,u,o,0,Math.PI,i),s.moveTo(e+_,u),s.arc(e,u,_,Math.PI,0,!i);else s.arc(e,u,o,0,2*Math.PI,!0),s.moveTo(e+_,u),s.arc(e,u,_,2*Math.PI,0,!1);this.visuals.fill.apply(s,i),this.visuals.hatch.apply(s,i),this.visuals.line.apply(s,i)}}}_hit_point(s){const{sx:e,sy:i}=s,r=this.renderer.xscale.invert(e),t=this.renderer.yscale.invert(i);let n,a,u,o;if(\"data\"==this.model.properties.outer_radius.units)n=r-this.max_outer_radius,u=r+this.max_outer_radius,a=t-this.max_outer_radius,o=t+this.max_outer_radius;else{const s=e-this.max_outer_radius,r=e+this.max_outer_radius;[n,u]=this.renderer.xscale.r_invert(s,r);const t=i-this.max_outer_radius,_=i+this.max_outer_radius;[a,o]=this.renderer.yscale.r_invert(t,_)}const _=[];for(const s of this.index.indices({x0:n,x1:u,y0:a,y1:o})){const e=this.souter_radius[s]**2,i=this.sinner_radius[s]**2,[n,a]=this.renderer.xscale.r_compute(r,this._x[s]),[u,o]=this.renderer.yscale.r_compute(t,this._y[s]),d=(n-a)**2+(u-o)**2;d<=e&&d>=i&&_.push(s)}return new c.Selection({indices:_})}draw_legend_for_index(s,{x0:e,y0:i,x1:r,y1:t},n){const a=n+1,u=new Array(a);u[n]=(e+r)/2;const o=new Array(a);o[n]=(i+t)/2;const _=.5*Math.min(Math.abs(r-e),Math.abs(t-i)),d=new Array(a);d[n]=.4*_;const h=new Array(a);h[n]=.8*_,this._render(s,[n],{sx:u,sy:o,sinner_radius:d,souter_radius:h})}}i.AnnulusView=l,l.__name__=\"AnnulusView\";class x extends u.XYGlyph{constructor(s){super(s)}}i.Annulus=x,a=x,x.__name__=\"Annulus\",a.prototype.default_view=l,a.mixins([_.LineVector,_.FillVector,_.HatchVector]),a.define((({})=>({inner_radius:[d.DistanceSpec,{field:\"inner_radius\"}],outer_radius:[d.DistanceSpec,{field:\"outer_radius\"}]})))},\n",
       "      function _(e,i,s,t,n){t();const r=e(1);var a;const c=e(178),d=e(184),l=e(48),_=e(24),o=e(20),u=(0,r.__importStar)(e(18));class h extends c.XYGlyphView{_map_data(){\"data\"==this.model.properties.radius.units?this.sradius=this.sdist(this.renderer.xscale,this._x,this.radius):this.sradius=(0,_.to_screen)(this.radius)}_render(e,i,s){if(this.visuals.line.doit){const{sx:t,sy:n,sradius:r,start_angle:a,end_angle:c}=null!=s?s:this,d=\"anticlock\"==this.model.direction;for(const s of i){const i=t[s],l=n[s],_=r[s],o=a.get(s),u=c.get(s);isFinite(i+l+_+o+u)&&(e.beginPath(),e.arc(i,l,_,o,u,d),this.visuals.line.set_vectorize(e,s),e.stroke())}}}draw_legend_for_index(e,i,s){(0,d.generic_line_vector_legend)(this.visuals,e,i,s)}}s.ArcView=h,h.__name__=\"ArcView\";class g extends c.XYGlyph{constructor(e){super(e)}}s.Arc=g,a=g,g.__name__=\"Arc\",a.prototype.default_view=h,a.mixins(l.LineVector),a.define((({})=>({direction:[o.Direction,\"anticlock\"],radius:[u.DistanceSpec,{field:\"radius\"}],start_angle:[u.AngleSpec,{field:\"start_angle\"}],end_angle:[u.AngleSpec,{field:\"end_angle\"}]})))},\n",
       "      function _(e,t,i,n,s){n();const o=e(1);var c;const r=e(48),a=e(179),_=e(184),d=e(78),l=(0,o.__importStar)(e(18));function x(e,t,i,n,s,o,c,r){const a=[],_=[[],[]];for(let _=0;_<=2;_++){let d,l,x;if(0===_?(l=6*e-12*i+6*s,d=-3*e+9*i-9*s+3*c,x=3*i-3*e):(l=6*t-12*n+6*o,d=-3*t+9*n-9*o+3*r,x=3*n-3*t),Math.abs(d)<1e-12){if(Math.abs(l)<1e-12)continue;const e=-x/l;0<e&&e<1&&a.push(e);continue}const y=l*l-4*x*d,h=Math.sqrt(y);if(y<0)continue;const p=(-l+h)/(2*d);0<p&&p<1&&a.push(p);const f=(-l-h)/(2*d);0<f&&f<1&&a.push(f)}let d=a.length;const l=d;for(;d--;){const l=a[d],x=1-l,y=x*x*x*e+3*x*x*l*i+3*x*l*l*s+l*l*l*c;_[0][d]=y;const h=x*x*x*t+3*x*x*l*n+3*x*l*l*o+l*l*l*r;_[1][d]=h}return _[0][l]=e,_[1][l]=t,_[0][l+1]=c,_[1][l+1]=r,[Math.min(..._[0]),Math.max(..._[1]),Math.max(..._[0]),Math.min(..._[1])]}class y extends a.GlyphView{_project_data(){d.inplace.project_xy(this._x0,this._y0),d.inplace.project_xy(this._x1,this._y1)}_index_data(e){const{data_size:t,_x0:i,_y0:n,_x1:s,_y1:o,_cx0:c,_cy0:r,_cx1:a,_cy1:_}=this;for(let d=0;d<t;d++){const t=i[d],l=n[d],y=s[d],h=o[d],p=c[d],f=r[d],u=a[d],m=_[d];if(isFinite(t+y+l+h+p+f+u+m)){const[i,n,s,o]=x(t,l,y,h,p,f,u,m);e.add_rect(i,n,s,o)}else e.add_empty()}}_render(e,t,i){if(this.visuals.line.doit){const{sx0:n,sy0:s,sx1:o,sy1:c,scx0:r,scy0:a,scx1:_,scy1:d}=null!=i?i:this;for(const i of t){const t=n[i],l=s[i],x=o[i],y=c[i],h=r[i],p=a[i],f=_[i],u=d[i];isFinite(t+l+x+y+h+p+f+u)&&(e.beginPath(),e.moveTo(t,l),e.bezierCurveTo(h,p,f,u,x,y),this.visuals.line.set_vectorize(e,i),e.stroke())}}}draw_legend_for_index(e,t,i){(0,_.generic_line_vector_legend)(this.visuals,e,t,i)}scenterxy(){throw new Error(`${this}.scenterxy() is not implemented`)}}i.BezierView=y,y.__name__=\"BezierView\";class h extends a.Glyph{constructor(e){super(e)}}i.Bezier=h,c=h,h.__name__=\"Bezier\",c.prototype.default_view=y,c.define((({})=>({x0:[l.XCoordinateSpec,{field:\"x0\"}],y0:[l.YCoordinateSpec,{field:\"y0\"}],x1:[l.XCoordinateSpec,{field:\"x1\"}],y1:[l.YCoordinateSpec,{field:\"y1\"}],cx0:[l.XCoordinateSpec,{field:\"cx0\"}],cy0:[l.YCoordinateSpec,{field:\"cy0\"}],cx1:[l.XCoordinateSpec,{field:\"cx1\"}],cy1:[l.YCoordinateSpec,{field:\"cy1\"}]}))),c.mixins(r.LineVector)},\n",
       "      function _(s,i,e,t,r){t();const a=s(1);var n;const h=s(178),d=s(48),l=s(24),_=s(20),c=(0,a.__importStar)(s(185)),u=(0,a.__importStar)(s(18)),o=s(9),x=s(12),m=s(72);class p extends h.XYGlyphView{async lazy_initialize(){await super.lazy_initialize();const{webgl:i}=this.renderer.plot_view.canvas_view;if(null!=i&&i.regl_wrapper.has_webgl){const{CircleGL:e}=await Promise.resolve().then((()=>(0,a.__importStar)(s(423))));this.glglyph=new e(i.regl_wrapper,this)}}get use_radius(){return!(this.radius.is_Scalar()&&isNaN(this.radius.value))}_set_data(s){super._set_data(s);const i=(()=>{if(this.use_radius)return 2*this.max_radius;{const{size:s}=this;return s.is_Scalar()?s.value:(0,x.max)(s.array)}})();this._configure(\"max_size\",{value:i})}_map_data(){if(this.use_radius)if(\"data\"==this.model.properties.radius.units)switch(this.model.radius_dimension){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\":{const s=this.sdist(this.renderer.xscale,this._x,this.radius),i=this.sdist(this.renderer.yscale,this._y,this.radius);this.sradius=(0,x.map)(s,((s,e)=>Math.max(s,i[e])));break}case\"min\":{const s=this.sdist(this.renderer.xscale,this._x,this.radius),i=this.sdist(this.renderer.yscale,this._y,this.radius);this.sradius=(0,x.map)(s,((s,e)=>Math.min(s,i[e])));break}}else this.sradius=(0,l.to_screen)(this.radius);else{const s=l.ScreenArray.from(this.size);this.sradius=(0,x.map)(s,(s=>s/2))}}_mask_data(){const{frame:s}=this.renderer.plot_view,i=s.x_target,e=s.y_target;let t,r;return this.use_radius&&\"data\"==this.model.properties.radius.units?(t=i.map((s=>this.renderer.xscale.invert(s))).widen(this.max_radius),r=e.map((s=>this.renderer.yscale.invert(s))).widen(this.max_radius)):(t=i.widen(this.max_size).map((s=>this.renderer.xscale.invert(s))),r=e.widen(this.max_size).map((s=>this.renderer.yscale.invert(s)))),this.index.indices({x0:t.start,x1:t.end,y0:r.start,y1:r.end})}_render(s,i,e){const{sx:t,sy:r,sradius:a}=null!=e?e:this;for(const e of i){const i=t[e],n=r[e],h=a[e];isFinite(i+n+h)&&(s.beginPath(),s.arc(i,n,h,0,2*Math.PI,!1),this.visuals.fill.apply(s,e),this.visuals.hatch.apply(s,e),this.visuals.line.apply(s,e))}}_hit_point(s){const{sx:i,sy:e}=s,t=this.renderer.xscale.invert(i),r=this.renderer.yscale.invert(e),{hit_dilation:a}=this.model;let n,h,d,l;if(this.use_radius&&\"data\"==this.model.properties.radius.units)n=t-this.max_radius*a,h=t+this.max_radius*a,d=r-this.max_radius*a,l=r+this.max_radius*a;else{const s=i-this.max_size*a,t=i+this.max_size*a;[n,h]=this.renderer.xscale.r_invert(s,t);const r=e-this.max_size*a,_=e+this.max_size*a;[d,l]=this.renderer.yscale.r_invert(r,_)}const _=this.index.indices({x0:n,x1:h,y0:d,y1:l}),c=[];if(this.use_radius&&\"data\"==this.model.properties.radius.units)for(const s of _){const i=(this.sradius[s]*a)**2,[e,n]=this.renderer.xscale.r_compute(t,this._x[s]),[h,d]=this.renderer.yscale.r_compute(r,this._y[s]);(e-n)**2+(h-d)**2<=i&&c.push(s)}else for(const s of _){const t=(this.sradius[s]*a)**2;(this.sx[s]-i)**2+(this.sy[s]-e)**2<=t&&c.push(s)}return new m.Selection({indices:c})}_hit_span(s){const{sx:i,sy:e}=s,t=this.bounds();let r,a,n,h;if(\"h\"==s.direction){let s,e;if(n=t.y0,h=t.y1,this.use_radius&&\"data\"==this.model.properties.radius.units)s=i-this.max_radius,e=i+this.max_radius,[r,a]=this.renderer.xscale.r_invert(s,e);else{const t=this.max_size/2;s=i-t,e=i+t,[r,a]=this.renderer.xscale.r_invert(s,e)}}else{let s,i;if(r=t.x0,a=t.x1,this.use_radius&&\"data\"==this.model.properties.radius.units)s=e-this.max_radius,i=e+this.max_radius,[n,h]=this.renderer.yscale.r_invert(s,i);else{const t=this.max_size/2;s=e-t,i=e+t,[n,h]=this.renderer.yscale.r_invert(s,i)}}const d=[...this.index.indices({x0:r,x1:a,y0:n,y1:h})];return new m.Selection({indices:d})}_hit_rect(s){const{sx0:i,sx1:e,sy0:t,sy1:r}=s,[a,n]=this.renderer.xscale.r_invert(i,e),[h,d]=this.renderer.yscale.r_invert(t,r),l=[...this.index.indices({x0:a,x1:n,y0:h,y1:d})];return new m.Selection({indices:l})}_hit_poly(s){const{sx:i,sy:e}=s,t=(0,o.range)(0,this.sx.length),r=[];for(let s=0,a=t.length;s<a;s++){const a=t[s];c.point_in_poly(this.sx[s],this.sy[s],i,e)&&r.push(a)}return new m.Selection({indices:r})}draw_legend_for_index(s,{x0:i,y0:e,x1:t,y1:r},a){const n=a+1,h=new Array(n);h[a]=(i+t)/2;const d=new Array(n);d[a]=(e+r)/2;const l=new Array(n);l[a]=.2*Math.min(Math.abs(t-i),Math.abs(r-e)),this._render(s,[a],{sx:h,sy:d,sradius:l})}}e.CircleView=p,p.__name__=\"CircleView\";class y extends h.XYGlyph{constructor(s){super(s)}}e.Circle=y,n=y,y.__name__=\"Circle\",n.prototype.default_view=p,n.mixins([d.LineVector,d.FillVector,d.HatchVector]),n.define((({Number:s})=>({angle:[u.AngleSpec,0],size:[u.ScreenSizeSpec,{value:4}],radius:[u.NullDistanceSpec,null],radius_dimension:[_.RadiusDimension,\"x\"],hit_dilation:[s,1]})))},\n",
       "      function _(e,l,s,i,_){var p;i();const t=e(274);class a extends t.EllipseOvalView{}s.EllipseView=a,a.__name__=\"EllipseView\";class n extends t.EllipseOval{constructor(e){super(e)}}s.Ellipse=n,p=n,n.__name__=\"Ellipse\",p.prototype.default_view=a},\n",
       "      function _(t,s,e,i,h){i();const n=t(1),r=t(275),a=(0,n.__importStar)(t(185)),l=t(24),_=t(72),o=(0,n.__importStar)(t(18));class d extends r.CenterRotatableView{_map_data(){\"data\"==this.model.properties.width.units?this.sw=this.sdist(this.renderer.xscale,this._x,this.width,\"center\"):this.sw=(0,l.to_screen)(this.width),\"data\"==this.model.properties.height.units?this.sh=this.sdist(this.renderer.yscale,this._y,this.height,\"center\"):this.sh=(0,l.to_screen)(this.height)}_render(t,s,e){const{sx:i,sy:h,sw:n,sh:r,angle:a}=null!=e?e:this;for(const e of s){const s=i[e],l=h[e],_=n[e],o=r[e],d=a.get(e);isFinite(s+l+_+o+d)&&(t.beginPath(),t.ellipse(s,l,_/2,o/2,d,0,2*Math.PI),this.visuals.fill.apply(t,e),this.visuals.hatch.apply(t,e),this.visuals.line.apply(t,e))}}_hit_point(t){let s,e,i,h,n,r,l,o,d;const{sx:c,sy:p}=t,w=this.renderer.xscale.invert(c),x=this.renderer.yscale.invert(p);\"data\"==this.model.properties.width.units?(s=w-this.max_width,e=w+this.max_width):(r=c-this.max_width,l=c+this.max_width,[s,e]=this.renderer.xscale.r_invert(r,l)),\"data\"==this.model.properties.height.units?(i=x-this.max_height,h=x+this.max_height):(o=p-this.max_height,d=p+this.max_height,[i,h]=this.renderer.yscale.r_invert(o,d));const m=this.index.indices({x0:s,x1:e,y0:i,y1:h}),y=[];for(const t of m)n=a.point_in_ellipse(c,p,this.angle.get(t),this.sh[t]/2,this.sw[t]/2,this.sx[t],this.sy[t]),n&&y.push(t);return new _.Selection({indices:y})}draw_legend_for_index(t,{x0:s,y0:e,x1:i,y1:h},n){const r=n+1,a=new Array(r);a[n]=(s+i)/2;const l=new Array(r);l[n]=(e+h)/2;const _=this.sw[n]/this.sh[n],d=.8*Math.min(Math.abs(i-s),Math.abs(h-e)),c=new Array(r),p=new Array(r);_>1?(c[n]=d,p[n]=d/_):(c[n]=d*_,p[n]=d);const w=new o.UniformScalar(0,r);this._render(t,[n],{sx:a,sy:l,sw:c,sh:p,angle:w})}}e.EllipseOvalView=d,d.__name__=\"EllipseOvalView\";class c extends r.CenterRotatable{constructor(t){super(t)}}e.EllipseOval=c,c.__name__=\"EllipseOval\"},\n",
       "      function _(e,t,i,a,n){a();const s=e(1);var r;const h=e(178),o=e(48),_=(0,s.__importStar)(e(18));class c extends h.XYGlyphView{get max_w2(){return\"data\"==this.model.properties.width.units?this.max_width/2:0}get max_h2(){return\"data\"==this.model.properties.height.units?this.max_height/2:0}_bounds({x0:e,x1:t,y0:i,y1:a}){const{max_w2:n,max_h2:s}=this;return{x0:e-n,x1:t+n,y0:i-s,y1:a+s}}}i.CenterRotatableView=c,c.__name__=\"CenterRotatableView\";class l extends h.XYGlyph{constructor(e){super(e)}}i.CenterRotatable=l,r=l,l.__name__=\"CenterRotatable\",r.mixins([o.LineVector,o.FillVector,o.HatchVector]),r.define((({})=>({angle:[_.AngleSpec,0],width:[_.DistanceSpec,{field:\"width\"}],height:[_.DistanceSpec,{field:\"height\"}]})))},\n",
       "      function _(t,e,s,i,r){i();const h=t(1);var a;const n=t(277),_=t(24),o=(0,h.__importStar)(t(18));class l extends n.BoxView{async lazy_initialize(){await super.lazy_initialize();const{webgl:e}=this.renderer.plot_view.canvas_view;if(null!=e&&e.regl_wrapper.has_webgl){const{LRTBGL:s}=await Promise.resolve().then((()=>(0,h.__importStar)(t(427))));this.glglyph=new s(e.regl_wrapper,this)}}scenterxy(t){return[(this.sleft[t]+this.sright[t])/2,this.sy[t]]}_lrtb(t){const e=this._left[t],s=this._right[t],i=this._y[t],r=this.height.get(t)/2;return[Math.min(e,s),Math.max(e,s),i+r,i-r]}_map_data(){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);const t=this.sy.length;this.stop=new _.ScreenArray(t),this.sbottom=new _.ScreenArray(t);for(let 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()}}s.HBarView=l,l.__name__=\"HBarView\";class c extends n.Box{constructor(t){super(t)}}s.HBar=c,a=c,c.__name__=\"HBar\",a.prototype.default_view=l,a.define((({})=>({left:[o.XCoordinateSpec,{value:0}],y:[o.YCoordinateSpec,{field:\"y\"}],height:[o.NumberSpec,{value:1}],right:[o.XCoordinateSpec,{field:\"right\"}]})))},\n",
       "      function _(t,e,s,r,i){var n;r();const a=t(48),h=t(179),o=t(184),c=t(72);class _ extends h.GlyphView{get_anchor_point(t,e,s){const r=Math.min(this.sleft[e],this.sright[e]),i=Math.max(this.sright[e],this.sleft[e]),n=Math.min(this.stop[e],this.sbottom[e]),a=Math.max(this.sbottom[e],this.stop[e]);switch(t){case\"top_left\":return{x:r,y:n};case\"top\":case\"top_center\":return{x:(r+i)/2,y:n};case\"top_right\":return{x:i,y:n};case\"bottom_left\":return{x:r,y:a};case\"bottom\":case\"bottom_center\":return{x:(r+i)/2,y:a};case\"bottom_right\":return{x:i,y:a};case\"left\":case\"center_left\":return{x:r,y:(n+a)/2};case\"center\":case\"center_center\":return{x:(r+i)/2,y:(n+a)/2};case\"right\":case\"center_right\":return{x:i,y:(n+a)/2}}}_index_data(t){const{min:e,max:s}=Math,{data_size:r}=this;for(let i=0;i<r;i++){const[r,n,a,h]=this._lrtb(i);t.add_rect(e(r,n),e(a,h),s(n,r),s(a,h))}}_render(t,e,s){const{sleft:r,sright:i,stop:n,sbottom:a}=null!=s?s:this;for(const s of e){const e=r[s],h=n[s],o=i[s],c=a[s];isFinite(e+h+o+c)&&(t.beginPath(),t.rect(e,h,o-e,c-h),this.visuals.fill.apply(t,s),this.visuals.hatch.apply(t,s),this.visuals.line.apply(t,s))}}_clamp_viewport(){const t=this.renderer.plot_view.frame.bbox.h_range,e=this.renderer.plot_view.frame.bbox.v_range,s=this.stop.length;for(let r=0;r<s;r++)this.stop[r]=Math.max(this.stop[r],e.start),this.sbottom[r]=Math.min(this.sbottom[r],e.end),this.sleft[r]=Math.max(this.sleft[r],t.start),this.sright[r]=Math.min(this.sright[r],t.end)}_hit_rect(t){return this._hit_rect_against_index(t)}_hit_point(t){const{sx:e,sy:s}=t,r=this.renderer.xscale.invert(e),i=this.renderer.yscale.invert(s),n=[...this.index.indices({x0:r,y0:i,x1:r,y1:i})];return new c.Selection({indices:n})}_hit_span(t){const{sx:e,sy:s}=t;let r;if(\"v\"==t.direction){const t=this.renderer.yscale.invert(s),e=this.renderer.plot_view.frame.bbox.h_range,[i,n]=this.renderer.xscale.r_invert(e.start,e.end);r=[...this.index.indices({x0:i,y0:t,x1:n,y1:t})]}else{const t=this.renderer.xscale.invert(e),s=this.renderer.plot_view.frame.bbox.v_range,[i,n]=this.renderer.yscale.r_invert(s.start,s.end);r=[...this.index.indices({x0:t,y0:i,x1:t,y1:n})]}return new c.Selection({indices:r})}draw_legend_for_index(t,e,s){(0,o.generic_area_vector_legend)(this.visuals,t,e,s)}}s.BoxView=_,_.__name__=\"BoxView\";class l extends h.Glyph{constructor(t){super(t)}}s.Box=l,n=l,l.__name__=\"Box\",n.mixins([a.LineVector,a.FillVector,a.HatchVector])},\n",
       "      function _(e,t,s,i,r){i();const n=e(1);var a;const l=e(179),o=(0,n.__importStar)(e(185)),c=(0,n.__importStar)(e(18)),h=e(48),_=e(20),d=e(78),p=e(184),x=e(72);class y extends l.GlyphView{async lazy_initialize(){await super.lazy_initialize();const{webgl:t}=this.renderer.plot_view.canvas_view;if(null!=t&&t.regl_wrapper.has_webgl){const{HexTileGL:s}=await Promise.resolve().then((()=>(0,n.__importStar)(e(425))));this.glglyph=new s(t.regl_wrapper,this)}}scenterxy(e){return[this.sx[e],this.sy[e]]}_set_data(){const{orientation:e,size:t,aspect_scale:s}=this.model,{q:i,r}=this,n=this.q.length;this._x=new Float64Array(n),this._y=new Float64Array(n);const{_x:a,_y:l}=this,o=Math.sqrt(3);if(\"pointytop\"==e)for(let e=0;e<n;e++){const n=i.get(e),c=r.get(e)/2;a[e]=t*o*(n+c)/s,l[e]=-3*t*c}else for(let e=0;e<n;e++){const n=i.get(e)/2,c=r.get(e);a[e]=3*t*n,l[e]=-t*o*(c+n)*s}}_project_data(){d.inplace.project_xy(this._x,this._y)}_index_data(e){let t=this.model.size,s=Math.sqrt(3)*t/2;\"flattop\"==this.model.orientation?([s,t]=[t,s],t*=this.model.aspect_scale):s/=this.model.aspect_scale;const{data_size:i}=this;for(let r=0;r<i;r++){const i=this._x[r],n=this._y[r];e.add_rect(i-s,n-t,i+s,n+t)}}map_data(){var e;[this.sx,this.sy]=this.renderer.coordinates.map_to_screen(this._x,this._y),[this.svx,this.svy]=this._get_unscaled_vertices(),null===(e=this.glglyph)||void 0===e||e.set_data_changed()}_get_unscaled_vertices(){const e=this.model.size,t=this.model.aspect_scale;if(\"pointytop\"==this.model.orientation){const s=this.renderer.yscale,i=this.renderer.xscale,r=Math.abs(s.compute(0)-s.compute(e)),n=Math.sqrt(3)/2*Math.abs(i.compute(0)-i.compute(e))/t,a=r/2;return[[0,-n,-n,0,n,n],[r,a,-a,-r,-a,a]]}{const s=this.renderer.xscale,i=this.renderer.yscale,r=Math.abs(s.compute(0)-s.compute(e)),n=Math.sqrt(3)/2*Math.abs(i.compute(0)-i.compute(e))*t,a=r/2;return[[r,a,-a,-r,-a,a],[0,-n,-n,0,n,n]]}}_render(e,t,s){const{sx:i,sy:r,svx:n,svy:a,scale:l}=null!=s?s:this;for(const s of t){const t=i[s],o=r[s],c=l.get(s);if(isFinite(t+o+c)){e.translate(t,o),e.beginPath();for(let t=0;t<6;t++)e.lineTo(n[t]*c,a[t]*c);e.closePath(),e.translate(-t,-o),this.visuals.fill.apply(e,s),this.visuals.hatch.apply(e,s),this.visuals.line.apply(e,s)}}}_hit_point(e){const{sx:t,sy:s}=e,i=this.renderer.xscale.invert(t),r=this.renderer.yscale.invert(s),n=this.index.indices({x0:i,y0:r,x1:i,y1:r}),a=[];for(const e of n)o.point_in_poly(t-this.sx[e],s-this.sy[e],this.svx,this.svy)&&a.push(e);return new x.Selection({indices:a})}_hit_span(e){const{sx:t,sy:s}=e;let i;if(\"v\"==e.direction){const e=this.renderer.yscale.invert(s),t=this.renderer.plot_view.frame.bbox.h_range,[r,n]=this.renderer.xscale.r_invert(t.start,t.end);i=[...this.index.indices({x0:r,y0:e,x1:n,y1:e})]}else{const e=this.renderer.xscale.invert(t),s=this.renderer.plot_view.frame.bbox.v_range,[r,n]=this.renderer.yscale.r_invert(s.start,s.end);i=[...this.index.indices({x0:e,y0:r,x1:e,y1:n})]}return new x.Selection({indices:i})}_hit_rect(e){const{sx0:t,sx1:s,sy0:i,sy1:r}=e,[n,a]=this.renderer.xscale.r_invert(t,s),[l,o]=this.renderer.yscale.r_invert(i,r),c=[...this.index.indices({x0:n,x1:a,y0:l,y1:o})];return new x.Selection({indices:c})}draw_legend_for_index(e,t,s){(0,p.generic_area_vector_legend)(this.visuals,e,t,s)}}s.HexTileView=y,y.__name__=\"HexTileView\";class u extends l.Glyph{constructor(e){super(e)}}s.HexTile=u,a=u,u.__name__=\"HexTile\",a.prototype.default_view=y,a.mixins([h.LineVector,h.FillVector,h.HatchVector]),a.define((({Number:e})=>({r:[c.NumberSpec,{field:\"r\"}],q:[c.NumberSpec,{field:\"q\"}],scale:[c.NumberSpec,1],size:[e,1],aspect_scale:[e,1],orientation:[_.HexTileOrientation,\"pointytop\"]}))),a.override({line_color:null})},\n",
       "      function _(e,a,t,_,r){var n;_();const s=e(280),o=e(173),i=e(201);class p extends s.ImageBaseView{connect_signals(){super.connect_signals(),this.connect(this.model.color_mapper.change,(()=>this._update_image()))}_update_image(){null!=this.image_data&&(this._set_data(null),this.renderer.request_render())}_flat_img_to_buf8(e){return this.model.color_mapper.rgba_mapper.v_compute(e)}}t.ImageView=p,p.__name__=\"ImageView\";class m extends s.ImageBase{constructor(e){super(e)}}t.Image=m,n=m,m.__name__=\"Image\",n.prototype.default_view=p,n.define((({Ref:e})=>({color_mapper:[e(o.ColorMapper),()=>new i.LinearColorMapper({palette:[\"#000000\",\"#252525\",\"#525252\",\"#737373\",\"#969696\",\"#bdbdbd\",\"#d9d9d9\",\"#f0f0f0\",\"#ffffff\"]})]})))},\n",
       "      function _(e,t,i,s,a){s();const h=e(1);var n;const r=e(178),_=e(24),d=(0,h.__importStar)(e(18)),l=e(72),g=e(9),o=e(29),c=e(11);class m extends r.XYGlyphView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.global_alpha.change,(()=>this.renderer.request_render()))}_render(e,t,i){const{image_data:s,sx:a,sy:h,sw:n,sh:r,global_alpha:_}=null!=i?i:this,d=e.getImageSmoothingEnabled();e.setImageSmoothingEnabled(!1);const l=_.is_Scalar();l&&(e.globalAlpha=_.value);for(const i of t){const t=s[i],_=a[i],d=h[i],g=n[i],o=r[i],c=this.global_alpha.get(i);if(null==t||!isFinite(_+d+g+o+c))continue;l||(e.globalAlpha=c);const m=d;e.translate(0,m),e.scale(1,-1),e.translate(0,-m),e.drawImage(t,0|_,0|d,g,o),e.translate(0,m),e.scale(1,-1),e.translate(0,-m)}e.setImageSmoothingEnabled(d)}_set_data(e){this._set_width_heigh_data();for(let t=0,i=this.image.length;t<i;t++){if(null!=e&&e.indexOf(t)<0)continue;const i=this.image.get(t);let s;(0,o.is_NDArray)(i)?((0,c.assert)(2==i.dimension,\"expected a 2D array\"),s=i,this._height[t]=i.shape[0],this._width[t]=i.shape[1]):(s=(0,g.concat)(i),this._height[t]=i.length,this._width[t]=i[0].length);const a=this._flat_img_to_buf8(s);this._set_image_data_from_buffer(t,a)}}_index_data(e){const{data_size:t}=this;for(let i=0;i<t;i++){const[t,s,a,h]=this._lrtb(i);e.add_rect(t,h,s,a)}}_lrtb(e){const t=this.dw.get(e),i=this.dh.get(e),s=this.renderer.xscale.source_range,a=this._x[e],h=s.is_reversed?a-t:a+t,n=this.renderer.yscale.source_range,r=this._y[e],_=n.is_reversed?r-i:r+i,[d,l]=a<h?[a,h]:[h,a],[g,o]=r<_?[r,_]:[_,r];return[d,l,o,g]}_set_width_heigh_data(){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 Uint32Array(this.image.length)),null!=this._height&&this._height.length==this.image.length||(this._height=new Uint32Array(this.image.length))}_get_or_create_canvas(e){const t=this.image_data[e];if(null!=t&&t.width==this._width[e]&&t.height==this._height[e])return t;{const t=document.createElement(\"canvas\");return t.width=this._width[e],t.height=this._height[e],t}}_set_image_data_from_buffer(e,t){const i=this._get_or_create_canvas(e),s=i.getContext(\"2d\"),a=s.getImageData(0,0,this._width[e],this._height[e]);a.data.set(t),s.putImageData(a,0,0),this.image_data[e]=i}_map_data(){\"data\"==this.model.properties.dw.units?this.sw=this.sdist(this.renderer.xscale,this._x,this.dw,\"edge\",this.model.dilate):this.sw=(0,_.to_screen)(this.dw),\"data\"==this.model.properties.dh.units?this.sh=this.sdist(this.renderer.yscale,this._y,this.dh,\"edge\",this.model.dilate):this.sh=(0,_.to_screen)(this.dh)}_image_index(e,t,i){const[s,a,h,n]=this._lrtb(e),r=this._width[e],_=this._height[e],d=(a-s)/r,l=(h-n)/_;let g=Math.floor((t-s)/d),o=Math.floor((i-n)/l);return this.renderer.xscale.source_range.is_reversed&&(g=r-g-1),this.renderer.yscale.source_range.is_reversed&&(o=_-o-1),{index:e,dim1:g,dim2:o,flat_index:o*r+g}}_hit_point(e){const{sx:t,sy:i}=e,s=this.renderer.xscale.invert(t),a=this.renderer.yscale.invert(i),h=this.index.indices({x0:s,x1:s,y0:a,y1:a}),n=new l.Selection;for(const e of h)t!=1/0&&i!=1/0&&n.image_indices.push(this._image_index(e,s,a));return n}}i.ImageBaseView=m,m.__name__=\"ImageBaseView\";class u extends r.XYGlyph{constructor(e){super(e)}}i.ImageBase=u,n=u,u.__name__=\"ImageBase\",n.define((({Boolean:e})=>({image:[d.NDArraySpec,{field:\"image\"}],dw:[d.DistanceSpec,{field:\"dw\"}],dh:[d.DistanceSpec,{field:\"dh\"}],global_alpha:[d.NumberSpec,{value:1}],dilate:[e,!1]})))},\n",
       "      function _(e,a,t,r,_){var n;r();const s=e(280),m=e(8);class i extends s.ImageBaseView{_flat_img_to_buf8(e){let a;return a=(0,m.isArray)(e)?new Uint32Array(e):e,new Uint8ClampedArray(a.buffer)}}t.ImageRGBAView=i,i.__name__=\"ImageRGBAView\";class g extends s.ImageBase{constructor(e){super(e)}}t.ImageRGBA=g,n=g,g.__name__=\"ImageRGBA\",n.prototype.default_view=i},\n",
       "      function _(e,t,s,r,a){r();const i=e(1);var n;const o=e(178),c=e(24),_=e(20),h=(0,i.__importStar)(e(18)),l=e(12),d=e(136);class m extends o.XYGlyphView{constructor(){super(...arguments),this._images_rendered=!1,this._set_data_iteration=0}connect_signals(){super.connect_signals(),this.connect(this.model.properties.global_alpha.change,(()=>this.renderer.request_render()))}_index_data(e){const{data_size:t}=this;for(let s=0;s<t;s++)e.add_empty()}_set_data(){this._set_data_iteration++;const e=this.url.length;this.image=new Array(e);const{retry_attempts:t,retry_timeout:s}=this.model,{_set_data_iteration:r}=this;for(let a=0;a<e;a++){const e=this.url.get(a);e&&new d.ImageLoader(e,{loaded:e=>{this._set_data_iteration==r&&(this.image[a]=e,this.renderer.request_render())},attempts:t+1,timeout:s})}const a=\"data\"==this.model.properties.w.units,i=\"data\"==this.model.properties.h.units,n=this._x.length,o=new c.ScreenArray(a?2*n:n),_=new c.ScreenArray(i?2*n:n),{anchor:h}=this.model;function m(e,t){switch(h){case\"top_left\":case\"bottom_left\":case\"left\":case\"center_left\":return[e,e+t];case\"top\":case\"top_center\":case\"bottom\":case\"bottom_center\":case\"center\":case\"center_center\":return[e-t/2,e+t/2];case\"top_right\":case\"bottom_right\":case\"right\":case\"center_right\":return[e-t,e]}}function g(e,t){switch(h){case\"top_left\":case\"top\":case\"top_center\":case\"top_right\":return[e,e-t];case\"bottom_left\":case\"bottom\":case\"bottom_center\":case\"bottom_right\":return[e+t,e];case\"left\":case\"center_left\":case\"center\":case\"center_center\":case\"right\":case\"center_right\":return[e+t/2,e-t/2]}}if(a)for(let e=0;e<n;e++)[o[e],o[n+e]]=m(this._x[e],this.w.get(e));else o.set(this._x,0);if(i)for(let e=0;e<n;e++)[_[e],_[n+e]]=g(this._y[e],this.h.get(e));else _.set(this._y,0);const[u,p]=(0,l.minmax)(o),[f,b]=(0,l.minmax)(_);this._bounds_rect={x0:u,x1:p,y0:f,y1:b}}has_finished(){return super.has_finished()&&1==this._images_rendered}_map_data(){\"data\"==this.model.properties.w.units?this.sw=this.sdist(this.renderer.xscale,this._x,this.w,\"edge\",this.model.dilate):this.sw=(0,c.to_screen)(this.w),\"data\"==this.model.properties.h.units?this.sh=this.sdist(this.renderer.yscale,this._y,this.h,\"edge\",this.model.dilate):this.sh=(0,c.to_screen)(this.h)}_render(e,t,s){const{image:r,sx:a,sy:i,sw:n,sh:o,angle:c,global_alpha:_}=null!=s?s:this,{frame:h}=this.renderer.plot_view;e.beginPath(),e.rect(h.bbox.left+1,h.bbox.top+1,h.bbox.width-2,h.bbox.height-2),e.clip();let l=!0;for(const s of t){if(!isFinite(a[s]+i[s]+c.get(s)+_.get(s)))continue;const t=r[s];null!=t?this._render_image(e,s,t,a,i,n,o,c,_):l=!1}l&&!this._images_rendered&&(this._images_rendered=!0,this.notify_finished())}_final_sx_sy(e,t,s,r,a){switch(e){case\"top_left\":return[t,s];case\"top\":case\"top_center\":return[t-r/2,s];case\"top_right\":return[t-r,s];case\"right\":case\"center_right\":return[t-r,s-a/2];case\"bottom_right\":return[t-r,s-a];case\"bottom\":case\"bottom_center\":return[t-r/2,s-a];case\"bottom_left\":return[t,s-a];case\"left\":case\"center_left\":return[t,s-a/2];case\"center\":case\"center_center\":return[t-r/2,s-a/2]}}_render_image(e,t,s,r,a,i,n,o,c){isFinite(i[t])||(i[t]=s.width),isFinite(n[t])||(n[t]=s.height);const _=i[t],h=n[t],{anchor:l}=this.model,[d,m]=this._final_sx_sy(l,r[t],a[t],_,h),g=o.get(t),u=c.get(t);e.save(),e.globalAlpha=u;const p=_/2,f=h/2;g?(e.translate(d,m),e.translate(p,f),e.rotate(g),e.translate(-p,-f),e.drawImage(s,0,0,_,h),e.translate(p,f),e.rotate(-g),e.translate(-p,-f),e.translate(-d,-m)):e.drawImage(s,d,m,_,h),e.restore()}bounds(){return this._bounds_rect}}s.ImageURLView=m,m.__name__=\"ImageURLView\";class g extends o.XYGlyph{constructor(e){super(e)}}s.ImageURL=g,n=g,g.__name__=\"ImageURL\",n.prototype.default_view=m,n.define((({Boolean:e,Int:t})=>({url:[h.StringSpec,{field:\"url\"}],anchor:[_.Anchor,\"top_left\"],global_alpha:[h.NumberSpec,{value:1}],angle:[h.AngleSpec,0],w:[h.NullDistanceSpec,null],h:[h.NullDistanceSpec,null],dilate:[e,!1],retry_attempts:[t,0],retry_timeout:[t,0]})))},\n",
       "      function _(e,t,s,i,n){i();const o=e(1);var r;const l=e(78),_=e(48),c=(0,o.__importStar)(e(185)),h=(0,o.__importStar)(e(18)),a=e(12),d=e(13),x=e(179),y=e(184),g=e(72);class p extends x.GlyphView{_project_data(){l.inplace.project_xy(this._xs.array,this._ys.array)}_index_data(e){const{data_size:t}=this;for(let s=0;s<t;s++){const t=this._xs.get(s),i=this._ys.get(s),[n,o,r,l]=(0,a.minmax2)(t,i);e.add_rect(n,r,o,l)}}_render(e,t,s){const{sxs:i,sys:n}=null!=s?s:this;for(const s of t){const t=i.get(s),o=n.get(s),r=Math.min(t.length,o.length);let l=!0;e.beginPath();for(let s=0;s<r;s++){const i=t[s],n=o[s];isFinite(i+n)?l?(e.moveTo(i,n),l=!1):e.lineTo(i,n):l=!0}this.visuals.line.set_vectorize(e,s),e.stroke()}}_hit_point(e){const t={x:e.sx,y:e.sy};let s=9999;const i=new Map;for(let e=0,n=this.sxs.length;e<n;e++){const n=Math.max(2,this.line_width.get(e)/2),o=this.sxs.get(e),r=this.sys.get(e);let l=null;for(let e=0,i=o.length-1;e<i;e++){const i={x:o[e],y:r[e]},_={x:o[e+1],y:r[e+1]},h=c.dist_to_segment(t,i,_);h<n&&h<s&&(s=h,l=[e])}null!=l&&i.set(e,l)}return new g.Selection({indices:[...i.keys()],multiline_indices:(0,d.to_object)(i)})}_hit_span(e){const{sx:t,sy:s}=e;let i,n;\"v\"==e.direction?(i=this.renderer.yscale.invert(s),n=this._ys):(i=this.renderer.xscale.invert(t),n=this._xs);const o=new Map;for(let e=0,t=n.length;e<t;e++){const t=n.get(e),s=[];for(let e=0,n=t.length-1;e<n;e++)t[e]<=i&&i<=t[e+1]&&s.push(e);s.length>0&&o.set(e,s)}return new g.Selection({indices:[...o.keys()],multiline_indices:(0,d.to_object)(o)})}get_interpolation_hit(e,t,s){const i=this._xs.get(e),n=this._ys.get(e),o=i[t],r=n[t],l=i[t+1],_=n[t+1];return(0,y.line_interpolation)(this.renderer,s,o,r,l,_)}draw_legend_for_index(e,t,s){(0,y.generic_line_vector_legend)(this.visuals,e,t,s)}scenterxy(){throw new Error(`${this}.scenterxy() is not implemented`)}}s.MultiLineView=p,p.__name__=\"MultiLineView\";class u extends x.Glyph{constructor(e){super(e)}}s.MultiLine=u,r=u,u.__name__=\"MultiLine\",r.prototype.default_view=p,r.define((({})=>({xs:[h.XCoordinateSeqSpec,{field:\"xs\"}],ys:[h.YCoordinateSeqSpec,{field:\"ys\"}]}))),r.mixins(_.LineVector)},\n",
       "      function _(t,e,s,n,i){n();const o=t(1);var r;const l=t(181),h=t(179),a=t(184),_=t(12),c=t(12),d=t(48),x=(0,o.__importStar)(t(185)),y=(0,o.__importStar)(t(18)),f=t(72),g=t(11);class p extends h.GlyphView{_project_data(){}_index_data(t){const{min:e,max:s}=Math,{data_size:n}=this;for(let i=0;i<n;i++){const n=this._xs[i],o=this._ys[i];if(0==n.length||0==o.length){t.add_empty();continue}let r=1/0,l=-1/0,h=1/0,a=-1/0;for(let t=0,i=n.length;t<i;t++){const i=n[t][0],c=o[t][0];if(0!=i.length&&0!=c.length){const[t,n]=(0,_.minmax)(i),[o,d]=(0,_.minmax)(c);r=e(r,t),l=s(l,n),h=e(h,o),a=s(a,d)}}t.add_rect(r,h,l,a)}this._hole_index=this._index_hole_data()}_index_hole_data(){const{min:t,max:e}=Math,{data_size:s}=this,n=new l.SpatialIndex(s);for(let i=0;i<s;i++){const s=this._xs[i],o=this._ys[i];if(0==s.length||0==o.length){n.add_empty();continue}let r=1/0,l=-1/0,h=1/0,a=-1/0;for(let n=0,i=s.length;n<i;n++){const i=s[n],c=o[n];if(i.length>1&&c.length>1)for(let s=1,n=i.length;s<n;s++){const[n,o]=(0,_.minmax)(i[s]),[d,x]=(0,_.minmax)(c[s]);r=t(r,n),l=e(l,o),h=t(h,d),a=e(a,x)}}n.add_rect(r,h,l,a)}return n.finish(),n}_mask_data(){const{x_range:t,y_range:e}=this.renderer.plot_view.frame;return this.index.indices({x0:t.min,x1:t.max,y0:e.min,y1:e.max})}_render(t,e,s){if(this.visuals.fill.doit||this.visuals.line.doit){const{sxs:n,sys:i}=null!=s?s:this;for(const s of e){t.beginPath();const e=n[s],o=i[s],r=Math.min(e.length,o.length);for(let s=0;s<r;s++){const n=e[s],i=o[s],r=Math.min(n.length,i.length);for(let e=0;e<r;e++){const s=n[e],o=i[e],r=Math.min(s.length,o.length);for(let e=0;e<r;e++){const n=s[e],i=o[e];0==e?t.moveTo(n,i):t.lineTo(n,i)}t.closePath()}}this.visuals.fill.apply(t,s,\"evenodd\"),this.visuals.hatch.apply(t,s,\"evenodd\"),this.visuals.line.apply(t,s)}}}_hit_rect(t){const{sx0:e,sx1:s,sy0:n,sy1:i}=t,o=[e,s,s,e],r=[n,n,i,i],[l,h]=this.renderer.xscale.r_invert(e,s),[a,_]=this.renderer.yscale.r_invert(n,i),c=this.index.indices({x0:l,x1:h,y0:a,y1:_}),d=[];for(const t of c){const e=this.sxs[t],s=this.sys[t];let n=!0;for(let t=0,i=e.length;t<i;t++){for(let i=0,l=e[t][0].length;i<l;i++){const l=e[t][0][i],h=s[t][0][i];if(!x.point_in_poly(l,h,o,r)){n=!1;break}}if(!n)break}n&&d.push(t)}return new f.Selection({indices:d})}_hit_point(t){const{sx:e,sy:s}=t,n=this.renderer.xscale.invert(e),i=this.renderer.yscale.invert(s),o=this.index.indices({x0:n,y0:i,x1:n,y1:i}),r=this._hole_index.indices({x0:n,y0:i,x1:n,y1:i}),l=[];for(const t of o){const n=this.sxs[t],i=this.sys[t];for(let o=0,h=n.length;o<h;o++){const h=n[o].length;if(x.point_in_poly(e,s,n[o][0],i[o][0]))if(1==h)l.push(t);else if(r.get(t)){if(h>1){let r=!1;for(let t=1;t<h;t++){const l=n[o][t],h=i[o][t];if(x.point_in_poly(e,s,l,h)){r=!0;break}}r||l.push(t)}}else l.push(t)}}return new f.Selection({indices:l})}_get_snap_coord(t){return(0,c.sum)(t)/t.length}scenterxy(t,e,s){if(1==this.sxs[t].length){return[this._get_snap_coord(this.sxs[t][0][0]),this._get_snap_coord(this.sys[t][0][0])]}{const n=this.sxs[t],i=this.sys[t];for(let t=0,o=n.length;t<o;t++)if(x.point_in_poly(e,s,n[t][0],i[t][0])){return[this._get_snap_coord(n[t][0]),this._get_snap_coord(i[t][0])]}}(0,g.unreachable)()}map_data(){const t=this._xs.length;this.sxs=new Array(t),this.sys=new Array(t);for(let e=0;e<t;e++){const t=this._xs[e].length;this.sxs[e]=new Array(t),this.sys[e]=new Array(t);for(let s=0;s<t;s++){const t=this._xs[e][s].length;this.sxs[e][s]=new Array(t),this.sys[e][s]=new Array(t);for(let n=0;n<t;n++){const[t,i]=this.renderer.coordinates.map_to_screen(this._xs[e][s][n],this._ys[e][s][n]);this.sxs[e][s][n]=t,this.sys[e][s][n]=i}}}}draw_legend_for_index(t,e,s){(0,a.generic_area_vector_legend)(this.visuals,t,e,s)}}s.MultiPolygonsView=p,p.__name__=\"MultiPolygonsView\";class m extends h.Glyph{constructor(t){super(t)}}s.MultiPolygons=m,r=m,m.__name__=\"MultiPolygons\",r.prototype.default_view=p,r.define((({})=>({xs:[y.XCoordinateSeqSeqSeqSpec,{field:\"xs\"}],ys:[y.YCoordinateSeqSeqSeqSpec,{field:\"ys\"}]}))),r.mixins([d.LineVector,d.FillVector,d.HatchVector])},\n",
       "      function _(a,e,l,s,_){var t;s();const i=a(274),n=a(12);class p extends i.EllipseOvalView{_map_data(){super._map_data(),(0,n.mul)(this.sw,.75)}}l.OvalView=p,p.__name__=\"OvalView\";class v extends i.EllipseOval{constructor(a){super(a)}}l.Oval=v,t=v,v.__name__=\"Oval\",t.prototype.default_view=p},\n",
       "      function _(e,t,s,i,n){i();const r=e(1);var a;const o=e(179),c=e(184),_=e(12),h=e(48),l=(0,r.__importStar)(e(185)),d=(0,r.__importStar)(e(18)),y=e(72),p=e(11),x=e(78);class f extends o.GlyphView{_project_data(){x.inplace.project_xy(this._xs.array,this._ys.array)}_index_data(e){const{data_size:t}=this;for(let s=0;s<t;s++){const t=this._xs.get(s),i=this._ys.get(s),[n,r,a,o]=(0,_.minmax2)(t,i);e.add_rect(n,a,r,o)}}_mask_data(){const{x_range:e,y_range:t}=this.renderer.plot_view.frame;return this.index.indices({x0:e.min,x1:e.max,y0:t.min,y1:t.max})}_render(e,t,s){const{sxs:i,sys:n}=null!=s?s:this;for(const s of t){const t=i.get(s),r=n.get(s);let a=!0;e.beginPath();const o=Math.min(t.length,r.length);for(let s=0;s<o;s++){const i=t[s],n=r[s];isFinite(i+n)?a?(e.moveTo(i,n),a=!1):e.lineTo(i,n):(e.closePath(),a=!0)}e.closePath(),this.visuals.fill.apply(e,s),this.visuals.hatch.apply(e,s),this.visuals.line.apply(e,s)}}_hit_rect(e){const{sx0:t,sx1:s,sy0:i,sy1:n}=e,r=[t,s,s,t],a=[i,i,n,n],[o,c]=this.renderer.xscale.r_invert(t,s),[_,h]=this.renderer.yscale.r_invert(i,n),d=this.index.indices({x0:o,x1:c,y0:_,y1:h}),p=[];for(const e of d){const t=this.sxs.get(e),s=this.sys.get(e);let i=!0;for(let e=0,n=t.length;e<n;e++){const n=t[e],o=s[e];if(!l.point_in_poly(n,o,r,a)){i=!1;break}}i&&p.push(e)}return new y.Selection({indices:p})}_hit_point(e){const{sx:t,sy:s}=e,i=this.renderer.xscale.invert(t),n=this.renderer.yscale.invert(s),r=this.index.indices({x0:i,y0:n,x1:i,y1:n}),a=[];for(const e of r){const i=this.sxs.get(e),n=this.sys.get(e),r=i.length;for(let o=0,c=0;;c++){if(isNaN(i[c])||c==r){const r=i.subarray(o,c),_=n.subarray(o,c);if(l.point_in_poly(t,s,r,_)){a.push(e);break}o=c+1}if(c==r)break}}return new y.Selection({indices:a})}_get_snap_coord(e){return(0,_.sum)(e)/e.length}scenterxy(e,t,s){const i=this.sxs.get(e),n=this.sys.get(e),r=i.length;let a=!1;for(let e=0,o=0;;o++){const c=isNaN(i[o]);if(a=a||c,o==r&&!a){return[this._get_snap_coord(i),this._get_snap_coord(n)]}if(c||o==r){const r=i.subarray(e,o),a=n.subarray(e,o);if(l.point_in_poly(t,s,r,a)){return[this._get_snap_coord(r),this._get_snap_coord(a)]}e=o+1}if(o==r)break}(0,p.unreachable)()}draw_legend_for_index(e,t,s){(0,c.generic_area_vector_legend)(this.visuals,e,t,s)}}s.PatchesView=f,f.__name__=\"PatchesView\";class g extends o.Glyph{constructor(e){super(e)}}s.Patches=g,a=g,g.__name__=\"Patches\",a.prototype.default_view=f,a.define((({})=>({xs:[d.XCoordinateSeqSpec,{field:\"xs\"}],ys:[d.YCoordinateSeqSpec,{field:\"ys\"}]}))),a.mixins([h.LineVector,h.FillVector,h.HatchVector])},\n",
       "      function _(t,e,i,o,r){o();const s=t(1);var a;const n=t(277),l=(0,s.__importStar)(t(18));class _ extends n.BoxView{async lazy_initialize(){await super.lazy_initialize();const{webgl:e}=this.renderer.plot_view.canvas_view;if(null!=e&&e.regl_wrapper.has_webgl){const{LRTBGL:i}=await Promise.resolve().then((()=>(0,s.__importStar)(t(427))));this.glglyph=new i(e.regl_wrapper,this)}}scenterxy(t){return[this.sleft[t]/2+this.sright[t]/2,this.stop[t]/2+this.sbottom[t]/2]}_lrtb(t){return[this._left[t],this._right[t],this._top[t],this._bottom[t]]}}i.QuadView=_,_.__name__=\"QuadView\";class p extends n.Box{constructor(t){super(t)}}i.Quad=p,a=p,p.__name__=\"Quad\",a.prototype.default_view=_,a.define((({})=>({right:[l.XCoordinateSpec,{field:\"right\"}],bottom:[l.YCoordinateSpec,{field:\"bottom\"}],left:[l.XCoordinateSpec,{field:\"left\"}],top:[l.YCoordinateSpec,{field:\"top\"}]})))},\n",
       "      function _(e,t,i,n,s){n();const c=e(1);var o;const r=e(48),a=e(78),_=e(179),d=e(184),l=(0,c.__importStar)(e(18));function x(e,t,i){if(t==(e+i)/2)return[e,i];{const n=(e-t)/(e-2*t+i),s=e*(1-n)**2+2*t*(1-n)*n+i*n**2;return[Math.min(e,i,s),Math.max(e,i,s)]}}class y extends _.GlyphView{_project_data(){a.inplace.project_xy(this._x0,this._y0),a.inplace.project_xy(this._x1,this._y1)}_index_data(e){const{_x0:t,_x1:i,_y0:n,_y1:s,_cx:c,_cy:o,data_size:r}=this;for(let a=0;a<r;a++){const r=t[a],_=i[a],d=n[a],l=s[a],y=c[a],p=o[a];if(isFinite(r+_+d+l+y+p)){const[t,i]=x(r,y,_),[n,s]=x(d,p,l);e.add_rect(t,n,i,s)}else e.add_empty()}}_render(e,t,i){if(this.visuals.line.doit){const{sx0:n,sy0:s,sx1:c,sy1:o,scx:r,scy:a}=null!=i?i:this;for(const i of t){const t=n[i],_=s[i],d=c[i],l=o[i],x=r[i],y=a[i];isFinite(t+_+d+l+x+y)&&(e.beginPath(),e.moveTo(t,_),e.quadraticCurveTo(x,y,d,l),this.visuals.line.set_vectorize(e,i),e.stroke())}}}draw_legend_for_index(e,t,i){(0,d.generic_line_vector_legend)(this.visuals,e,t,i)}scenterxy(){throw new Error(`${this}.scenterxy() is not implemented`)}}i.QuadraticView=y,y.__name__=\"QuadraticView\";class p extends _.Glyph{constructor(e){super(e)}}i.Quadratic=p,o=p,p.__name__=\"Quadratic\",o.prototype.default_view=y,o.define((({})=>({x0:[l.XCoordinateSpec,{field:\"x0\"}],y0:[l.YCoordinateSpec,{field:\"y0\"}],x1:[l.XCoordinateSpec,{field:\"x1\"}],y1:[l.YCoordinateSpec,{field:\"y1\"}],cx:[l.XCoordinateSpec,{field:\"cx\"}],cy:[l.YCoordinateSpec,{field:\"cy\"}]}))),o.mixins(r.LineVector)},\n",
       "      function _(e,t,s,i,n){i();const l=e(1);var a;const r=e(178),o=e(184),h=e(48),_=e(24),c=(0,l.__importStar)(e(18));class g extends r.XYGlyphView{_map_data(){\"data\"==this.model.properties.length.units?this.slength=this.sdist(this.renderer.xscale,this._x,this.length):this.slength=(0,_.to_screen)(this.length);const{width:e,height:t}=this.renderer.plot_view.frame.bbox,s=2*(e+t),{slength:i}=this;for(let e=0,t=i.length;e<t;e++)0==i[e]&&(i[e]=s)}_render(e,t,s){const{sx:i,sy:n,slength:l,angle:a}=null!=s?s:this;if(this.visuals.line.doit)for(const s of t){const t=i[s],r=n[s],o=a.get(s),h=l[s];isFinite(t+r+o+h)&&(e.translate(t,r),e.rotate(o),e.beginPath(),e.moveTo(0,0),e.lineTo(h,0),this.visuals.line.set_vectorize(e,s),e.stroke(),e.rotate(-o),e.translate(-t,-r))}}draw_legend_for_index(e,t,s){(0,o.generic_line_vector_legend)(this.visuals,e,t,s)}}s.RayView=g,g.__name__=\"RayView\";class d extends r.XYGlyph{constructor(e){super(e)}}s.Ray=d,a=d,d.__name__=\"Ray\",a.prototype.default_view=g,a.mixins(h.LineVector),a.define((({})=>({length:[c.DistanceSpec,0],angle:[c.AngleSpec,0]})))},\n",
       "      function _(t,e,s,i,r){var n,h=this&&this.__createBinding||(Object.create?function(t,e,s,i){void 0===i&&(i=s),Object.defineProperty(t,i,{enumerable:!0,get:function(){return e[s]}})}:function(t,e,s,i){void 0===i&&(i=s),t[i]=e[s]}),a=this&&this.__setModuleDefault||(Object.create?function(t,e){Object.defineProperty(t,\"default\",{enumerable:!0,value:e})}:function(t,e){t.default=e}),l=this&&this.__importStar||function(t){if(t&&t.__esModule)return t;var e={};if(null!=t)for(var s in t)\"default\"!==s&&Object.prototype.hasOwnProperty.call(t,s)&&h(e,t,s);return a(e,t),e};i();const o=t(275),c=t(184),_=t(24),d=t(12),f=t(72);class y extends o.CenterRotatableView{async lazy_initialize(){await super.lazy_initialize();const{webgl:e}=this.renderer.plot_view.canvas_view;if(null==e?void 0:e.regl_wrapper.has_webgl){const{RectGL:s}=await Promise.resolve().then((()=>l(t(429))));this.glglyph=new s(e.regl_wrapper,this)}}_map_data(){if(\"data\"==this.model.properties.width.units)[this.sw,this.sx0]=this._map_dist_corner_for_data_side_length(this._x,this.width,this.renderer.xscale);else{this.sw=(0,_.to_screen)(this.width);const t=this.sx.length;this.sx0=new _.ScreenArray(t);for(let e=0;e<t;e++)this.sx0[e]=this.sx[e]-this.sw[e]/2}if(\"data\"==this.model.properties.height.units)[this.sh,this.sy1]=this._map_dist_corner_for_data_side_length(this._y,this.height,this.renderer.yscale);else{this.sh=(0,_.to_screen)(this.height);const t=this.sy.length;this.sy1=new _.ScreenArray(t);for(let e=0;e<t;e++)this.sy1[e]=this.sy[e]-this.sh[e]/2}const t=this.sw.length;this.ssemi_diag=new _.ScreenArray(t);for(let e=0;e<t;e++)this.ssemi_diag[e]=Math.sqrt(this.sw[e]/2*this.sw[e]/2+this.sh[e]/2*this.sh[e]/2)}_render(t,e,s){const{sx:i,sy:r,sx0:n,sy1:h,sw:a,sh:l,angle:o}=null!=s?s:this;for(const s of e){const e=i[s],c=r[s],_=n[s],d=h[s],f=a[s],y=l[s],u=o.get(s);isFinite(e+c+_+d+f+y+u)&&(0!=f&&0!=y&&(t.beginPath(),u?(t.translate(e,c),t.rotate(u),t.rect(-f/2,-y/2,f,y),t.rotate(-u),t.translate(-e,-c)):t.rect(_,d,f,y),this.visuals.fill.apply(t,s),this.visuals.hatch.apply(t,s),this.visuals.line.apply(t,s)))}}_hit_rect(t){return this._hit_rect_against_index(t)}_hit_point(t){let{sx:e,sy:s}=t;const i=this.renderer.xscale.invert(e),r=this.renderer.yscale.invert(s),n=this.sx0.length,h=new _.ScreenArray(n);for(let t=0;t<n;t++)h[t]=this.sx0[t]+this.sw[t]/2;const a=new _.ScreenArray(n);for(let t=0;t<n;t++)a[t]=this.sy1[t]+this.sh[t]/2;const l=(0,d.max)(this._ddist(0,h,this.ssemi_diag)),o=(0,d.max)(this._ddist(1,a,this.ssemi_diag)),c=i-l,y=i+l,u=r-o,w=r+o;let g,p;const x=[];for(const t of this.index.indices({x0:c,x1:y,y0:u,y1:w})){const i=this.angle.get(t);if(i){const r=Math.sin(-i),n=Math.cos(-i),h=n*(e-this.sx[t])-r*(s-this.sy[t])+this.sx[t],a=r*(e-this.sx[t])+n*(s-this.sy[t])+this.sy[t];e=h,s=a,g=Math.abs(this.sx[t]-e)<=this.sw[t]/2,p=Math.abs(this.sy[t]-s)<=this.sh[t]/2}else{const i=e-this.sx0[t],r=s-this.sy1[t];g=0<=i&&i<=this.sw[t],p=0<=r&&r<=this.sh[t]}g&&p&&x.push(t)}return new f.Selection({indices:x})}_map_dist_corner_for_data_side_length(t,e,s){const i=t.length,r=new Float64Array(i),n=new Float64Array(i);for(let s=0;s<i;s++){const i=t[s],h=e.get(s)/2;r[s]=i-h,n[s]=i+h}const h=s.v_compute(r),a=s.v_compute(n),l=this.sdist(s,r,e,\"edge\",this.model.dilate);let o=h;for(let t=0;t<i;t++){const e=h[t],s=a[t];if(!isNaN(e+s)&&e!=s){o=e<s?h:a;break}}return[l,o]}_ddist(t,e,s){const i=(0,_.infer_type)(e,s),r=0==t?this.renderer.xscale:this.renderer.yscale,n=e,h=n.length,a=new i(h);for(let t=0;t<h;t++)a[t]=n[t]+s[t];const l=r.v_invert(n),o=r.v_invert(a),c=l.length,d=new i(c);for(let t=0;t<c;t++)d[t]=Math.abs(o[t]-l[t]);return d}draw_legend_for_index(t,e,s){(0,c.generic_area_vector_legend)(this.visuals,t,e,s)}}s.RectView=y,y.__name__=\"RectView\";class u extends o.CenterRotatable{constructor(t){super(t)}}s.Rect=u,n=u,u.__name__=\"Rect\",n.prototype.default_view=y,n.define((({Boolean:t})=>({dilate:[t,!1]})))},\n",
       "      function _(e,t,r,a,s){a();const i=e(1);var n;const l=e(292),_=e(293),c=(0,i.__importStar)(e(18));class o extends l.MarkerView{async lazy_initialize(){await super.lazy_initialize();const{webgl:t}=this.renderer.plot_view.canvas_view;if(null!=t&&t.regl_wrapper.has_webgl){const{MultiMarkerGL:r}=await Promise.resolve().then((()=>(0,i.__importStar)(e(428))));this.glglyph=new r(t.regl_wrapper,this)}}_render(e,t,r){const{sx:a,sy:s,size:i,angle:n,marker:l}=null!=r?r:this;for(const r of t){const t=a[r],c=s[r],o=i.get(r),g=n.get(r),w=l.get(r);if(!isFinite(t+c+o+g)||null==w)continue;const p=o/2;e.beginPath(),e.translate(t,c),g&&e.rotate(g),_.marker_funcs[w](e,r,p,this.visuals),g&&e.rotate(-g),e.translate(-t,-c)}}draw_legend_for_index(e,{x0:t,x1:r,y0:a,y1:s},i){const n=i+1,l=this.marker.get(i),_=Object.assign(Object.assign({},this._get_legend_args({x0:t,x1:r,y0:a,y1:s},i)),{marker:new c.UniformScalar(l,n)});this._render(e,[i],_)}}r.ScatterView=o,o.__name__=\"ScatterView\";class g extends l.Marker{constructor(e){super(e)}}r.Scatter=g,n=g,g.__name__=\"Scatter\",n.prototype.default_view=o,n.define((()=>({marker:[c.MarkerSpec,{value:\"circle\"}]})))},\n",
       "      function _(e,t,s,n,i){n();const r=e(1);var a;const c=e(178),o=e(48),_=(0,r.__importStar)(e(185)),h=(0,r.__importStar)(e(18)),l=e(9),x=e(72);class d extends c.XYGlyphView{_render(e,t,s){const{sx:n,sy:i,size:r,angle:a}=null!=s?s:this;for(const s of t){const t=n[s],c=i[s],o=r.get(s),_=a.get(s);if(!isFinite(t+c+o+_))continue;const h=o/2;e.beginPath(),e.translate(t,c),_&&e.rotate(_),this._render_one(e,s,h,this.visuals),_&&e.rotate(-_),e.translate(-t,-c)}}_mask_data(){const{x_target:e,y_target:t}=this.renderer.plot_view.frame,s=e.widen(this.max_size).map((e=>this.renderer.xscale.invert(e))),n=t.widen(this.max_size).map((e=>this.renderer.yscale.invert(e)));return this.index.indices({x0:s.start,x1:s.end,y0:n.start,y1:n.end})}_hit_point(e){const{sx:t,sy:s}=e,{max_size:n}=this,{hit_dilation:i}=this.model,r=t-n*i,a=t+n*i,[c,o]=this.renderer.xscale.r_invert(r,a),_=s-n*i,h=s+n*i,[l,d]=this.renderer.yscale.r_invert(_,h),y=this.index.indices({x0:c,x1:o,y0:l,y1:d}),g=[];for(const e of y){const n=this.size.get(e)/2*i;Math.abs(this.sx[e]-t)<=n&&Math.abs(this.sy[e]-s)<=n&&g.push(e)}return new x.Selection({indices:g})}_hit_span(e){const{sx:t,sy:s}=e,n=this.bounds(),i=this.max_size/2;let r,a,c,o;if(\"h\"==e.direction){c=n.y0,o=n.y1;const e=t-i,s=t+i;[r,a]=this.renderer.xscale.r_invert(e,s)}else{r=n.x0,a=n.x1;const e=s-i,t=s+i;[c,o]=this.renderer.yscale.r_invert(e,t)}const _=[...this.index.indices({x0:r,x1:a,y0:c,y1:o})];return new x.Selection({indices:_})}_hit_rect(e){const{sx0:t,sx1:s,sy0:n,sy1:i}=e,[r,a]=this.renderer.xscale.r_invert(t,s),[c,o]=this.renderer.yscale.r_invert(n,i),_=[...this.index.indices({x0:r,x1:a,y0:c,y1:o})];return new x.Selection({indices:_})}_hit_poly(e){const{sx:t,sy:s}=e,n=(0,l.range)(0,this.sx.length),i=[];for(let e=0,r=n.length;e<r;e++){const r=n[e];_.point_in_poly(this.sx[e],this.sy[e],t,s)&&i.push(r)}return new x.Selection({indices:i})}_get_legend_args({x0:e,x1:t,y0:s,y1:n},i){const r=i+1,a=new Array(r),c=new Array(r);a[i]=(e+t)/2,c[i]=(s+n)/2;const o=.4*Math.min(Math.abs(t-e),Math.abs(n-s));return{sx:a,sy:c,size:new h.UniformScalar(o,r),angle:new h.UniformScalar(0,r)}}draw_legend_for_index(e,{x0:t,x1:s,y0:n,y1:i},r){const a=this._get_legend_args({x0:t,x1:s,y0:n,y1:i},r);this._render(e,[r],a)}}s.MarkerView=d,d.__name__=\"MarkerView\";class y extends c.XYGlyph{constructor(e){super(e)}}s.Marker=y,a=y,y.__name__=\"Marker\",a.mixins([o.LineVector,o.FillVector,o.HatchVector]),a.define((({Number:e})=>({size:[h.ScreenSizeSpec,{value:4}],angle:[h.AngleSpec,0],hit_dilation:[e,1]})))},\n",
       "      function _(l,o,n,t,i){t();const e=Math.sqrt(3),a=Math.sqrt(5),c=(a+1)/4,p=Math.sqrt((5-a)/8),r=(a-1)/4,h=Math.sqrt((5+a)/8);function u(l,o){l.rotate(Math.PI/4),s(l,o),l.rotate(-Math.PI/4)}function f(l,o){const n=o*e,t=n/3;l.moveTo(-n/2,-t),l.lineTo(0,0),l.lineTo(n/2,-t),l.lineTo(0,0),l.lineTo(0,o)}function s(l,o){l.moveTo(0,o),l.lineTo(0,-o),l.moveTo(-o,0),l.lineTo(o,0)}function T(l,o){l.moveTo(0,o),l.lineTo(o/1.5,0),l.lineTo(0,-o),l.lineTo(-o/1.5,0),l.closePath()}function y(l,o){const n=o*e,t=n/3;l.moveTo(-o,t),l.lineTo(o,t),l.lineTo(0,t-n),l.closePath()}function v(l,o,n,t){l.arc(0,0,n,0,2*Math.PI,!1),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.apply(l,o)}function d(l,o,n,t){T(l,n),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.apply(l,o)}function _(l,o,n,t){!function(l,o){l.beginPath(),l.arc(0,0,o/4,0,2*Math.PI,!1),l.closePath()}(l,n),t.line.set_vectorize(l,o),l.fillStyle=l.strokeStyle,l.fill()}function P(l,o,n,t){!function(l,o){const n=o/2,t=e*n;l.moveTo(o,0),l.lineTo(n,-t),l.lineTo(-n,-t),l.lineTo(-o,0),l.lineTo(-n,t),l.lineTo(n,t),l.closePath()}(l,n),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.apply(l,o)}function m(l,o,n,t){const i=2*n;l.rect(-n,-n,i,i),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.apply(l,o)}function q(l,o,n,t){!function(l,o){const n=Math.sqrt(5-2*a)*o;l.moveTo(0,-o),l.lineTo(n*r,n*h-o),l.lineTo(n*(1+r),n*h-o),l.lineTo(n*(1+r-c),n*(h+p)-o),l.lineTo(n*(1+2*r-c),n*(2*h+p)-o),l.lineTo(0,2*n*h-o),l.lineTo(-n*(1+2*r-c),n*(2*h+p)-o),l.lineTo(-n*(1+r-c),n*(h+p)-o),l.lineTo(-n*(1+r),n*h-o),l.lineTo(-n*r,n*h-o),l.closePath()}(l,n),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.apply(l,o)}function M(l,o,n,t){y(l,n),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.apply(l,o)}n.marker_funcs={asterisk:function(l,o,n,t){s(l,n),u(l,n),t.line.apply(l,o)},circle:v,circle_cross:function(l,o,n,t){l.arc(0,0,n,0,2*Math.PI,!1),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.doit&&(t.line.set_vectorize(l,o),s(l,n),l.stroke())},circle_dot:function(l,o,n,t){v(l,o,n,t),_(l,o,n,t)},circle_y:function(l,o,n,t){l.arc(0,0,n,0,2*Math.PI,!1),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.doit&&(t.line.set_vectorize(l,o),f(l,n),l.stroke())},circle_x:function(l,o,n,t){l.arc(0,0,n,0,2*Math.PI,!1),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.doit&&(t.line.set_vectorize(l,o),u(l,n),l.stroke())},cross:function(l,o,n,t){s(l,n),t.line.apply(l,o)},diamond:d,diamond_dot:function(l,o,n,t){d(l,o,n,t),_(l,o,n,t)},diamond_cross:function(l,o,n,t){T(l,n),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.doit&&(t.line.set_vectorize(l,o),l.moveTo(0,n),l.lineTo(0,-n),l.moveTo(-n/1.5,0),l.lineTo(n/1.5,0),l.stroke())},dot:_,hex:P,hex_dot:function(l,o,n,t){P(l,o,n,t),_(l,o,n,t)},inverted_triangle:function(l,o,n,t){l.rotate(Math.PI),y(l,n),l.rotate(-Math.PI),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.apply(l,o)},plus:function(l,o,n,t){const i=3*n/8,e=[i,i,n,n,i,i,-i,-i,-n,-n,-i,-i],a=[n,i,i,-i,-i,-n,-n,-i,-i,i,i,n];l.beginPath();for(let o=0;o<12;o++)l.lineTo(e[o],a[o]);l.closePath(),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.apply(l,o)},square:m,square_cross:function(l,o,n,t){const i=2*n;l.rect(-n,-n,i,i),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.doit&&(t.line.set_vectorize(l,o),s(l,n),l.stroke())},square_dot:function(l,o,n,t){m(l,o,n,t),_(l,o,n,t)},square_pin:function(l,o,n,t){const i=3*n/8;l.moveTo(-n,-n),l.quadraticCurveTo(0,-i,n,-n),l.quadraticCurveTo(i,0,n,n),l.quadraticCurveTo(0,i,-n,n),l.quadraticCurveTo(-i,0,-n,-n),l.closePath(),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.apply(l,o)},square_x:function(l,o,n,t){const i=2*n;l.rect(-n,-n,i,i),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.doit&&(t.line.set_vectorize(l,o),l.moveTo(-n,n),l.lineTo(n,-n),l.moveTo(-n,-n),l.lineTo(n,n),l.stroke())},star:q,star_dot:function(l,o,n,t){q(l,o,n,t),_(l,o,n,t)},triangle:M,triangle_dot:function(l,o,n,t){M(l,o,n,t),_(l,o,n,t)},triangle_pin:function(l,o,n,t){const i=n*e,a=i/3,c=3*a/8;l.moveTo(-n,a),l.quadraticCurveTo(0,c,n,a),l.quadraticCurveTo(e*c/2,c/2,0,a-i),l.quadraticCurveTo(-e*c/2,c/2,-n,a),l.closePath(),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.apply(l,o)},dash:function(l,o,n,t){!function(l,o){l.moveTo(-o,0),l.lineTo(o,0)}(l,n),t.line.apply(l,o)},x:function(l,o,n,t){u(l,n),t.line.apply(l,o)},y:function(l,o,n,t){f(l,n),t.line.apply(l,o)}}},\n",
       "      function _(e,t,s,i,n){i();const r=e(1);var o;const _=(0,r.__importStar)(e(185)),h=(0,r.__importStar)(e(18)),c=e(48),a=e(78),d=e(179),x=e(184),l=e(72);class y extends d.GlyphView{_project_data(){a.inplace.project_xy(this._x0,this._y0),a.inplace.project_xy(this._x1,this._y1)}_index_data(e){const{min:t,max:s}=Math,{_x0:i,_x1:n,_y0:r,_y1:o,data_size:_}=this;for(let h=0;h<_;h++){const _=i[h],c=n[h],a=r[h],d=o[h];e.add_rect(t(_,c),t(a,d),s(_,c),s(a,d))}}_render(e,t,s){if(this.visuals.line.doit){const{sx0:i,sy0:n,sx1:r,sy1:o}=null!=s?s:this;for(const s of t){const t=i[s],_=n[s],h=r[s],c=o[s];isFinite(t+_+h+c)&&(e.beginPath(),e.moveTo(t,_),e.lineTo(h,c),this.visuals.line.set_vectorize(e,s),e.stroke())}}}_hit_point(e){const{sx:t,sy:s}=e,i={x:t,y:s},[n,r]=this.renderer.xscale.r_invert(t-2,t+2),[o,h]=this.renderer.yscale.r_invert(s-2,s+2),c=this.index.indices({x0:n,y0:o,x1:r,y1:h}),a=[];for(const e of c){const t=Math.max(2,this.line_width.get(e)/2)**2,s={x:this.sx0[e],y:this.sy0[e]},n={x:this.sx1[e],y:this.sy1[e]};_.dist_to_segment_squared(i,s,n)<t&&a.push(e)}return new l.Selection({indices:a})}_hit_span(e){const[t,s]=this.renderer.plot_view.frame.bbox.ranges,{sx:i,sy:n}=e;let r,o,_;\"v\"==e.direction?(_=this.renderer.yscale.invert(n),[r,o]=[this._y0,this._y1]):(_=this.renderer.xscale.invert(i),[r,o]=[this._x0,this._x1]);const h=[],[c,a]=this.renderer.xscale.r_invert(t.start,t.end),[d,x]=this.renderer.yscale.r_invert(s.start,s.end),y=this.index.indices({x0:c,y0:d,x1:a,y1:x});for(const t of y){(r[t]<=_&&_<=o[t]||o[t]<=_&&_<=r[t])&&h.push(t);const s=1.5+this.line_width.get(t)/2;r[t]==o[t]&&(\"h\"==e.direction?Math.abs(this.sx0[t]-i)<=s&&h.push(t):Math.abs(this.sy0[t]-n)<=s&&h.push(t))}return new l.Selection({indices:h})}scenterxy(e){return[this.sx0[e]/2+this.sx1[e]/2,this.sy0[e]/2+this.sy1[e]/2]}draw_legend_for_index(e,t,s){(0,x.generic_line_vector_legend)(this.visuals,e,t,s)}}s.SegmentView=y,y.__name__=\"SegmentView\";class p extends d.Glyph{constructor(e){super(e)}}s.Segment=p,o=p,p.__name__=\"Segment\",o.prototype.default_view=y,o.define((({})=>({x0:[h.XCoordinateSpec,{field:\"x0\"}],y0:[h.YCoordinateSpec,{field:\"y0\"}],x1:[h.XCoordinateSpec,{field:\"x1\"}],y1:[h.YCoordinateSpec,{field:\"y1\"}]}))),o.mixins(c.LineVector)},\n",
       "      function _(t,e,s,i,n){i();const o=t(1);var _;const l=t(178),a=(0,o.__importStar)(t(48)),c=t(296);class r extends l.XYGlyphView{_set_data(){const{tension:t,closed:e}=this.model;[this._xt,this._yt]=(0,c.catmullrom_spline)(this._x,this._y,20,t,e)}_map_data(){const{x_scale:t,y_scale:e}=this.renderer.coordinates;this.sxt=t.v_compute(this._xt),this.syt=e.v_compute(this._yt)}_render(t,e,s){const{sxt:i,syt:n}=null!=s?s:this;let o=!0;t.beginPath();const _=i.length;for(let e=0;e<_;e++){const s=i[e],_=n[e];isFinite(s+_)?o?(t.moveTo(s,_),o=!1):t.lineTo(s,_):o=!0}this.visuals.line.set_value(t),t.stroke()}}s.SplineView=r,r.__name__=\"SplineView\";class h extends l.XYGlyph{constructor(t){super(t)}}s.Spline=h,_=h,h.__name__=\"Spline\",_.prototype.default_view=r,_.mixins(a.LineScalar),_.define((({Boolean:t,Number:e})=>({tension:[e,.5],closed:[t,!1]})))},\n",
       "      function _(n,t,e,o,s){o();const c=n(24),l=n(11);e.catmullrom_spline=function(n,t,e=10,o=.5,s=!1){(0,l.assert)(n.length==t.length);const r=n.length,f=s?r+1:r,w=(0,c.infer_type)(n,t),i=new w(f+2),u=new w(f+2);i.set(n,1),u.set(t,1),s?(i[0]=n[r-1],u[0]=t[r-1],i[f]=n[0],u[f]=t[0],i[f+1]=n[1],u[f+1]=t[1]):(i[0]=n[0],u[0]=t[0],i[f+1]=n[r-1],u[f+1]=t[r-1]);const g=new w(4*(e+1));for(let n=0,t=0;n<=e;n++){const o=n/e,s=o**2,c=o*s;g[t++]=2*c-3*s+1,g[t++]=-2*c+3*s,g[t++]=c-2*s+o,g[t++]=c-s}const h=new w((f-1)*(e+1)),_=new w((f-1)*(e+1));for(let n=1,t=0;n<f;n++){const s=(i[n+1]-i[n-1])*o,c=(u[n+1]-u[n-1])*o,l=(i[n+2]-i[n])*o,r=(u[n+2]-u[n])*o;for(let o=0;o<=4*e;t++){const e=g[o++],f=g[o++],w=g[o++],a=g[o++];h[t]=e*i[n]+f*i[n+1]+w*s+a*l,_[t]=e*u[n]+f*u[n+1]+w*c+a*r}}return[h,_]}},\n",
       "      function _(e,t,n,s,i){s();const o=e(1);var l;const a=e(178),r=e(184),c=(0,o.__importStar)(e(48)),_=e(20),d=e(11);class f extends a.XYGlyphView{_render(e,t,n){const{sx:s,sy:i}=null!=n?n:this;let o=!1,l=null;this.visuals.line.set_value(e);const a=t.length;if(!(a<2)){e.beginPath(),e.moveTo(s[0],i[0]);for(const n of t){let t,a,r,c;switch(this.model.mode){case\"before\":[t,r]=[s[n-1],i[n]],[a,c]=[s[n],i[n]];break;case\"after\":[t,r]=[s[n],i[n-1]],[a,c]=[s[n],i[n]];break;case\"center\":{const e=(s[n-1]+s[n])/2;[t,r]=[e,i[n-1]],[a,c]=[e,i[n]];break}default:(0,d.unreachable)()}if(o){if(!isFinite(s[n]+i[n])){e.stroke(),e.beginPath(),o=!1,l=n;continue}null!=l&&n-l>1&&(e.stroke(),o=!1)}o?(e.lineTo(t,r),e.lineTo(a,c)):(e.beginPath(),e.moveTo(s[n],i[n]),o=!0),l=n}e.lineTo(s[a-1],i[a-1]),e.stroke()}}draw_legend_for_index(e,t,n){(0,r.generic_line_scalar_legend)(this.visuals,e,t)}}n.StepView=f,f.__name__=\"StepView\";class u extends a.XYGlyph{constructor(e){super(e)}}n.Step=u,l=u,u.__name__=\"Step\",l.prototype.default_view=f,l.mixins(c.LineScalar),l.define((()=>({mode:[_.StepMode,\"before\"]})))},\n",
       "      function _(t,e,s,i,n){i();const o=t(1);var _;const h=t(178),l=t(48),r=(0,o.__importStar)(t(185)),a=(0,o.__importStar)(t(18)),c=t(121),x=t(11),u=t(72);class f extends h.XYGlyphView{_rotate_point(t,e,s,i,n){return[(t-s)*Math.cos(n)-(e-i)*Math.sin(n)+s,(t-s)*Math.sin(n)+(e-i)*Math.cos(n)+i]}_text_bounds(t,e,s,i){return[[t,t+s,t+s,t,t],[e,e,e-i,e-i,e]]}_render(t,e,s){const{sx:i,sy:n,x_offset:o,y_offset:_,angle:h,text:l}=null!=s?s:this;this._sys=[],this._sxs=[];for(const s of e){const e=this._sxs[s]=[],r=this._sys[s]=[],a=i[s],x=n[s],u=o.get(s),f=_.get(s),p=h.get(s),g=l.get(s);if(isFinite(a+x+u+f+p)&&null!=g&&this.visuals.text.doit){const i=`${g}`;t.save(),t.translate(a+u,x+f),t.rotate(p),this.visuals.text.set_vectorize(t,s);const n=this.visuals.text.font_value(s),{height:o}=(0,c.font_metrics)(n),_=this.text_line_height.get(s)*o;if(-1==i.indexOf(\"\\n\")){t.fillText(i,0,0);const s=a+u,n=x+f,o=t.measureText(i).width,[h,l]=this._text_bounds(s,n,o,_);e.push(h),r.push(l)}else{const n=i.split(\"\\n\"),o=_*n.length,h=this.text_baseline.get(s);let l;switch(h){case\"top\":l=0;break;case\"middle\":l=-o/2+_/2;break;case\"bottom\":l=-o+_;break;default:l=0,console.warn(`'${h}' baseline not supported with multi line text`)}for(const s of n){t.fillText(s,0,l);const i=a+u,n=l+x+f,o=t.measureText(s).width,[h,c]=this._text_bounds(i,n,o,_);e.push(h),r.push(c),l+=_}}t.restore()}}}_hit_point(t){const{sx:e,sy:s}=t,i=[];for(let t=0;t<this._sxs.length;t++){const n=this._sxs[t],o=this._sys[t],_=n.length;for(let h=0,l=_;h<l;h++){const[l,a]=this._rotate_point(e,s,n[_-1][0],o[_-1][0],-this.angle.get(t));r.point_in_poly(l,a,n[h],o[h])&&i.push(t)}}return new u.Selection({indices:i})}scenterxy(t){const e=this._sxs[t],s=this._sys[t];(0,x.assert)(0!=e.length&&0!=s.length);const i=e[0][0],n=s[0][0],o=(e[0][2]+i)/2,_=(s[0][2]+n)/2,[h,l]=this._rotate_point(o,_,i,n,this.angle.get(t));return[h,l]}}s.TextView=f,f.__name__=\"TextView\";class p extends h.XYGlyph{constructor(t){super(t)}}s.Text=p,_=p,p.__name__=\"Text\",_.prototype.default_view=f,_.mixins(l.TextVector),_.define((({})=>({text:[a.NullStringSpec,{field:\"text\"}],angle:[a.AngleSpec,0],x_offset:[a.NumberSpec,0],y_offset:[a.NumberSpec,0]})))},\n",
       "      function _(t,e,s,i,r){i();const h=t(1);var o;const a=t(277),n=t(24),_=(0,h.__importStar)(t(18));class l extends a.BoxView{async lazy_initialize(){await super.lazy_initialize();const{webgl:e}=this.renderer.plot_view.canvas_view;if(null!=e&&e.regl_wrapper.has_webgl){const{LRTBGL:s}=await Promise.resolve().then((()=>(0,h.__importStar)(t(427))));this.glglyph=new s(e.regl_wrapper,this)}}scenterxy(t){return[this.sx[t],(this.stop[t]+this.sbottom[t])/2]}_lrtb(t){const e=this.width.get(t)/2,s=this._x[t],i=this._top[t],r=this._bottom[t];return[s-e,s+e,Math.max(i,r),Math.min(i,r)]}_map_data(){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);const t=this.sx.length;this.sleft=new n.ScreenArray(t),this.sright=new n.ScreenArray(t);for(let 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()}}s.VBarView=l,l.__name__=\"VBarView\";class c extends a.Box{constructor(t){super(t)}}s.VBar=c,o=c,c.__name__=\"VBar\",o.prototype.default_view=l,o.define((({})=>({x:[_.XCoordinateSpec,{field:\"x\"}],bottom:[_.YCoordinateSpec,{value:0}],width:[_.NumberSpec,{value:1}],top:[_.YCoordinateSpec,{field:\"top\"}]})))},\n",
       "      function _(e,s,t,i,n){i();const r=e(1);var a;const c=e(178),d=e(184),l=e(48),h=e(24),o=e(20),_=(0,r.__importStar)(e(18)),u=e(10),g=e(72),x=e(12);class p extends c.XYGlyphView{_map_data(){\"data\"==this.model.properties.radius.units?this.sradius=this.sdist(this.renderer.xscale,this._x,this.radius):this.sradius=(0,h.to_screen)(this.radius),this.max_sradius=(0,x.max)(this.sradius)}_render(e,s,t){const{sx:i,sy:n,sradius:r,start_angle:a,end_angle:c}=null!=t?t:this,d=\"anticlock\"==this.model.direction;for(const t of s){const s=i[t],l=n[t],h=r[t],o=a.get(t),_=c.get(t);isFinite(s+l+h+o+_)&&(e.beginPath(),e.arc(s,l,h,o,_,d),e.lineTo(s,l),e.closePath(),this.visuals.fill.apply(e,t),this.visuals.hatch.apply(e,t),this.visuals.line.apply(e,t))}}_hit_point(e){let s,t,i,n,r;const{sx:a,sy:c}=e,d=this.renderer.xscale.invert(a),l=this.renderer.yscale.invert(c);t=a-this.max_sradius,i=a+this.max_sradius;const[h,o]=this.renderer.xscale.r_invert(t,i);n=c-this.max_sradius,r=c+this.max_sradius;const[_,x]=this.renderer.yscale.r_invert(n,r),p=[];for(const e of this.index.indices({x0:h,x1:o,y0:_,y1:x})){const a=this.sradius[e]**2;[t,i]=this.renderer.xscale.r_compute(d,this._x[e]),[n,r]=this.renderer.yscale.r_compute(l,this._y[e]),s=(t-i)**2+(n-r)**2,s<=a&&p.push(e)}const y=\"anticlock\"==this.model.direction,m=[];for(const e of p){const s=Math.atan2(c-this.sy[e],a-this.sx[e]);(0,u.angle_between)(-s,-this.start_angle.get(e),-this.end_angle.get(e),y)&&m.push(e)}return new g.Selection({indices:m})}draw_legend_for_index(e,s,t){(0,d.generic_area_vector_legend)(this.visuals,e,s,t)}scenterxy(e){const s=this.sradius[e]/2,t=(this.start_angle.get(e)+this.end_angle.get(e))/2;return[this.sx[e]+s*Math.cos(t),this.sy[e]+s*Math.sin(t)]}}t.WedgeView=p,p.__name__=\"WedgeView\";class y extends c.XYGlyph{constructor(e){super(e)}}t.Wedge=y,a=y,y.__name__=\"Wedge\",a.prototype.default_view=p,a.mixins([l.LineVector,l.FillVector,l.HatchVector]),a.define((({})=>({direction:[o.Direction,\"anticlock\"],radius:[_.DistanceSpec,{field:\"radius\"}],start_angle:[_.AngleSpec,{field:\"start_angle\"}],end_angle:[_.AngleSpec,{field:\"end_angle\"}]})))},\n",
       "      function _(t,_,r,o,a){o();const e=t(1);(0,e.__exportStar)(t(302),r),(0,e.__exportStar)(t(303),r),(0,e.__exportStar)(t(304),r)},\n",
       "      function _(e,t,d,n,s){n();const o=e(53),r=e(12),_=e(9),i=e(72);class c extends o.Model{constructor(e){super(e)}_hit_test(e,t,d){if(!t.model.visible)return null;const n=d.glyph.hit_test(e);return null==n?null:d.model.view.convert_selection_from_subset(n)}}d.GraphHitTestPolicy=c,c.__name__=\"GraphHitTestPolicy\";class a extends c{constructor(e){super(e)}hit_test(e,t){return this._hit_test(e,t,t.edge_view)}do_selection(e,t,d,n){if(null==e)return!1;const s=t.edge_renderer.data_source.selected;return s.update(e,d,n),t.edge_renderer.data_source._select.emit(),!s.is_empty()}do_inspection(e,t,d,n,s){if(null==e)return!1;const{edge_renderer:o}=d.model,r=o.get_selection_manager().get_or_create_inspector(d.edge_view.model);return r.update(e,n,s),d.edge_view.model.data_source.setv({inspected:r},{silent:!0}),d.edge_view.model.data_source.inspect.emit([d.edge_view.model,{geometry:t}]),!r.is_empty()}}d.EdgesOnly=a,a.__name__=\"EdgesOnly\";class l extends c{constructor(e){super(e)}hit_test(e,t){return this._hit_test(e,t,t.node_view)}do_selection(e,t,d,n){if(null==e)return!1;const s=t.node_renderer.data_source.selected;return s.update(e,d,n),t.node_renderer.data_source._select.emit(),!s.is_empty()}do_inspection(e,t,d,n,s){if(null==e)return!1;const{node_renderer:o}=d.model,r=o.get_selection_manager().get_or_create_inspector(d.node_view.model);return r.update(e,n,s),d.node_view.model.data_source.setv({inspected:r},{silent:!0}),d.node_view.model.data_source.inspect.emit([d.node_view.model,{geometry:t}]),!r.is_empty()}}d.NodesOnly=l,l.__name__=\"NodesOnly\";class u extends c{constructor(e){super(e)}hit_test(e,t){return this._hit_test(e,t,t.node_view)}get_linked_edges(e,t,d){let n=[];\"selection\"==d?n=e.selected.indices.map((t=>e.data.index[t])):\"inspection\"==d&&(n=e.inspected.indices.map((t=>e.data.index[t])));const s=[];for(let e=0;e<t.data.start.length;e++)((0,_.contains)(n,t.data.start[e])||(0,_.contains)(n,t.data.end[e]))&&s.push(e);const o=new i.Selection;for(const e of s)o.multiline_indices[e]=[0];return o.indices=s,o}do_selection(e,t,d,n){if(null==e)return!1;const s=t.node_renderer.data_source.selected;s.update(e,d,n);const o=t.edge_renderer.data_source.selected,r=this.get_linked_edges(t.node_renderer.data_source,t.edge_renderer.data_source,\"selection\");return o.update(r,d,n),t.node_renderer.data_source._select.emit(),!s.is_empty()}do_inspection(e,t,d,n,s){if(null==e)return!1;const o=d.node_view.model.data_source.selection_manager.get_or_create_inspector(d.node_view.model);o.update(e,n,s),d.node_view.model.data_source.setv({inspected:o},{silent:!0});const r=d.edge_view.model.data_source.selection_manager.get_or_create_inspector(d.edge_view.model),_=this.get_linked_edges(d.node_view.model.data_source,d.edge_view.model.data_source,\"inspection\");return r.update(_,n,s),d.edge_view.model.data_source.setv({inspected:r},{silent:!0}),d.node_view.model.data_source.inspect.emit([d.node_view.model,{geometry:t}]),!o.is_empty()}}d.NodesAndLinkedEdges=u,u.__name__=\"NodesAndLinkedEdges\";class m extends c{constructor(e){super(e)}hit_test(e,t){return this._hit_test(e,t,t.edge_view)}get_linked_nodes(e,t,d){let n=[];\"selection\"==d?n=t.selected.indices:\"inspection\"==d&&(n=t.inspected.indices);const s=[];for(const e of n)s.push(t.data.start[e]),s.push(t.data.end[e]);const o=(0,_.uniq)(s).map((t=>(0,r.indexOf)(e.data.index,t)));return new i.Selection({indices:o})}do_selection(e,t,d,n){if(null==e)return!1;const s=t.edge_renderer.data_source.selected;s.update(e,d,n);const o=t.node_renderer.data_source.selected,r=this.get_linked_nodes(t.node_renderer.data_source,t.edge_renderer.data_source,\"selection\");return o.update(r,d,n),t.edge_renderer.data_source._select.emit(),!s.is_empty()}do_inspection(e,t,d,n,s){if(null==e)return!1;const o=d.edge_view.model.data_source.selection_manager.get_or_create_inspector(d.edge_view.model);o.update(e,n,s),d.edge_view.model.data_source.setv({inspected:o},{silent:!0});const r=d.node_view.model.data_source.selection_manager.get_or_create_inspector(d.node_view.model),_=this.get_linked_nodes(d.node_view.model.data_source,d.edge_view.model.data_source,\"inspection\");return r.update(_,n,s),d.node_view.model.data_source.setv({inspected:r},{silent:!0}),d.edge_view.model.data_source.inspect.emit([d.edge_view.model,{geometry:t}]),!o.is_empty()}}d.EdgesAndLinkedNodes=m,m.__name__=\"EdgesAndLinkedNodes\"},\n",
       "      function _(e,o,t,r,n){var s;r();const a=e(53),d=e(260);class _ extends a.Model{constructor(e){super(e)}get node_coordinates(){return new u({layout:this})}get edge_coordinates(){return new i({layout:this})}}t.LayoutProvider=_,_.__name__=\"LayoutProvider\";class c extends d.CoordinateTransform{constructor(e){super(e)}}t.GraphCoordinates=c,s=c,c.__name__=\"GraphCoordinates\",s.define((({Ref:e})=>({layout:[e(_)]})));class u extends c{constructor(e){super(e)}_v_compute(e){const[o,t]=this.layout.get_node_coordinates(e);return{x:o,y:t}}}t.NodeCoordinates=u,u.__name__=\"NodeCoordinates\";class i extends c{constructor(e){super(e)}_v_compute(e){const[o,t]=this.layout.get_edge_coordinates(e);return{x:o,y:t}}}t.EdgeCoordinates=i,i.__name__=\"EdgeCoordinates\"},\n",
       "      function _(t,a,l,e,n){var o;e();const r=t(303);class u extends r.LayoutProvider{constructor(t){super(t)}get_node_coordinates(t){var a;const l=null!==(a=t.data.index)&&void 0!==a?a:[],e=l.length,n=new Float64Array(e),o=new Float64Array(e);for(let t=0;t<e;t++){const a=this.graph_layout[l[t]],[e,r]=null!=a?a:[NaN,NaN];n[t]=e,o[t]=r}return[n,o]}get_edge_coordinates(t){var a,l;const e=null!==(a=t.data.start)&&void 0!==a?a:[],n=null!==(l=t.data.end)&&void 0!==l?l:[],o=Math.min(e.length,n.length),r=[],u=[],s=null!=t.data.xs&&null!=t.data.ys;for(let a=0;a<o;a++){const l=null!=this.graph_layout[e[a]]&&null!=this.graph_layout[n[a]];if(s&&l)r.push(t.data.xs[a]),u.push(t.data.ys[a]);else{let t,o;l?(t=this.graph_layout[e[a]],o=this.graph_layout[n[a]]):(t=[NaN,NaN],o=[NaN,NaN]),r.push([t[0],o[0]]),u.push([t[1],o[1]])}}return[r,u]}}l.StaticLayoutProvider=u,o=u,u.__name__=\"StaticLayoutProvider\",o.define((({Number:t,Tuple:a,Dict:l})=>({graph_layout:[l(a(t,t)),{}]})))},\n",
       "      function _(i,d,n,r,G){r(),G(\"Grid\",i(306).Grid)},\n",
       "      function _(i,e,n,s,t){s();const r=i(1);var o;const d=i(127),_=i(129),a=i(130),l=(0,r.__importStar)(i(48)),h=i(8);class c extends _.GuideRendererView{_render(){const i=this.layer.ctx;i.save(),this._draw_regions(i),this._draw_minor_grids(i),this._draw_grids(i),i.restore()}connect_signals(){super.connect_signals(),this.connect(this.model.change,(()=>this.request_render()))}_draw_regions(i){if(!this.visuals.band_fill.doit&&!this.visuals.band_hatch.doit)return;const[e,n]=this.grid_coords(\"major\",!1);for(let s=0;s<e.length-1;s++){if(s%2!=1)continue;const[t,r]=this.coordinates.map_to_screen(e[s],n[s]),[o,d]=this.coordinates.map_to_screen(e[s+1],n[s+1]);i.beginPath(),i.rect(t[0],r[0],o[1]-t[0],d[1]-r[0]),this.visuals.band_fill.apply(i),this.visuals.band_hatch.apply(i)}}_draw_grids(i){if(!this.visuals.grid_line.doit)return;const[e,n]=this.grid_coords(\"major\");this._draw_grid_helper(i,this.visuals.grid_line,e,n)}_draw_minor_grids(i){if(!this.visuals.minor_grid_line.doit)return;const[e,n]=this.grid_coords(\"minor\");this._draw_grid_helper(i,this.visuals.minor_grid_line,e,n)}_draw_grid_helper(i,e,n,s){e.set_value(i),i.beginPath();for(let e=0;e<n.length;e++){const[t,r]=this.coordinates.map_to_screen(n[e],s[e]);i.moveTo(Math.round(t[0]),Math.round(r[0]));for(let e=1;e<t.length;e++)i.lineTo(Math.round(t[e]),Math.round(r[e]))}i.stroke()}ranges(){const i=this.model.dimension,e=(i+1)%2,{ranges:n}=this.coordinates;return[n[i],n[e]]}computed_bounds(){const[i]=this.ranges(),e=this.model.bounds,n=[i.min,i.max];let s,t;if((0,h.isArray)(e))s=Math.min(e[0],e[1]),t=Math.max(e[0],e[1]),s<n[0]&&(s=n[0]),t>n[1]&&(t=n[1]);else{[s,t]=n;for(const i of this.plot_view.axis_views)i.dimension==this.model.dimension&&i.model.x_range_name==this.model.x_range_name&&i.model.y_range_name==this.model.y_range_name&&([s,t]=i.computed_bounds)}return[s,t]}grid_coords(i,e=!0){const n=this.model.dimension,s=(n+1)%2,[t,r]=this.ranges();let[o,d]=this.computed_bounds();[o,d]=[Math.min(o,d),Math.max(o,d)];const _=[[],[]],a=this.model.get_ticker();if(null==a)return _;const l=a.get_ticks(o,d,t,r.min)[i],h=t.min,c=t.max,u=r.min,m=r.max;e||(l[0]!=h&&l.splice(0,0,h),l[l.length-1]!=c&&l.push(c));for(let i=0;i<l.length;i++){if((l[i]==h||l[i]==c)&&e)continue;const t=[],r=[],o=2;for(let e=0;e<o;e++){const n=u+(m-u)/(o-1)*e;t.push(l[i]),r.push(n)}_[n].push(t),_[s].push(r)}return _}}n.GridView=c,c.__name__=\"GridView\";class u extends _.GuideRenderer{constructor(i){super(i)}get_ticker(){return null!=this.ticker?this.ticker:null!=this.axis?this.axis.ticker:null}}n.Grid=u,o=u,u.__name__=\"Grid\",o.prototype.default_view=c,o.mixins([[\"grid_\",l.Line],[\"minor_grid_\",l.Line],[\"band_\",l.Fill],[\"band_\",l.Hatch]]),o.define((({Number:i,Auto:e,Enum:n,Ref:s,Tuple:t,Or:r,Nullable:o})=>({bounds:[r(t(i,i),e),\"auto\"],dimension:[n(0,1),0],axis:[o(s(d.Axis)),null],ticker:[o(s(a.Ticker)),null]}))),o.override({level:\"underlay\",band_fill_color:null,band_fill_alpha:0,grid_line_color:\"#e5e5e5\",minor_grid_line_color:null})},\n",
       "      function _(o,a,x,B,e){B(),e(\"Box\",o(308).Box),e(\"Column\",o(310).Column),e(\"GridBox\",o(311).GridBox),e(\"HTMLBox\",o(312).HTMLBox),e(\"LayoutDOM\",o(309).LayoutDOM),e(\"Panel\",o(313).Panel),e(\"Row\",o(314).Row),e(\"Spacer\",o(315).Spacer),e(\"Tabs\",o(316).Tabs),e(\"WidgetBox\",o(319).WidgetBox)},\n",
       "      function _(e,n,s,t,c){var i;t();const o=e(309);class r extends o.LayoutDOMView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.children.change,(()=>this.rebuild()))}get child_models(){return this.model.children}}s.BoxView=r,r.__name__=\"BoxView\";class a extends o.LayoutDOM{constructor(e){super(e)}}s.Box=a,i=a,a.__name__=\"Box\",i.define((({Number:e,Array:n,Ref:s})=>({children:[n(s(o.LayoutDOM)),[]],spacing:[e,0]})))},\n",
       "      function _(t,i,e,s,o){var l;s();const n=t(53),h=t(20),a=t(43),r=t(19),_=t(8),c=t(22),u=t(121),d=t(113),p=t(226),m=t(207),g=t(44),w=t(235);class f extends p.DOMView{constructor(){super(...arguments),this._offset_parent=null,this._viewport={}}get is_layout_root(){return this.is_root||!(this.parent instanceof f)}get base_font_size(){const t=getComputedStyle(this.el).fontSize,i=(0,u.parse_css_font_size)(t);if(null!=i){const{value:t,unit:e}=i;if(\"px\"==e)return t}return null}initialize(){super.initialize(),this.el.style.position=this.is_layout_root?\"relative\":\"absolute\",this._child_views=new Map}async lazy_initialize(){await super.lazy_initialize(),await this.build_child_views()}remove(){for(const t of this.child_views)t.remove();this._child_views.clear(),super.remove()}connect_signals(){super.connect_signals(),this.is_layout_root&&(this._on_resize=()=>this.resize_layout(),window.addEventListener(\"resize\",this._on_resize),this._parent_observer=setInterval((()=>{const t=this.el.offsetParent;this._offset_parent!=t&&(this._offset_parent=t,null!=t&&(this.compute_viewport(),this.invalidate_layout()))}),250));const t=this.model.properties;this.on_change([t.width,t.height,t.min_width,t.min_height,t.max_width,t.max_height,t.margin,t.width_policy,t.height_policy,t.sizing_mode,t.aspect_ratio,t.visible],(()=>this.invalidate_layout())),this.on_change([t.background,t.css_classes],(()=>this.invalidate_render()))}disconnect_signals(){null!=this._parent_observer&&clearTimeout(this._parent_observer),null!=this._on_resize&&window.removeEventListener(\"resize\",this._on_resize),super.disconnect_signals()}css_classes(){return super.css_classes().concat(this.model.css_classes)}get child_views(){return this.child_models.map((t=>this._child_views.get(t)))}async build_child_views(){await(0,d.build_views)(this._child_views,this.child_models,{parent:this})}render(){super.render(),(0,a.empty)(this.el);const{background:t}=this.model;this.el.style.backgroundColor=null!=t?(0,c.color2css)(t):\"\",(0,a.classes)(this.el).clear().add(...this.css_classes());for(const t of this.child_views)this.el.appendChild(t.el),t.render()}update_layout(){for(const t of this.child_views)t.update_layout();this._update_layout()}update_position(){this.el.style.display=this.model.visible?\"block\":\"none\";const t=this.is_layout_root?this.layout.sizing.margin:void 0;(0,a.position)(this.el,this.layout.bbox,t);for(const t of this.child_views)t.update_position()}after_layout(){for(const t of this.child_views)t.after_layout();this._has_finished=!0}compute_viewport(){this._viewport=this._viewport_size()}renderTo(t){t.appendChild(this.el),this._offset_parent=this.el.offsetParent,this.compute_viewport(),this.build(),this.notify_finished()}build(){if(!this.is_layout_root)throw new Error(`${this.toString()} is not a root layout`);return this.render(),this.update_layout(),this.compute_layout(),this}async rebuild(){await this.build_child_views(),this.invalidate_render()}compute_layout(){const t=Date.now();this.layout.compute(this._viewport),this.update_position(),this.after_layout(),r.logger.debug(`layout computed in ${Date.now()-t} ms`)}resize_layout(){this.root.compute_viewport(),this.root.compute_layout()}invalidate_layout(){this.root.update_layout(),this.root.compute_layout()}invalidate_render(){this.render(),this.invalidate_layout()}has_finished(){if(!super.has_finished())return!1;for(const t of this.child_views)if(!t.has_finished())return!1;return!0}_width_policy(){return null!=this.model.width?\"fixed\":\"fit\"}_height_policy(){return null!=this.model.height?\"fixed\":\"fit\"}box_sizing(){let{width_policy:t,height_policy:i,aspect_ratio:e}=this.model;\"auto\"==t&&(t=this._width_policy()),\"auto\"==i&&(i=this._height_policy());const{sizing_mode:s}=this.model;if(null!=s)if(\"fixed\"==s)t=i=\"fixed\";else if(\"stretch_both\"==s)t=i=\"max\";else if(\"stretch_width\"==s)t=\"max\";else if(\"stretch_height\"==s)i=\"max\";else switch(null==e&&(e=\"auto\"),s){case\"scale_width\":t=\"max\",i=\"min\";break;case\"scale_height\":t=\"min\",i=\"max\";break;case\"scale_both\":t=\"max\",i=\"max\"}const o={width_policy:t,height_policy:i},{min_width:l,min_height:n}=this.model;null!=l&&(o.min_width=l),null!=n&&(o.min_height=n);const{width:h,height:a}=this.model;null!=h&&(o.width=h),null!=a&&(o.height=a);const{max_width:r,max_height:c}=this.model;null!=r&&(o.max_width=r),null!=c&&(o.max_height=c),\"auto\"==e&&null!=h&&null!=a?o.aspect=h/a:(0,_.isNumber)(e)&&(o.aspect=e);const{margin:u}=this.model;if(null!=u)if((0,_.isNumber)(u))o.margin={top:u,right:u,bottom:u,left:u};else if(2==u.length){const[t,i]=u;o.margin={top:t,right:i,bottom:t,left:i}}else{const[t,i,e,s]=u;o.margin={top:t,right:i,bottom:e,left:s}}o.visible=this.model.visible;const{align:d}=this.model;return(0,_.isArray)(d)?[o.halign,o.valign]=d:o.halign=o.valign=d,o}_viewport_size(){return(0,a.undisplayed)(this.el,(()=>{let t=this.el;for(;t=t.parentElement;){if(t.classList.contains(g.root))continue;if(t==document.body){const{margin:{left:t,right:i,top:e,bottom:s}}=(0,a.extents)(document.body);return{width:Math.ceil(document.documentElement.clientWidth-t-i),height:Math.ceil(document.documentElement.clientHeight-e-s)}}const{padding:{left:i,right:e,top:s,bottom:o}}=(0,a.extents)(t),{width:l,height:n}=t.getBoundingClientRect(),h=Math.ceil(l-i-e),r=Math.ceil(n-s-o);if(h>0||r>0)return{width:h>0?h:void 0,height:r>0?r:void 0}}return{}}))}export(t,i=!0){const e=\"png\"==t?\"canvas\":\"svg\",s=new w.CanvasLayer(e,i),{width:o,height:l}=this.layout.bbox;s.resize(o,l);for(const e of this.child_views){const o=e.export(t,i),{x:l,y:n}=e.layout.bbox;s.ctx.drawImage(o.canvas,l,n)}return s}serializable_state(){return Object.assign(Object.assign({},super.serializable_state()),{bbox:this.layout.bbox.box,children:this.child_views.map((t=>t.serializable_state()))})}}e.LayoutDOMView=f,f.__name__=\"LayoutDOMView\";class y extends n.Model{constructor(t){super(t)}}e.LayoutDOM=y,l=y,y.__name__=\"LayoutDOM\",l.define((t=>{const{Boolean:i,Number:e,String:s,Auto:o,Color:l,Array:n,Tuple:a,Or:r,Null:_,Nullable:c}=t,u=a(e,e),d=a(e,e,e,e);return{width:[c(e),null],height:[c(e),null],min_width:[c(e),null],min_height:[c(e),null],max_width:[c(e),null],max_height:[c(e),null],margin:[c(r(e,u,d)),[0,0,0,0]],width_policy:[r(m.SizingPolicy,o),\"auto\"],height_policy:[r(m.SizingPolicy,o),\"auto\"],aspect_ratio:[r(e,o,_),null],sizing_mode:[c(h.SizingMode),null],visible:[i,!0],disabled:[i,!1],align:[r(h.Align,a(h.Align,h.Align)),\"start\"],background:[c(l),null],css_classes:[n(s),[]]}}))},\n",
       "      function _(o,s,t,i,e){var n;i();const a=o(308),l=o(209);class u extends a.BoxView{_update_layout(){const o=this.child_views.map((o=>o.layout));this.layout=new l.Column(o),this.layout.rows=this.model.rows,this.layout.spacing=[this.model.spacing,0],this.layout.set_sizing(this.box_sizing())}}t.ColumnView=u,u.__name__=\"ColumnView\";class _ extends a.Box{constructor(o){super(o)}}t.Column=_,n=_,_.__name__=\"Column\",n.prototype.default_view=u,n.define((({Any:o})=>({rows:[o,\"auto\"]})))},\n",
       "      function _(s,o,t,i,e){var n;i();const l=s(309),a=s(209);class r extends l.LayoutDOMView{connect_signals(){super.connect_signals();const{children:s,rows:o,cols:t,spacing:i}=this.model.properties;this.on_change([s,o,t,i],(()=>this.rebuild()))}get child_models(){return this.model.children.map((([s])=>s))}_update_layout(){this.layout=new a.Grid,this.layout.rows=this.model.rows,this.layout.cols=this.model.cols,this.layout.spacing=this.model.spacing;for(const[s,o,t,i,e]of this.model.children){const n=this._child_views.get(s);this.layout.items.push({layout:n.layout,row:o,col:t,row_span:i,col_span:e})}this.layout.set_sizing(this.box_sizing())}}t.GridBoxView=r,r.__name__=\"GridBoxView\";class c extends l.LayoutDOM{constructor(s){super(s)}}t.GridBox=c,n=c,c.__name__=\"GridBox\",n.prototype.default_view=r,n.define((({Any:s,Int:o,Number:t,Tuple:i,Array:e,Ref:n,Or:a,Opt:r})=>({children:[e(i(n(l.LayoutDOM),o,o,r(o),r(o))),[]],rows:[s,\"auto\"],cols:[s,\"auto\"],spacing:[a(t,i(t,t)),0]})))},\n",
       "      function _(t,e,o,s,n){s();const _=t(309),i=t(207);class a extends _.LayoutDOMView{get child_models(){return[]}_update_layout(){this.layout=new i.ContentBox(this.el),this.layout.set_sizing(this.box_sizing())}}o.HTMLBoxView=a,a.__name__=\"HTMLBoxView\";class u extends _.LayoutDOM{constructor(t){super(t)}}o.HTMLBox=u,u.__name__=\"HTMLBox\"},\n",
       "      function _(e,n,l,a,o){var t;a();const s=e(53),c=e(309);class d extends s.Model{constructor(e){super(e)}}l.Panel=d,t=d,d.__name__=\"Panel\",t.define((({Boolean:e,String:n,Ref:l})=>({title:[n,\"\"],child:[l(c.LayoutDOM)],closable:[e,!1],disabled:[e,!1]})))},\n",
       "      function _(o,s,t,i,e){var a;i();const n=o(308),l=o(209);class _ extends n.BoxView{_update_layout(){const o=this.child_views.map((o=>o.layout));this.layout=new l.Row(o),this.layout.cols=this.model.cols,this.layout.spacing=[0,this.model.spacing],this.layout.set_sizing(this.box_sizing())}}t.RowView=_,_.__name__=\"RowView\";class c extends n.Box{constructor(o){super(o)}}t.Row=c,a=c,c.__name__=\"Row\",a.prototype.default_view=_,a.define((({Any:o})=>({cols:[o,\"auto\"]})))},\n",
       "      function _(e,t,a,s,_){var o;s();const i=e(309),n=e(207);class u extends i.LayoutDOMView{get child_models(){return[]}_update_layout(){this.layout=new n.LayoutItem,this.layout.set_sizing(this.box_sizing())}}a.SpacerView=u,u.__name__=\"SpacerView\";class c extends i.LayoutDOM{constructor(e){super(e)}}a.Spacer=c,o=c,c.__name__=\"Spacer\",o.prototype.default_view=u},\n",
       "      function _(e,t,s,i,l){i();const h=e(1);var a;const o=e(207),d=e(43),r=e(9),c=e(10),n=e(20),_=e(309),p=e(313),b=(0,h.__importStar)(e(317)),m=b,u=(0,h.__importStar)(e(318)),g=u,v=(0,h.__importStar)(e(229)),w=v;class f extends _.LayoutDOMView{constructor(){super(...arguments),this._scroll_index=0}connect_signals(){super.connect_signals(),this.connect(this.model.properties.tabs.change,(()=>this.rebuild())),this.connect(this.model.properties.active.change,(()=>this.on_active_change()))}styles(){return[...super.styles(),u.default,v.default,b.default]}get child_models(){return this.model.tabs.map((e=>e.child))}_update_layout(){const e=this.model.tabs_location,t=\"above\"==e||\"below\"==e,{scroll_el:s,headers_el:i}=this;this.header=new class extends o.ContentBox{_measure(e){const l=(0,d.size)(s),h=(0,d.children)(i).slice(0,3).map((e=>(0,d.size)(e))),{width:a,height:o}=super._measure(e);if(t){const t=l.width+(0,r.sum)(h.map((e=>e.width)));return{width:e.width!=1/0?e.width:t,height:o}}{const t=l.height+(0,r.sum)(h.map((e=>e.height)));return{width:a,height:e.height!=1/0?e.height:t}}}}(this.header_el),t?this.header.set_sizing({width_policy:\"fit\",height_policy:\"fixed\"}):this.header.set_sizing({width_policy:\"fixed\",height_policy:\"fit\"});let l=1,h=1;switch(e){case\"above\":l-=1;break;case\"below\":l+=1;break;case\"left\":h-=1;break;case\"right\":h+=1}const a={layout:this.header,row:l,col:h},c=this.child_views.map((e=>({layout:e.layout,row:1,col:1})));this.layout=new o.Grid([a,...c]),this.layout.set_sizing(this.box_sizing())}update_position(){super.update_position(),this.header_el.style.position=\"absolute\",(0,d.position)(this.header_el,this.header.bbox);const e=this.model.tabs_location,t=\"above\"==e||\"below\"==e,s=(0,d.size)(this.scroll_el),i=(0,d.scroll_size)(this.headers_el);if(t){const{width:e}=this.header.bbox;i.width>e?(this.wrapper_el.style.maxWidth=e-s.width+\"px\",(0,d.display)(this.scroll_el),this.do_scroll(this.model.active)):(this.wrapper_el.style.maxWidth=\"\",(0,d.undisplay)(this.scroll_el))}else{const{height:e}=this.header.bbox;i.height>e?(this.wrapper_el.style.maxHeight=e-s.height+\"px\",(0,d.display)(this.scroll_el),this.do_scroll(this.model.active)):(this.wrapper_el.style.maxHeight=\"\",(0,d.undisplay)(this.scroll_el))}const{child_views:l}=this;for(const e of l)(0,d.hide)(e.el);const h=l[this.model.active];null!=h&&(0,d.show)(h.el)}render(){super.render();const{active:e}=this.model,t=this.model.tabs.map(((t,s)=>{const i=(0,d.div)({class:[m.tab,s==e?m.active:null]},t.title);if(i.addEventListener(\"click\",(e=>{this.model.disabled||e.target==e.currentTarget&&this.change_active(s)})),t.closable){const e=(0,d.div)({class:m.close});e.addEventListener(\"click\",(e=>{if(e.target==e.currentTarget){this.model.tabs=(0,r.remove_at)(this.model.tabs,s);const e=this.model.tabs.length;this.model.active>e-1&&(this.model.active=e-1)}})),i.appendChild(e)}return(this.model.disabled||t.disabled)&&i.classList.add(m.disabled),i}));this.headers_el=(0,d.div)({class:[m.headers]},t),this.wrapper_el=(0,d.div)({class:m.headers_wrapper},this.headers_el),this.left_el=(0,d.div)({class:[g.btn,g.btn_default],disabled:\"\"},(0,d.div)({class:[w.caret,m.left]})),this.right_el=(0,d.div)({class:[g.btn,g.btn_default]},(0,d.div)({class:[w.caret,m.right]})),this.left_el.addEventListener(\"click\",(()=>this.do_scroll(\"left\"))),this.right_el.addEventListener(\"click\",(()=>this.do_scroll(\"right\"))),this.scroll_el=(0,d.div)({class:g.btn_group},this.left_el,this.right_el);const s=this.model.tabs_location;this.header_el=(0,d.div)({class:[m.tabs_header,m[s]]},this.scroll_el,this.wrapper_el),this.el.appendChild(this.header_el)}do_scroll(e){const t=this.model.tabs.length;\"left\"==e?this._scroll_index-=1:\"right\"==e?this._scroll_index+=1:this._scroll_index=e,this._scroll_index=(0,c.clamp)(this._scroll_index,0,t-1),0==this._scroll_index?this.left_el.setAttribute(\"disabled\",\"\"):this.left_el.removeAttribute(\"disabled\"),this._scroll_index==t-1?this.right_el.setAttribute(\"disabled\",\"\"):this.right_el.removeAttribute(\"disabled\");const s=(0,d.children)(this.headers_el).slice(0,this._scroll_index).map((e=>e.getBoundingClientRect())),i=this.model.tabs_location;if(\"above\"==i||\"below\"==i){const e=-(0,r.sum)(s.map((e=>e.width)));this.headers_el.style.left=`${e}px`}else{const e=-(0,r.sum)(s.map((e=>e.height)));this.headers_el.style.top=`${e}px`}}change_active(e){e!=this.model.active&&(this.model.active=e)}on_active_change(){const e=this.model.active,t=(0,d.children)(this.headers_el);for(const e of t)e.classList.remove(m.active);t[e].classList.add(m.active);const{child_views:s}=this;for(const e of s)(0,d.hide)(e.el);(0,d.show)(s[e].el)}}s.TabsView=f,f.__name__=\"TabsView\";class x extends _.LayoutDOM{constructor(e){super(e)}}s.Tabs=x,a=x,x.__name__=\"Tabs\",a.prototype.default_view=f,a.define((({Int:e,Array:t,Ref:s})=>({tabs:[t(s(p.Panel)),[]],tabs_location:[n.Location,\"above\"],active:[e,0]})))},\n",
       "      function _(e,r,b,o,t){o(),b.root=\"bk-root\",b.tabs_header=\"bk-tabs-header\",b.btn_group=\"bk-btn-group\",b.btn=\"bk-btn\",b.headers_wrapper=\"bk-headers-wrapper\",b.above=\"bk-above\",b.right=\"bk-right\",b.below=\"bk-below\",b.left=\"bk-left\",b.headers=\"bk-headers\",b.tab=\"bk-tab\",b.active=\"bk-active\",b.close=\"bk-close\",b.disabled=\"bk-disabled\",b.default='.bk-root .bk-tabs-header{display:flex;flex-wrap:nowrap;align-items:center;overflow:hidden;user-select:none;-ms-user-select:none;-moz-user-select:none;-webkit-user-select:none;}.bk-root .bk-tabs-header .bk-btn-group{height:auto;margin-right:5px;}.bk-root .bk-tabs-header .bk-btn-group > .bk-btn{flex-grow:0;height:auto;padding:4px 4px;}.bk-root .bk-tabs-header .bk-headers-wrapper{flex-grow:1;overflow:hidden;color:#666666;}.bk-root .bk-tabs-header.bk-above .bk-headers-wrapper{border-bottom:1px solid #e6e6e6;}.bk-root .bk-tabs-header.bk-right .bk-headers-wrapper{border-left:1px solid #e6e6e6;}.bk-root .bk-tabs-header.bk-below .bk-headers-wrapper{border-top:1px solid #e6e6e6;}.bk-root .bk-tabs-header.bk-left .bk-headers-wrapper{border-right:1px solid #e6e6e6;}.bk-root .bk-tabs-header.bk-above,.bk-root .bk-tabs-header.bk-below{flex-direction:row;}.bk-root .bk-tabs-header.bk-above .bk-headers,.bk-root .bk-tabs-header.bk-below .bk-headers{flex-direction:row;}.bk-root .bk-tabs-header.bk-left,.bk-root .bk-tabs-header.bk-right{flex-direction:column;}.bk-root .bk-tabs-header.bk-left .bk-headers,.bk-root .bk-tabs-header.bk-right .bk-headers{flex-direction:column;}.bk-root .bk-tabs-header .bk-headers{position:relative;display:flex;flex-wrap:nowrap;align-items:center;}.bk-root .bk-tabs-header .bk-tab{padding:4px 8px;border:solid transparent;white-space:nowrap;cursor:pointer;}.bk-root .bk-tabs-header .bk-tab:hover{background-color:#f2f2f2;}.bk-root .bk-tabs-header .bk-tab.bk-active{color:#4d4d4d;background-color:white;border-color:#e6e6e6;}.bk-root .bk-tabs-header .bk-tab .bk-close{margin-left:10px;}.bk-root .bk-tabs-header .bk-tab.bk-disabled{cursor:not-allowed;pointer-events:none;opacity:0.65;}.bk-root .bk-tabs-header.bk-above .bk-tab{border-width:3px 1px 0px 1px;border-radius:4px 4px 0 0;}.bk-root .bk-tabs-header.bk-right .bk-tab{border-width:1px 3px 1px 0px;border-radius:0 4px 4px 0;}.bk-root .bk-tabs-header.bk-below .bk-tab{border-width:0px 1px 3px 1px;border-radius:0 0 4px 4px;}.bk-root .bk-tabs-header.bk-left .bk-tab{border-width:1px 0px 1px 3px;border-radius:4px 0 0 4px;}.bk-root .bk-close{display:inline-block;width:10px;height:10px;vertical-align:middle;background-image:url(\\'data:image/svg+xml;utf8,      <svg viewPort=\"0 0 10 10\" version=\"1.1\" xmlns=\"http://www.w3.org/2000/svg\">        <line x1=\"1\" y1=\"9\" x2=\"9\" y2=\"1\" stroke=\"gray\" stroke-width=\"2\"/>        <line x1=\"1\" y1=\"1\" x2=\"9\" y2=\"9\" stroke=\"gray\" stroke-width=\"2\"/>      </svg>\\');}.bk-root .bk-close:hover{background-image:url(\\'data:image/svg+xml;utf8,      <svg viewPort=\"0 0 10 10\" version=\"1.1\" xmlns=\"http://www.w3.org/2000/svg\">        <line x1=\"1\" y1=\"9\" x2=\"9\" y2=\"1\" stroke=\"red\" stroke-width=\"2\"/>        <line x1=\"1\" y1=\"1\" x2=\"9\" y2=\"9\" stroke=\"red\" stroke-width=\"2\"/>      </svg>\\');}'},\n",
       "      function _(o,b,r,t,e){t(),r.root=\"bk-root\",r.btn=\"bk-btn\",r.active=\"bk-active\",r.btn_default=\"bk-btn-default\",r.btn_primary=\"bk-btn-primary\",r.btn_success=\"bk-btn-success\",r.btn_warning=\"bk-btn-warning\",r.btn_danger=\"bk-btn-danger\",r.btn_light=\"bk-btn-light\",r.btn_group=\"bk-btn-group\",r.vertical=\"bk-vertical\",r.horizontal=\"bk-horizontal\",r.dropdown_toggle=\"bk-dropdown-toggle\",r.default=\".bk-root .bk-btn{height:100%;display:inline-block;text-align:center;vertical-align:middle;white-space:nowrap;cursor:pointer;padding:6px 12px;font-size:12px;border:1px solid transparent;border-radius:4px;outline:0;user-select:none;-ms-user-select:none;-moz-user-select:none;-webkit-user-select:none;}.bk-root .bk-btn:hover,.bk-root .bk-btn:focus{text-decoration:none;}.bk-root .bk-btn:active,.bk-root .bk-btn.bk-active{background-image:none;box-shadow:inset 0 3px 5px rgba(0, 0, 0, 0.125);}.bk-root .bk-btn[disabled]{cursor:not-allowed;pointer-events:none;opacity:0.65;box-shadow:none;}.bk-root .bk-btn-default{color:#333;background-color:#fff;border-color:#ccc;}.bk-root .bk-btn-default:hover{background-color:#f5f5f5;border-color:#b8b8b8;}.bk-root .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-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-light{color:#333;background-color:#fff;border-color:#ccc;border-color:transparent;}.bk-root .bk-btn-light:hover{background-color:#f5f5f5;border-color:#b8b8b8;}.bk-root .bk-btn-light.bk-active{background-color:#ebebeb;border-color:#adadad;}.bk-root .bk-btn-light[disabled],.bk-root .bk-btn-light[disabled]:hover,.bk-root .bk-btn-light[disabled]:focus,.bk-root .bk-btn-light[disabled]:active,.bk-root .bk-btn-light[disabled].bk-active{background-color:#e6e6e6;border-color:#ccc;}.bk-root .bk-btn-group{height:100%;display:flex;flex-wrap:nowrap;align-items:center;}.bk-root .bk-btn-group:not(.bk-vertical),.bk-root .bk-btn-group.bk-horizontal{flex-direction:row;}.bk-root .bk-btn-group.bk-vertical{flex-direction:column;}.bk-root .bk-btn-group > .bk-btn{flex-grow:1;}.bk-root .bk-btn-group:not(.bk-vertical) > .bk-btn + .bk-btn{margin-left:-1px;}.bk-root .bk-btn-group.bk-vertical > .bk-btn + .bk-btn{margin-top:-1px;}.bk-root .bk-btn-group:not(.bk-vertical) > .bk-btn:first-child:not(:last-child){border-bottom-right-radius:0;border-top-right-radius:0;}.bk-root .bk-btn-group.bk-vertical > .bk-btn:first-child:not(:last-child){border-bottom-left-radius:0;border-bottom-right-radius:0;}.bk-root .bk-btn-group:not(.bk-vertical) > .bk-btn:not(:first-child):last-child{border-bottom-left-radius:0;border-top-left-radius:0;}.bk-root .bk-btn-group.bk-vertical > .bk-btn:not(:first-child):last-child{border-top-left-radius:0;border-top-right-radius:0;}.bk-root .bk-btn-group > .bk-btn:not(:first-child):not(:last-child){border-radius:0;}.bk-root .bk-btn-group.bk-vertical > .bk-btn{width:100%;}.bk-root .bk-btn-group .bk-dropdown-toggle{flex:0 0 0;padding:6px 6px;}\"},\n",
       "      function _(e,t,o,n,_){var i;n();const s=e(310);class d extends s.ColumnView{}o.WidgetBoxView=d,d.__name__=\"WidgetBoxView\";class a extends s.Column{constructor(e){super(e)}}o.WidgetBox=a,i=a,a.__name__=\"WidgetBox\",i.prototype.default_view=d},\n",
       "      function _(t,a,i,e,M){e();var T=t(135);M(\"MathText\",T.MathText),M(\"Ascii\",T.Ascii),M(\"MathML\",T.MathML),M(\"TeX\",T.TeX),M(\"PlainText\",t(139).PlainText)},\n",
       "      function _(r,o,t,e,n){e(),n(\"CustomJSTransform\",r(322).CustomJSTransform),n(\"Dodge\",r(323).Dodge),n(\"Interpolator\",r(325).Interpolator),n(\"Jitter\",r(326).Jitter),n(\"LinearInterpolator\",r(327).LinearInterpolator),n(\"StepInterpolator\",r(328).StepInterpolator),n(\"Transform\",r(56).Transform)},\n",
       "      function _(r,t,s,n,e){var a;n();const u=r(56),o=r(13),m=r(34);class _ extends u.Transform{constructor(r){super(r)}get names(){return(0,o.keys)(this.args)}get values(){return(0,o.values)(this.args)}_make_transform(r,t){return new Function(...this.names,r,(0,m.use_strict)(t))}get scalar_transform(){return this._make_transform(\"x\",this.func)}get vector_transform(){return this._make_transform(\"xs\",this.v_func)}compute(r){return this.scalar_transform(...this.values,r)}v_compute(r){return this.vector_transform(...this.values,r)}}s.CustomJSTransform=_,a=_,_.__name__=\"CustomJSTransform\",a.define((({Unknown:r,String:t,Dict:s})=>({args:[s(r),{}],func:[t,\"\"],v_func:[t,\"\"]})))},\n",
       "      function _(e,n,r,o,s){var t;o();const u=e(324);class a extends u.RangeTransform{constructor(e){super(e)}_compute(e){return e+this.value}}r.Dodge=a,t=a,a.__name__=\"Dodge\",t.define((({Number:e})=>({value:[e,0]})))},\n",
       "      function _(e,n,t,r,a){var s;r();const c=e(56),o=e(57),i=e(67),u=e(24),h=e(8),l=e(11);class g extends c.Transform{constructor(e){super(e)}v_compute(e){let n;this.range instanceof i.FactorRange?n=this.range.v_synthetic(e):(0,h.isArrayableOf)(e,h.isNumber)?n=e:(0,l.unreachable)();const t=new((0,u.infer_type)(n))(n.length);for(let e=0;e<n.length;e++){const r=n[e];t[e]=this._compute(r)}return t}compute(e){return this.range instanceof i.FactorRange?this._compute(this.range.synthetic(e)):(0,h.isNumber)(e)?this._compute(e):void(0,l.unreachable)()}}t.RangeTransform=g,s=g,g.__name__=\"RangeTransform\",s.define((({Ref:e,Nullable:n})=>({range:[n(e(o.Range)),null]})))},\n",
       "      function _(t,e,r,n,s){var o;n();const i=t(56),a=t(70),h=t(24),l=t(9),d=t(8);class c extends i.Transform{constructor(t){super(t),this._sorted_dirty=!0}connect_signals(){super.connect_signals(),this.connect(this.change,(()=>this._sorted_dirty=!0))}v_compute(t){const e=new((0,h.infer_type)(t))(t.length);for(let r=0;r<t.length;r++){const n=t[r];e[r]=this.compute(n)}return e}sort(t=!1){if(!this._sorted_dirty)return;let e,r;if((0,d.isString)(this.x)&&(0,d.isString)(this.y)&&null!=this.data){const t=this.data.columns();if(!(0,l.includes)(t,this.x))throw new Error(\"The x parameter does not correspond to a valid column name defined in the data parameter\");if(!(0,l.includes)(t,this.y))throw new Error(\"The y parameter does not correspond to a valid column name defined in the data parameter\");e=this.data.get_column(this.x),r=this.data.get_column(this.y)}else{if(!(0,d.isArray)(this.x)||!(0,d.isArray)(this.y))throw new Error(\"parameters 'x' and 'y' must be both either string fields or arrays\");e=this.x,r=this.y}if(e.length!==r.length)throw new Error(\"The length for x and y do not match\");if(e.length<2)throw new Error(\"x and y must have at least two elements to support interpolation\");const n=e.length,s=new Uint32Array(n);for(let t=0;t<n;t++)s[t]=t;const o=t?-1:1;s.sort(((t,r)=>o*(e[t]-e[r]))),this._x_sorted=new((0,h.infer_type)(e))(n),this._y_sorted=new((0,h.infer_type)(r))(n);for(let t=0;t<n;t++)this._x_sorted[t]=e[s[t]],this._y_sorted[t]=r[s[t]];this._sorted_dirty=!1}}r.Interpolator=c,o=c,c.__name__=\"Interpolator\",o.define((({Boolean:t,Number:e,String:r,Ref:n,Array:s,Or:o,Nullable:i})=>({x:[o(r,s(e))],y:[o(r,s(e))],data:[i(n(a.ColumnarDataSource)),null],clip:[t,!0]})))},\n",
       "      function _(t,s,e,i,r){i();const n=t(1);var o;const a=t(324),u=t(67),h=t(20),c=t(8),m=t(12),f=(0,n.__importStar)(t(10)),_=t(11);class p extends a.RangeTransform{constructor(t){super(t)}v_compute(t){var s;let e;this.range instanceof u.FactorRange?e=this.range.v_synthetic(t):(0,c.isArrayableOf)(t,c.isNumber)?e=t:(0,_.unreachable)();const i=e.length;(null===(s=this.previous_offsets)||void 0===s?void 0:s.length)!=i&&(this.previous_offsets=new Array(i),this.previous_offsets=(0,m.map)(this.previous_offsets,(()=>this._compute())));const r=this.previous_offsets;return(0,m.map)(e,((t,s)=>r[s]+t))}_compute(){switch(this.distribution){case\"uniform\":return this.mean+(f.random()-.5)*this.width;case\"normal\":return f.rnorm(this.mean,this.width)}}}e.Jitter=p,o=p,p.__name__=\"Jitter\",o.define((({Number:t})=>({mean:[t,0],width:[t,1],distribution:[h.Distribution,\"uniform\"]})))},\n",
       "      function _(t,s,_,r,e){r();const i=t(9),o=t(325);class n extends o.Interpolator{constructor(t){super(t)}compute(t){if(this.sort(!1),this.clip){if(t<this._x_sorted[0]||t>this._x_sorted[this._x_sorted.length-1])return NaN}else{if(t<this._x_sorted[0])return this._y_sorted[0];if(t>this._x_sorted[this._x_sorted.length-1])return this._y_sorted[this._y_sorted.length-1]}if(t==this._x_sorted[0])return this._y_sorted[0];const s=(0,i.find_last_index)(this._x_sorted,(s=>s<t)),_=this._x_sorted[s],r=this._x_sorted[s+1],e=this._y_sorted[s],o=this._y_sorted[s+1];return e+(t-_)/(r-_)*(o-e)}}_.LinearInterpolator=n,n.__name__=\"LinearInterpolator\"},\n",
       "      function _(t,e,s,r,o){var _;r();const i=t(325),n=t(20),d=t(9);class h extends i.Interpolator{constructor(t){super(t)}compute(t){if(this.sort(!1),this.clip){if(t<this._x_sorted[0]||t>this._x_sorted[this._x_sorted.length-1])return NaN}else{if(t<this._x_sorted[0])return this._y_sorted[0];if(t>this._x_sorted[this._x_sorted.length-1])return this._y_sorted[this._y_sorted.length-1]}let e;switch(this.mode){case\"after\":e=(0,d.find_last_index)(this._x_sorted,(e=>t>=e));break;case\"before\":e=(0,d.find_index)(this._x_sorted,(e=>t<=e));break;case\"center\":{const s=(0,d.map)(this._x_sorted,(e=>Math.abs(e-t))),r=(0,d.min)(s);e=(0,d.find_index)(s,(t=>r===t));break}default:throw new Error(`unknown mode: ${this.mode}`)}return-1!=e?this._y_sorted[e]:NaN}}s.StepInterpolator=h,_=h,h.__name__=\"StepInterpolator\",_.define((()=>({mode:[n.StepMode,\"after\"]})))},\n",
       "      function _(p,o,t,a,n){a(),n(\"MapOptions\",p(330).MapOptions),n(\"GMapOptions\",p(330).GMapOptions),n(\"GMapPlot\",p(330).GMapPlot),n(\"Plot\",p(331).Plot)},\n",
       "      function _(e,t,n,o,a){var s,p,_;o();const i=e(331),r=e(53),l=e(58),c=e(336);a(\"GMapPlotView\",c.GMapPlotView);class d extends r.Model{constructor(e){super(e)}}n.MapOptions=d,s=d,d.__name__=\"MapOptions\",s.define((({Int:e,Number:t})=>({lat:[t],lng:[t],zoom:[e,12]})));class u extends d{constructor(e){super(e)}}n.GMapOptions=u,p=u,u.__name__=\"GMapOptions\",p.define((({Boolean:e,Int:t,String:n})=>({map_type:[n,\"roadmap\"],scale_control:[e,!1],styles:[n],tilt:[t,45]})));class M extends i.Plot{constructor(e){super(e),this.use_map=!0}}n.GMapPlot=M,_=M,M.__name__=\"GMapPlot\",_.prototype.default_view=c.GMapPlotView,_.define((({String:e,Ref:t})=>({map_options:[t(u)],api_key:[e],api_version:[e,\"weekly\"]}))),_.override({x_range:()=>new l.Range1d,y_range:()=>new l.Range1d})},\n",
       "      function _(e,t,r,n,i){n();const o=e(1);var a;const s=(0,o.__importStar)(e(48)),l=(0,o.__importStar)(e(18)),_=e(15),c=e(20),h=e(9),d=e(13),u=e(8),g=e(309),p=e(128),f=e(306),b=e(40),w=e(118),y=e(59),m=e(221),x=e(57),v=e(55),A=e(75),S=e(41),R=e(176),D=e(175),L=e(63),P=e(332);i(\"PlotView\",P.PlotView);class k extends g.LayoutDOM{constructor(e){super(e),this.use_map=!1}_doc_attached(){super._doc_attached(),this._push_changes([[this.properties.inner_height,null,this.inner_height],[this.properties.inner_width,null,this.inner_width]])}initialize(){super.initialize(),this.reset=new _.Signal0(this,\"reset\");for(const e of(0,d.values)(this.extra_x_ranges).concat(this.x_range)){let t=e.plots;(0,u.isArray)(t)&&(t=t.concat(this),e.setv({plots:t},{silent:!0}))}for(const e of(0,d.values)(this.extra_y_ranges).concat(this.y_range)){let t=e.plots;(0,u.isArray)(t)&&(t=t.concat(this),e.setv({plots:t},{silent:!0}))}}add_layout(e,t=\"center\"){const r=this.properties[t].get_value();this.setv({[t]:[...r,e]})}remove_layout(e){const t=t=>{(0,h.remove_by)(t,(t=>t==e))};t(this.left),t(this.right),t(this.above),t(this.below),t(this.center)}get data_renderers(){return this.renderers.filter((e=>e instanceof R.DataRenderer))}add_renderers(...e){this.renderers=this.renderers.concat(e)}add_glyph(e,t=new A.ColumnDataSource,r={}){const n=new D.GlyphRenderer(Object.assign(Object.assign({},r),{data_source:t,glyph:e}));return this.add_renderers(n),n}add_tools(...e){this.toolbar.tools=this.toolbar.tools.concat(e)}get panels(){return[...this.side_panels,...this.center]}get side_panels(){const{above:e,below:t,left:r,right:n}=this;return(0,h.concat)([e,t,r,n])}}r.Plot=k,a=k,k.__name__=\"Plot\",a.prototype.default_view=P.PlotView,a.mixins([[\"outline_\",s.Line],[\"background_\",s.Fill],[\"border_\",s.Fill]]),a.define((({Boolean:e,Number:t,String:r,Array:n,Dict:i,Or:o,Ref:a,Null:s,Nullable:_})=>({toolbar:[a(m.Toolbar),()=>new m.Toolbar],toolbar_location:[_(c.Location),\"right\"],toolbar_sticky:[e,!0],plot_width:[l.Alias(\"width\")],plot_height:[l.Alias(\"height\")],frame_width:[_(t),null],frame_height:[_(t),null],title:[o(a(w.Title),r,s),\"\",{convert:e=>(0,u.isString)(e)?new w.Title({text:e}):e}],title_location:[_(c.Location),\"above\"],above:[n(o(a(b.Annotation),a(p.Axis))),[]],below:[n(o(a(b.Annotation),a(p.Axis))),[]],left:[n(o(a(b.Annotation),a(p.Axis))),[]],right:[n(o(a(b.Annotation),a(p.Axis))),[]],center:[n(o(a(b.Annotation),a(f.Grid))),[]],renderers:[n(a(S.Renderer)),[]],x_range:[a(x.Range),()=>new L.DataRange1d],y_range:[a(x.Range),()=>new L.DataRange1d],x_scale:[a(v.Scale),()=>new y.LinearScale],y_scale:[a(v.Scale),()=>new y.LinearScale],extra_x_ranges:[i(a(x.Range)),{}],extra_y_ranges:[i(a(x.Range)),{}],extra_x_scales:[i(a(v.Scale)),{}],extra_y_scales:[i(a(v.Scale)),{}],lod_factor:[t,10],lod_interval:[t,300],lod_threshold:[_(t),2e3],lod_timeout:[t,500],hidpi:[e,!0],output_backend:[c.OutputBackend,\"canvas\"],min_border:[_(t),5],min_border_top:[_(t),null],min_border_left:[_(t),null],min_border_bottom:[_(t),null],min_border_right:[_(t),null],inner_width:[t,0],inner_height:[t,0],outer_width:[t,0],outer_height:[t,0],match_aspect:[e,!1],aspect_scale:[t,1],reset_policy:[c.ResetPolicy,\"standard\"]}))),a.override({width:600,height:600,outline_line_color:\"#e5e5e5\",border_fill_color:\"#ffffff\",background_fill_color:\"#ffffff\"})},\n",
       "      function _(e,t,i,s,a){s();const n=e(1),o=e(126),l=e(249),r=e(309),_=e(40),h=e(118),d=e(128),u=e(220),c=e(251),p=e(113),v=e(45),g=e(19),b=e(251),m=e(333),y=e(8),w=e(9),f=e(235),x=e(208),z=e(211),k=e(209),q=e(123),M=e(65),R=e(334),V=e(335),S=e(28);class O extends r.LayoutDOMView{constructor(){super(...arguments),this._outer_bbox=new M.BBox,this._inner_bbox=new M.BBox,this._needs_paint=!0,this._needs_layout=!1,this._invalidated_painters=new Set,this._invalidate_all=!0,this._needs_notify=!1}get canvas(){return this.canvas_view}get state(){return this._state_manager}set invalidate_dataranges(e){this._range_manager.invalidate_dataranges=e}renderer_view(e){const t=this.renderer_views.get(e);if(null==t)for(const[,t]of this.renderer_views){const i=t.renderer_view(e);if(null!=i)return i}return t}get is_paused(){return null!=this._is_paused&&0!==this._is_paused}get child_models(){return[]}pause(){null==this._is_paused?this._is_paused=1:this._is_paused+=1}unpause(e=!1){if(null==this._is_paused)throw new Error(\"wasn't paused\");this._is_paused-=1,0!=this._is_paused||e||this.request_paint(\"everything\")}notify_finished_after_paint(){this._needs_notify=!0}request_render(){this.request_paint(\"everything\")}request_paint(e){this.invalidate_painters(e),this.schedule_paint()}invalidate_painters(e){if(\"everything\"==e)this._invalidate_all=!0;else if((0,y.isArray)(e))for(const t of e)this._invalidated_painters.add(t);else this._invalidated_painters.add(e)}schedule_paint(){if(!this.is_paused){const e=this.throttled_paint();this._ready=this._ready.then((()=>e))}}request_layout(){this._needs_layout=!0,this.request_paint(\"everything\")}reset(){\"standard\"==this.model.reset_policy&&(this.state.clear(),this.reset_range(),this.reset_selection()),this.model.trigger_event(new c.Reset)}remove(){(0,p.remove_views)(this.renderer_views),(0,p.remove_views)(this.tool_views),this.canvas_view.remove(),super.remove()}render(){super.render(),this.el.appendChild(this.canvas_view.el),this.canvas_view.render()}initialize(){this.pause(),super.initialize(),this.lod_started=!1,this.visuals=new v.Visuals(this),this._initial_state={selection:new Map,dimensions:{width:0,height:0}},this.visibility_callbacks=[],this.renderer_views=new Map,this.tool_views=new Map,this.frame=new o.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.model.extra_x_scales,this.model.extra_y_scales),this._range_manager=new R.RangeManager(this),this._state_manager=new V.StateManager(this,this._initial_state),this.throttled_paint=(0,m.throttle)((()=>this.repaint()),1e3/60);const{title_location:e,title:t}=this.model;null!=e&&null!=t&&(this._title=t instanceof h.Title?t:new h.Title({text:t}));const{toolbar_location:i,toolbar:s}=this.model;null!=i&&null!=s&&(this._toolbar=new u.ToolbarPanel({toolbar:s}),s.toolbar_location=i)}async lazy_initialize(){await super.lazy_initialize();const{hidpi:e,output_backend:t}=this.model,i=new l.Canvas({hidpi:e,output_backend:t});this.canvas_view=await(0,p.build_view)(i,{parent:this}),this.canvas_view.plot_views=[this],await this.build_renderer_views(),await this.build_tool_views(),this._range_manager.update_dataranges(),this.unpause(!0),g.logger.debug(\"PlotView initialized\")}_width_policy(){return null==this.model.frame_width?super._width_policy():\"min\"}_height_policy(){return null==this.model.frame_height?super._height_policy():\"min\"}_update_layout(){var e,t,i,s,a;this.layout=new z.BorderLayout,this.layout.set_sizing(this.box_sizing());const n=(0,w.copy)(this.model.above),o=(0,w.copy)(this.model.below),l=(0,w.copy)(this.model.left),r=(0,w.copy)(this.model.right),d=e=>{switch(e){case\"above\":return n;case\"below\":return o;case\"left\":return l;case\"right\":return r}},{title_location:c,title:p}=this.model;null!=c&&null!=p&&d(c).push(this._title);const{toolbar_location:v,toolbar:g}=this.model;if(null!=v&&null!=g){const e=d(v);let t=!0;if(this.model.toolbar_sticky)for(let i=0;i<e.length;i++){const s=e[i];if(s instanceof h.Title){e[i]=\"above\"==v||\"below\"==v?[s,this._toolbar]:[this._toolbar,s],t=!1;break}}t&&e.push(this._toolbar)}const b=(e,t)=>{var i;const s=this.renderer_view(t);return s.panel=new q.Panel(e),null===(i=s.update_layout)||void 0===i||i.call(s),s.layout},m=(e,t)=>{const i=\"above\"==e||\"below\"==e,s=[];for(const a of t)if((0,y.isArray)(a)){const t=a.map((t=>{const s=b(e,t);if(t instanceof u.ToolbarPanel){const e=i?\"width_policy\":\"height_policy\";s.set_sizing(Object.assign(Object.assign({},s.sizing),{[e]:\"min\"}))}return s}));let n;i?(n=new k.Row(t),n.set_sizing({width_policy:\"max\",height_policy:\"min\"})):(n=new k.Column(t),n.set_sizing({width_policy:\"min\",height_policy:\"max\"})),n.absolute=!0,s.push(n)}else s.push(b(e,a));return s},f=null!==(e=this.model.min_border)&&void 0!==e?e:0;this.layout.min_border={left:null!==(t=this.model.min_border_left)&&void 0!==t?t:f,top:null!==(i=this.model.min_border_top)&&void 0!==i?i:f,right:null!==(s=this.model.min_border_right)&&void 0!==s?s:f,bottom:null!==(a=this.model.min_border_bottom)&&void 0!==a?a:f};const M=new x.NodeLayout,R=new x.VStack,V=new x.VStack,S=new x.HStack,O=new x.HStack;M.absolute=!0,R.absolute=!0,V.absolute=!0,S.absolute=!0,O.absolute=!0,M.children=this.model.center.filter((e=>e instanceof _.Annotation)).map((e=>{var t;const i=this.renderer_view(e);return null===(t=i.update_layout)||void 0===t||t.call(i),i.layout})).filter((e=>null!=e));const{frame_width:P,frame_height:j}=this.model;M.set_sizing(Object.assign(Object.assign({},null!=P?{width_policy:\"fixed\",width:P}:{width_policy:\"fit\"}),null!=j?{height_policy:\"fixed\",height:j}:{height_policy:\"fit\"})),M.on_resize((e=>this.frame.set_geometry(e))),R.children=(0,w.reversed)(m(\"above\",n)),V.children=m(\"below\",o),S.children=(0,w.reversed)(m(\"left\",l)),O.children=m(\"right\",r),R.set_sizing({width_policy:\"fit\",height_policy:\"min\"}),V.set_sizing({width_policy:\"fit\",height_policy:\"min\"}),S.set_sizing({width_policy:\"min\",height_policy:\"fit\"}),O.set_sizing({width_policy:\"min\",height_policy:\"fit\"}),this.layout.center_panel=M,this.layout.top_panel=R,this.layout.bottom_panel=V,this.layout.left_panel=S,this.layout.right_panel=O}get axis_views(){const e=[];for(const[,t]of this.renderer_views)t instanceof d.AxisView&&e.push(t);return e}set_toolbar_visibility(e){for(const t of this.visibility_callbacks)t(e)}update_range(e,t){this.pause(),this._range_manager.update(e,t),this.unpause()}reset_range(){this.update_range(null),this.trigger_ranges_update_event()}trigger_ranges_update_event(){const{x_range:e,y_range:t}=this.model;this.model.trigger_event(new b.RangesUpdate(e.start,e.end,t.start,t.end))}get_selection(){const e=new Map;for(const t of this.model.data_renderers){const{selected:i}=t.selection_manager.source;e.set(t,i)}return e}update_selection(e){for(const t of this.model.data_renderers){const i=t.selection_manager.source;if(null!=e){const s=e.get(t);null!=s&&i.selected.update(s,!0)}else i.selection_manager.clear()}}reset_selection(){this.update_selection(null)}_invalidate_layout(){(()=>{var e;for(const t of this.model.side_panels){const i=this.renderer_views.get(t);if(null===(e=i.layout)||void 0===e?void 0:e.has_size_changed())return this.invalidate_painters(i),!0}return!1})()&&this.root.compute_layout()}get_renderer_views(){return this.computed_renderers.map((e=>this.renderer_views.get(e)))}*_compute_renderers(){const{above:e,below:t,left:i,right:s,center:a,renderers:n}=this.model;yield*n,yield*e,yield*t,yield*i,yield*s,yield*a,null!=this._title&&(yield this._title),null!=this._toolbar&&(yield this._toolbar);for(const e of this.model.toolbar.tools)null!=e.overlay&&(yield e.overlay),yield*e.synthetic_renderers}async build_renderer_views(){this.computed_renderers=[...this._compute_renderers()],await(0,p.build_views)(this.renderer_views,this.computed_renderers,{parent:this})}async build_tool_views(){const e=this.model.toolbar.tools;(await(0,p.build_views)(this.tool_views,e,{parent:this})).map((e=>this.canvas_view.ui_event_bus.register_tool(e)))}connect_signals(){super.connect_signals();const{x_ranges:e,y_ranges:t}=this.frame;for(const[,t]of e)this.connect(t.change,(()=>{this._needs_layout=!0,this.request_paint(\"everything\")}));for(const[,e]of t)this.connect(e.change,(()=>{this._needs_layout=!0,this.request_paint(\"everything\")}));const{above:i,below:s,left:a,right:n,center:o,renderers:l}=this.model.properties;this.on_change([i,s,a,n,o,l],(async()=>await this.build_renderer_views())),this.connect(this.model.toolbar.properties.tools.change,(async()=>{await this.build_renderer_views(),await this.build_tool_views()})),this.connect(this.model.change,(()=>this.request_paint(\"everything\"))),this.connect(this.model.reset,(()=>this.reset()))}has_finished(){if(!super.has_finished())return!1;if(this.model.visible)for(const[,e]of this.renderer_views)if(!e.has_finished())return!1;return!0}after_layout(){var e;super.after_layout();for(const[,t]of this.renderer_views)t instanceof _.AnnotationView&&(null===(e=t.after_layout)||void 0===e||e.call(t));if(this._needs_layout=!1,this.model.setv({inner_width:Math.round(this.frame.bbox.width),inner_height:Math.round(this.frame.bbox.height),outer_width:Math.round(this.layout.bbox.width),outer_height:Math.round(this.layout.bbox.height)},{no_change:!0}),!1!==this.model.match_aspect&&(this.pause(),this._range_manager.update_dataranges(),this.unpause(!0)),!this._outer_bbox.equals(this.layout.bbox)){const{width:e,height:t}=this.layout.bbox;this.canvas_view.resize(e,t),this._outer_bbox=this.layout.bbox,this._invalidate_all=!0,this._needs_paint=!0}const{inner_bbox:t}=this.layout;this._inner_bbox.equals(t)||(this._inner_bbox=t,this._needs_paint=!0),this._needs_paint&&this.paint()}repaint(){this._needs_layout&&this._invalidate_layout(),this.paint()}paint(){this.is_paused||(this.model.visible&&(g.logger.trace(`${this.toString()}.paint()`),this._actual_paint()),this._needs_notify&&(this._needs_notify=!1,this.notify_finished()))}_actual_paint(){var e;const{document:t}=this.model;if(null!=t){const e=t.interactive_duration();e>=0&&e<this.model.lod_interval?setTimeout((()=>{t.interactive_duration()>this.model.lod_timeout&&t.interactive_stop(),this.request_paint(\"everything\")}),this.model.lod_timeout):t.interactive_stop()}this._range_manager.invalidate_dataranges&&(this._range_manager.update_dataranges(),this._invalidate_layout());let i=!1,s=!1;if(this._invalidate_all)i=!0,s=!0;else for(const e of this._invalidated_painters){const{level:t}=e.model;if(\"overlay\"!=t?i=!0:s=!0,i&&s)break}this._invalidated_painters.clear(),this._invalidate_all=!1;const a=[this.frame.bbox.left,this.frame.bbox.top,this.frame.bbox.width,this.frame.bbox.height],{primary:n,overlays:o}=this.canvas_view;i&&(n.prepare(),this.canvas_view.prepare_webgl(a),this._map_hook(n.ctx,a),this._paint_empty(n.ctx,a),this._paint_outline(n.ctx,a),this._paint_levels(n.ctx,\"image\",a,!0),this._paint_levels(n.ctx,\"underlay\",a,!0),this._paint_levels(n.ctx,\"glyph\",a,!0),this._paint_levels(n.ctx,\"guide\",a,!1),this._paint_levels(n.ctx,\"annotation\",a,!1),n.finish()),(s||S.settings.wireframe)&&(o.prepare(),this._paint_levels(o.ctx,\"overlay\",a,!1),S.settings.wireframe&&this._paint_layout(o.ctx,this.layout),o.finish()),null==this._initial_state.range&&(this._initial_state.range=null!==(e=this._range_manager.compute_initial())&&void 0!==e?e:void 0),this._needs_paint=!1}_paint_levels(e,t,i,s){for(const a of this.computed_renderers){if(a.level!=t)continue;const n=this.renderer_views.get(a);e.save(),(s||n.needs_clip)&&(e.beginPath(),e.rect(...i),e.clip()),n.render(),e.restore(),n.has_webgl&&n.needs_webgl_blit&&this.canvas_view.blit_webgl(e)}}_paint_layout(e,t){const{x:i,y:s,width:a,height:n}=t.bbox;e.strokeStyle=\"blue\",e.strokeRect(i,s,a,n);for(const a of t)e.save(),t.absolute||e.translate(i,s),this._paint_layout(e,a),e.restore()}_map_hook(e,t){}_paint_empty(e,t){const[i,s,a,n]=[0,0,this.layout.bbox.width,this.layout.bbox.height],[o,l,r,_]=t;this.visuals.border_fill.doit&&(this.visuals.border_fill.set_value(e),e.fillRect(i,s,a,n),e.clearRect(o,l,r,_)),this.visuals.background_fill.doit&&(this.visuals.background_fill.set_value(e),e.fillRect(o,l,r,_))}_paint_outline(e,t){if(this.visuals.outline_line.doit){e.save(),this.visuals.outline_line.set_value(e);let[i,s,a,n]=t;i+a==this.layout.bbox.width&&(a-=1),s+n==this.layout.bbox.height&&(n-=1),e.strokeRect(i,s,a,n),e.restore()}}to_blob(){return this.canvas_view.to_blob()}export(e,t=!0){const i=\"png\"==e?\"canvas\":\"svg\",s=new f.CanvasLayer(i,t),{width:a,height:n}=this.layout.bbox;s.resize(a,n);const{canvas:o}=this.canvas_view.compose();return s.ctx.drawImage(o,0,0),s}serializable_state(){const e=super.serializable_state(),{children:t}=e,i=(0,n.__rest)(e,[\"children\"]),s=this.get_renderer_views().map((e=>e.serializable_state())).filter((e=>null!=e.bbox));return Object.assign(Object.assign({},i),{children:[...null!=t?t:[],...s]})}}i.PlotView=O,O.__name__=\"PlotView\"},\n",
       "      function _(t,n,e,o,u){o(),e.throttle=function(t,n){let e=null,o=0,u=!1;return function(){return new Promise(((r,i)=>{const l=function(){o=Date.now(),e=null,u=!1;try{t(),r()}catch(t){i(t)}},a=Date.now(),c=n-(a-o);c<=0&&!u?(null!=e&&clearTimeout(e),u=!0,requestAnimationFrame(l)):e||u?r():e=setTimeout((()=>requestAnimationFrame(l)),c)}))}}},\n",
       "      function _(t,n,e,a,s){a();const o=t(63),r=t(19);class l{constructor(t){this.parent=t,this.invalidate_dataranges=!0}get frame(){return this.parent.frame}update(t,n){const{x_ranges:e,y_ranges:a}=this.frame;if(null==t){for(const[,t]of e)t.reset();for(const[,t]of a)t.reset();this.update_dataranges()}else{const s=[];for(const[n,a]of e)s.push([a,t.xrs.get(n)]);for(const[n,e]of a)s.push([e,t.yrs.get(n)]);(null==n?void 0:n.scrolling)&&this._update_ranges_together(s),this._update_ranges_individually(s,n)}}reset(){this.update(null)}_update_dataranges(t){const n=new Map,e=new Map;let a=!1;for(const[,n]of t.x_ranges)n instanceof o.DataRange1d&&\"log\"==n.scale_hint&&(a=!0);for(const[,n]of t.y_ranges)n instanceof o.DataRange1d&&\"log\"==n.scale_hint&&(a=!0);for(const t of this.parent.model.data_renderers){const s=this.parent.renderer_view(t);if(null==s)continue;const o=s.glyph_view.bounds();if(null!=o&&n.set(t,o),a){const n=s.glyph_view.log_bounds();null!=n&&e.set(t,n)}}let s=!1,l=!1;const i=t.x_target.span,d=t.y_target.span;let u;!1!==this.parent.model.match_aspect&&0!=i&&0!=d&&(u=1/this.parent.model.aspect_scale*(i/d));for(const[,a]of t.x_ranges){if(a instanceof o.DataRange1d){const t=\"log\"==a.scale_hint?e:n;a.update(t,0,this.parent.model,u),a.follow&&(s=!0)}null!=a.bounds&&(l=!0)}for(const[,a]of t.y_ranges){if(a instanceof o.DataRange1d){const t=\"log\"==a.scale_hint?e:n;a.update(t,1,this.parent.model,u),a.follow&&(s=!0)}null!=a.bounds&&(l=!0)}if(s&&l){r.logger.warn(\"Follow enabled so bounds are unset.\");for(const[,n]of t.x_ranges)n.bounds=null;for(const[,n]of t.y_ranges)n.bounds=null}}update_dataranges(){this._update_dataranges(this.frame);for(const t of this.parent.model.renderers){const{coordinates:n}=t;null!=n&&this._update_dataranges(n)}null!=this.compute_initial()&&(this.invalidate_dataranges=!1)}compute_initial(){let t=!0;const{x_ranges:n,y_ranges:e}=this.frame,a=new Map,s=new Map;for(const[e,s]of n){const{start:n,end:o}=s;if(null==n||null==o||isNaN(n+o)){t=!1;break}a.set(e,{start:n,end:o})}if(t)for(const[n,a]of e){const{start:e,end:o}=a;if(null==e||null==o||isNaN(e+o)){t=!1;break}s.set(n,{start:e,end:o})}return t?{xrs:a,yrs:s}:(r.logger.warn(\"could not set initial ranges\"),null)}_update_ranges_together(t){let n=1;for(const[e,a]of t)n=Math.min(n,this._get_weight_to_constrain_interval(e,a));if(n<1)for(const[e,a]of t)a.start=n*a.start+(1-n)*e.start,a.end=n*a.end+(1-n)*e.end}_update_ranges_individually(t,n){const e=!!(null==n?void 0:n.panning),a=!!(null==n?void 0:n.scrolling);let s=!1;for(const[n,o]of t){if(!a){const t=this._get_weight_to_constrain_interval(n,o);t<1&&(o.start=t*o.start+(1-t)*n.start,o.end=t*o.end+(1-t)*n.end)}if(null!=n.bounds&&\"auto\"!=n.bounds){const[t,r]=n.bounds,l=Math.abs(o.end-o.start);n.is_reversed?(null!=t&&t>o.end&&(s=!0,o.end=t,(e||a)&&(o.start=t+l)),null!=r&&r<o.start&&(s=!0,o.start=r,(e||a)&&(o.end=r-l))):(null!=t&&t>o.start&&(s=!0,o.start=t,(e||a)&&(o.end=t+l)),null!=r&&r<o.end&&(s=!0,o.end=r,(e||a)&&(o.start=r-l)))}}if(!(a&&s&&(null==n?void 0:n.maintain_focus)))for(const[n,e]of t)n.have_updated_interactively=!0,n.start==e.start&&n.end==e.end||n.setv(e)}_get_weight_to_constrain_interval(t,n){const{min_interval:e}=t;let{max_interval:a}=t;if(null!=t.bounds&&\"auto\"!=t.bounds){const[n,e]=t.bounds;if(null!=n&&null!=e){const t=Math.abs(e-n);a=null!=a?Math.min(a,t):t}}let s=1;if(null!=e||null!=a){const o=Math.abs(t.end-t.start),r=Math.abs(n.end-n.start);null!=e&&e>0&&r<e&&(s=(o-e)/(o-r)),null!=a&&a>0&&r>a&&(s=(a-o)/(r-o)),s=Math.max(0,Math.min(1,s))}return s}}e.RangeManager=l,l.__name__=\"RangeManager\"},\n",
       "      function _(t,i,s,e,n){e();const h=t(15);class a{constructor(t,i){this.parent=t,this.initial_state=i,this.changed=new h.Signal0(this.parent,\"state_changed\"),this.history=[],this.index=-1}_do_state_change(t){const i=null!=this.history[t]?this.history[t].state:this.initial_state;return null!=i.range&&this.parent.update_range(i.range),null!=i.selection&&this.parent.update_selection(i.selection),i}push(t,i){const{history:s,index:e}=this,n=null!=s[e]?s[e].state:{},h=Object.assign(Object.assign(Object.assign({},this.initial_state),n),i);this.history=this.history.slice(0,this.index+1),this.history.push({type:t,state:h}),this.index=this.history.length-1,this.changed.emit()}clear(){this.history=[],this.index=-1,this.changed.emit()}undo(){if(this.can_undo){this.index-=1;const t=this._do_state_change(this.index);return this.changed.emit(),t}return null}redo(){if(this.can_redo){this.index+=1;const t=this._do_state_change(this.index);return this.changed.emit(),t}return null}get can_undo(){return this.index>=0}get can_redo(){return this.index<this.history.length-1}}s.StateManager=a,a.__name__=\"StateManager\"},\n",
       "      function _(t,e,s,o,i){o();const a=t(19),n=t(15),p=t(43),l=t(78),_=t(22),h=t(332),m=new n.Signal0({},\"gmaps_ready\");class d extends h.PlotView{initialize(){this.pause(),super.initialize(),this._tiles_loaded=!1,this.zoom_count=0;const{zoom:t,lat:e,lng:s}=this.model.map_options;if(this.initial_zoom=t,this.initial_lat=e,this.initial_lng=s,!this.model.api_key){const t=\"https://developers.google.com/maps/documentation/javascript/get-api-key\";a.logger.error(`api_key is required. See ${t} for more information on how to obtain your own.`)}if(\"undefined\"==typeof google||null==google.maps){if(void 0===window._bokeh_gmaps_callback){const{api_key:t,api_version:e}=this.model;!function(t,e){window._bokeh_gmaps_callback=()=>m.emit();const s=encodeURIComponent,o=document.createElement(\"script\");o.type=\"text/javascript\",o.src=`https://maps.googleapis.com/maps/api/js?v=${s(e)}&key=${s(t)}&callback=_bokeh_gmaps_callback`,document.body.appendChild(o)}(t,e)}m.connect((()=>this.request_paint(\"everything\")))}this.unpause()}remove(){(0,p.remove)(this.map_el),super.remove()}update_range(t,e){var s,o;if(null==t)this.map.setCenter({lat:this.initial_lat,lng:this.initial_lng}),this.map.setOptions({zoom:this.initial_zoom}),super.update_range(null,e);else if(null!=t.sdx||null!=t.sdy)this.map.panBy(null!==(s=t.sdx)&&void 0!==s?s:0,null!==(o=t.sdy)&&void 0!==o?o:0),super.update_range(t,e);else if(null!=t.factor){if(10!==this.zoom_count)return void(this.zoom_count+=1);this.zoom_count=0,this.pause(),super.update_range(t,e);const s=t.factor<0?-1:1,o=this.map.getZoom();if(null!=o){const t=o+s;if(t>=2){this.map.setZoom(t);const[e,s]=this._get_projected_bounds();s-e<0&&this.map.setZoom(o)}}this.unpause()}this._set_bokeh_ranges()}_build_map(){const{maps:t}=google;this.map_types={satellite:t.MapTypeId.SATELLITE,terrain:t.MapTypeId.TERRAIN,roadmap:t.MapTypeId.ROADMAP,hybrid:t.MapTypeId.HYBRID};const e=this.model.map_options,s={center:new t.LatLng(e.lat,e.lng),zoom:e.zoom,disableDefaultUI:!0,mapTypeId:this.map_types[e.map_type],scaleControl:e.scale_control,tilt:e.tilt};null!=e.styles&&(s.styles=JSON.parse(e.styles)),this.map_el=(0,p.div)({style:{position:\"absolute\"}}),this.canvas_view.add_underlay(this.map_el),this.map=new t.Map(this.map_el,s),t.event.addListener(this.map,\"idle\",(()=>this._set_bokeh_ranges())),t.event.addListener(this.map,\"bounds_changed\",(()=>this._set_bokeh_ranges())),t.event.addListenerOnce(this.map,\"tilesloaded\",(()=>this._render_finished())),this.connect(this.model.properties.map_options.change,(()=>this._update_options())),this.connect(this.model.map_options.properties.styles.change,(()=>this._update_styles())),this.connect(this.model.map_options.properties.lat.change,(()=>this._update_center(\"lat\"))),this.connect(this.model.map_options.properties.lng.change,(()=>this._update_center(\"lng\"))),this.connect(this.model.map_options.properties.zoom.change,(()=>this._update_zoom())),this.connect(this.model.map_options.properties.map_type.change,(()=>this._update_map_type())),this.connect(this.model.map_options.properties.scale_control.change,(()=>this._update_scale_control())),this.connect(this.model.map_options.properties.tilt.change,(()=>this._update_tilt()))}_render_finished(){this._tiles_loaded=!0,this.notify_finished()}has_finished(){return super.has_finished()&&!0===this._tiles_loaded}_get_latlon_bounds(){const t=this.map.getBounds(),e=t.getNorthEast(),s=t.getSouthWest();return[s.lng(),e.lng(),s.lat(),e.lat()]}_get_projected_bounds(){const[t,e,s,o]=this._get_latlon_bounds(),[i,a]=l.wgs84_mercator.compute(t,s),[n,p]=l.wgs84_mercator.compute(e,o);return[i,n,a,p]}_set_bokeh_ranges(){const[t,e,s,o]=this._get_projected_bounds();this.frame.x_range.setv({start:t,end:e}),this.frame.y_range.setv({start:s,end:o})}_update_center(t){var e;const s=null===(e=this.map.getCenter())||void 0===e?void 0:e.toJSON();null!=s&&(s[t]=this.model.map_options[t],this.map.setCenter(s),this._set_bokeh_ranges())}_update_map_type(){this.map.setOptions({mapTypeId:this.map_types[this.model.map_options.map_type]})}_update_scale_control(){this.map.setOptions({scaleControl:this.model.map_options.scale_control})}_update_tilt(){this.map.setOptions({tilt:this.model.map_options.tilt})}_update_options(){this._update_styles(),this._update_center(\"lat\"),this._update_center(\"lng\"),this._update_zoom(),this._update_map_type()}_update_styles(){this.map.setOptions({styles:JSON.parse(this.model.map_options.styles)})}_update_zoom(){this.map.setOptions({zoom:this.model.map_options.zoom}),this._set_bokeh_ranges()}_map_hook(t,e){if(null==this.map&&\"undefined\"!=typeof google&&null!=google.maps&&this._build_map(),null!=this.map_el){const[t,s,o,i]=e;this.map_el.style.top=`${s}px`,this.map_el.style.left=`${t}px`,this.map_el.style.width=`${o}px`,this.map_el.style.height=`${i}px`}}_paint_empty(t,e){const s=this.layout.bbox.width,o=this.layout.bbox.height,[i,a,n,p]=e;t.clearRect(0,0,s,o),t.beginPath(),t.moveTo(0,0),t.lineTo(0,o),t.lineTo(s,o),t.lineTo(s,0),t.lineTo(0,0),t.moveTo(i,a),t.lineTo(i+n,a),t.lineTo(i+n,a+p),t.lineTo(i,a+p),t.lineTo(i,a),t.closePath(),null!=this.model.border_fill_color&&(t.fillStyle=(0,_.color2css)(this.model.border_fill_color),t.fill())}}s.GMapPlotView=d,d.__name__=\"GMapPlotView\"},\n",
       "      function _(t,_,n,o,r){o();(0,t(1).__exportStar)(t(132),n)},\n",
       "      function _(e,r,d,n,R){n(),R(\"GlyphRenderer\",e(175).GlyphRenderer),R(\"GraphRenderer\",e(339).GraphRenderer),R(\"GuideRenderer\",e(129).GuideRenderer);var G=e(41);R(\"Renderer\",G.Renderer),R(\"RendererGroup\",G.RendererGroup)},\n",
       "      function _(e,r,i,n,t){var o;n();const s=e(176),d=e(175),a=e(303),p=e(302),l=e(113),_=e(178),h=e(283),y=e(286);class c extends s.DataRendererView{get glyph_view(){return this.node_view.glyph}async lazy_initialize(){await super.lazy_initialize(),this.apply_coordinates();const{parent:e}=this,{edge_renderer:r,node_renderer:i}=this.model;this.edge_view=await(0,l.build_view)(r,{parent:e}),this.node_view=await(0,l.build_view)(i,{parent:e})}connect_signals(){super.connect_signals(),this.connect(this.model.layout_provider.change,(()=>{this.apply_coordinates(),this.edge_view.set_data(),this.node_view.set_data(),this.request_render()}))}apply_coordinates(){const{edge_renderer:e,node_renderer:r}=this.model;if(!(e.glyph instanceof h.MultiLine||e.glyph instanceof y.Patches))throw new Error(`${this}.edge_renderer.glyph must be a MultiLine glyph`);if(!(r.glyph instanceof _.XYGlyph))throw new Error(`${this}.node_renderer.glyph must be a XYGlyph glyph`);const i=this.model.layout_provider.edge_coordinates,n=this.model.layout_provider.node_coordinates;e.glyph.properties.xs.internal=!0,e.glyph.properties.ys.internal=!0,r.glyph.properties.x.internal=!0,r.glyph.properties.y.internal=!0,e.glyph.xs={expr:i.x},e.glyph.ys={expr:i.y},r.glyph.x={expr:n.x},r.glyph.y={expr:n.y}}remove(){this.edge_view.remove(),this.node_view.remove(),super.remove()}_render(){this.edge_view.render(),this.node_view.render()}renderer_view(e){if(e instanceof d.GlyphRenderer){if(e==this.edge_view.model)return this.edge_view;if(e==this.node_view.model)return this.node_view}return super.renderer_view(e)}}i.GraphRendererView=c,c.__name__=\"GraphRendererView\";class g extends s.DataRenderer{constructor(e){super(e)}get_selection_manager(){return this.node_renderer.data_source.selection_manager}}i.GraphRenderer=g,o=g,g.__name__=\"GraphRenderer\",o.prototype.default_view=c,o.define((({Ref:e})=>({layout_provider:[e(a.LayoutProvider)],node_renderer:[e(d.GlyphRenderer)],edge_renderer:[e(d.GlyphRenderer)],selection_policy:[e(p.GraphHitTestPolicy),()=>new p.NodesOnly],inspection_policy:[e(p.GraphHitTestPolicy),()=>new p.NodesOnly]})))},\n",
       "      function _(e,t,n,o,c){o();(0,e(1).__exportStar)(e(74),n),c(\"Selection\",e(72).Selection)},\n",
       "      function _(a,e,S,o,r){o(),r(\"ServerSentDataSource\",a(342).ServerSentDataSource),r(\"AjaxDataSource\",a(344).AjaxDataSource),r(\"ColumnDataSource\",a(75).ColumnDataSource),r(\"ColumnarDataSource\",a(70).ColumnarDataSource),r(\"CDSView\",a(190).CDSView),r(\"DataSource\",a(71).DataSource),r(\"GeoJSONDataSource\",a(345).GeoJSONDataSource),r(\"WebDataSource\",a(343).WebDataSource)},\n",
       "      function _(e,t,i,a,s){a();const n=e(343);class r extends n.WebDataSource{constructor(e){super(e),this.initialized=!1}setup(){if(!this.initialized){this.initialized=!0;new EventSource(this.data_url).onmessage=e=>{var t;this.load_data(JSON.parse(e.data),this.mode,null!==(t=this.max_size)&&void 0!==t?t:void 0)}}}}i.ServerSentDataSource=r,r.__name__=\"ServerSentDataSource\"},\n",
       "      function _(e,t,a,n,r){var s;n();const l=e(75),o=e(20);class c extends l.ColumnDataSource{constructor(e){super(e)}get_column(e){const t=this.data[e];return null!=t?t:[]}get_length(){var e;return null!==(e=super.get_length())&&void 0!==e?e:0}initialize(){super.initialize(),this.setup()}load_data(e,t,a){const{adapter:n}=this;let r;switch(r=null!=n?n.execute(this,{response:e}):e,t){case\"replace\":this.data=r;break;case\"append\":{const e=this.data;for(const t of this.columns()){const n=Array.from(e[t]),s=Array.from(r[t]),l=n.concat(s);r[t]=null!=a?l.slice(-a):l}this.data=r;break}}}}a.WebDataSource=c,s=c,c.__name__=\"WebDataSource\",s.define((({Any:e,Int:t,String:a,Nullable:n})=>({max_size:[n(t),null],mode:[o.UpdateMode,\"replace\"],adapter:[n(e),null],data_url:[a]})))},\n",
       "      function _(t,e,i,s,a){var n;s();const r=t(343),o=t(20),l=t(19),d=t(13);class h extends r.WebDataSource{constructor(t){super(t),this.interval=null,this.initialized=!1}destroy(){null!=this.interval&&clearInterval(this.interval),super.destroy()}setup(){if(!this.initialized&&(this.initialized=!0,this.get_data(this.mode),null!=this.polling_interval)){const t=()=>this.get_data(this.mode,this.max_size,this.if_modified);this.interval=setInterval(t,this.polling_interval)}}get_data(t,e=null,i=!1){const s=this.prepare_request();s.addEventListener(\"load\",(()=>this.do_load(s,t,null!=e?e:void 0))),s.addEventListener(\"error\",(()=>this.do_error(s))),s.send()}prepare_request(){const t=new XMLHttpRequest;t.open(this.method,this.data_url,!0),t.withCredentials=!1,t.setRequestHeader(\"Content-Type\",this.content_type);const e=this.http_headers;for(const[i,s]of(0,d.entries)(e))t.setRequestHeader(i,s);return t}do_load(t,e,i){if(200===t.status){const s=JSON.parse(t.responseText);this.load_data(s,e,i)}}do_error(t){l.logger.error(`Failed to fetch JSON from ${this.data_url} with code ${t.status}`)}}i.AjaxDataSource=h,n=h,h.__name__=\"AjaxDataSource\",n.define((({Boolean:t,Int:e,String:i,Dict:s,Nullable:a})=>({polling_interval:[a(e),null],content_type:[i,\"application/json\"],http_headers:[s(i),{}],method:[o.HTTPMethod,\"POST\"],if_modified:[t,!1]})))},\n",
       "      function _(e,t,o,r,n){var s;r();const a=e(70),i=e(19),l=e(9),c=e(13);function _(e){return null!=e?e:NaN}const{hasOwnProperty:g}=Object.prototype;class u extends a.ColumnarDataSource{constructor(e){super(e)}initialize(){super.initialize(),this._update_data()}connect_signals(){super.connect_signals(),this.connect(this.properties.geojson.change,(()=>this._update_data()))}_update_data(){this.data=this.geojson_to_column_data()}_get_new_list_array(e){return(0,l.range)(0,e).map((e=>[]))}_get_new_nan_array(e){return(0,l.range)(0,e).map((e=>NaN))}_add_properties(e,t,o,r){var n;const s=null!==(n=e.properties)&&void 0!==n?n:{};for(const[e,n]of(0,c.entries)(s))g.call(t,e)||(t[e]=this._get_new_nan_array(r)),t[e][o]=_(n)}_add_geometry(e,t,o){function r(e,t){return e.concat([[NaN,NaN,NaN]]).concat(t)}switch(e.type){case\"Point\":{const[r,n,s]=e.coordinates;t.x[o]=r,t.y[o]=n,t.z[o]=_(s);break}case\"LineString\":{const{coordinates:r}=e;for(let e=0;e<r.length;e++){const[n,s,a]=r[e];t.xs[o][e]=n,t.ys[o][e]=s,t.zs[o][e]=_(a)}break}case\"Polygon\":{e.coordinates.length>1&&i.logger.warn(\"Bokeh does not support Polygons with holes in, only exterior ring used.\");const r=e.coordinates[0];for(let e=0;e<r.length;e++){const[n,s,a]=r[e];t.xs[o][e]=n,t.ys[o][e]=s,t.zs[o][e]=_(a)}break}case\"MultiPoint\":i.logger.warn(\"MultiPoint not supported in Bokeh\");break;case\"MultiLineString\":{const n=e.coordinates.reduce(r);for(let e=0;e<n.length;e++){const[r,s,a]=n[e];t.xs[o][e]=r,t.ys[o][e]=s,t.zs[o][e]=_(a)}break}case\"MultiPolygon\":{const n=[];for(const t of e.coordinates)t.length>1&&i.logger.warn(\"Bokeh does not support Polygons with holes in, only exterior ring used.\"),n.push(t[0]);const s=n.reduce(r);for(let e=0;e<s.length;e++){const[r,n,a]=s[e];t.xs[o][e]=r,t.ys[o][e]=n,t.zs[o][e]=_(a)}break}default:throw new Error(`Invalid GeoJSON geometry type: ${e.type}`)}}geojson_to_column_data(){const e=JSON.parse(this.geojson);let t;switch(e.type){case\"GeometryCollection\":if(null==e.geometries)throw new Error(\"No geometries found in 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\")}let o=0;for(const e of t){const t=\"Feature\"===e.type?e.geometry:e;\"GeometryCollection\"==t.type?o+=t.geometries.length:o+=1}const r={x:this._get_new_nan_array(o),y:this._get_new_nan_array(o),z:this._get_new_nan_array(o),xs:this._get_new_list_array(o),ys:this._get_new_list_array(o),zs:this._get_new_list_array(o)};let n=0;for(const e of t){const t=\"Feature\"==e.type?e.geometry:e;if(\"GeometryCollection\"==t.type)for(const s of t.geometries)this._add_geometry(s,r,n),\"Feature\"===e.type&&this._add_properties(e,r,n,o),n+=1;else this._add_geometry(t,r,n),\"Feature\"===e.type&&this._add_properties(e,r,n,o),n+=1}return r}}o.GeoJSONDataSource=u,s=u,u.__name__=\"GeoJSONDataSource\",s.define((({String:e})=>({geojson:[e]}))),s.internal((({Dict:e,Arrayable:t})=>({data:[e(t),{}]})))},\n",
       "      function _(e,r,T,o,S){o(),S(\"BBoxTileSource\",e(347).BBoxTileSource),S(\"MercatorTileSource\",e(348).MercatorTileSource),S(\"QUADKEYTileSource\",e(351).QUADKEYTileSource),S(\"TileRenderer\",e(352).TileRenderer),S(\"TileSource\",e(349).TileSource),S(\"TMSTileSource\",e(355).TMSTileSource),S(\"WMTSTileSource\",e(353).WMTSTileSource)},\n",
       "      function _(e,t,r,o,l){var i;o();const n=e(348);class s extends n.MercatorTileSource{constructor(e){super(e)}get_image_url(e,t,r){const o=this.string_lookup_replace(this.url,this.extra_url_vars);let l,i,n,s;return this.use_latlon?[i,s,l,n]=this.get_tile_geographic_bounds(e,t,r):[i,s,l,n]=this.get_tile_meter_bounds(e,t,r),o.replace(\"{XMIN}\",i.toString()).replace(\"{YMIN}\",s.toString()).replace(\"{XMAX}\",l.toString()).replace(\"{YMAX}\",n.toString())}}r.BBoxTileSource=s,i=s,s.__name__=\"BBoxTileSource\",i.define((({Boolean:e})=>({use_latlon:[e,!1]})))},\n",
       "      function _(t,e,i,_,s){var r;_();const o=t(349),n=t(9),l=t(350);class u extends o.TileSource{constructor(t){super(t)}initialize(){super.initialize(),this._resolutions=(0,n.range)(this.min_zoom,this.max_zoom+1).map((t=>this.get_resolution(t)))}_computed_initial_resolution(){return null!=this.initial_resolution?this.initial_resolution:2*Math.PI*6378137/this.tile_size}is_valid_tile(t,e,i){return!(!this.wrap_around&&(t<0||t>=2**i))&&!(e<0||e>=2**i)}parent_by_tile_xyz(t,e,i){const _=this.tile_xyz_to_quadkey(t,e,i),s=_.substring(0,_.length-1);return this.quadkey_to_tile_xyz(s)}get_resolution(t){return this._computed_initial_resolution()/2**t}get_resolution_by_extent(t,e,i){return[(t[2]-t[0])/i,(t[3]-t[1])/e]}get_level_by_extent(t,e,i){const _=(t[2]-t[0])/i,s=(t[3]-t[1])/e,r=Math.max(_,s);let o=0;for(const t of this._resolutions){if(r>t){if(0==o)return 0;if(o>0)return o-1}o+=1}return o-1}get_closest_level_by_extent(t,e,i){const _=(t[2]-t[0])/i,s=(t[3]-t[1])/e,r=Math.max(_,s),o=this._resolutions.reduce((function(t,e){return Math.abs(e-r)<Math.abs(t-r)?e:t}));return this._resolutions.indexOf(o)}snap_to_zoom_level(t,e,i,_){const[s,r,o,n]=t,l=this._resolutions[_];let u=i*l,a=e*l;if(!this.snap_to_zoom){const t=(o-s)/u,e=(n-r)/a;t>e?(u=o-s,a*=t):(u*=e,a=n-r)}const h=(u-(o-s))/2,c=(a-(n-r))/2;return[s-h,r-c,o+h,n+c]}tms_to_wmts(t,e,i){return[t,2**i-1-e,i]}wmts_to_tms(t,e,i){return[t,2**i-1-e,i]}pixels_to_meters(t,e,i){const _=this.get_resolution(i);return[t*_-this.x_origin_offset,e*_-this.y_origin_offset]}meters_to_pixels(t,e,i){const _=this.get_resolution(i);return[(t+this.x_origin_offset)/_,(e+this.y_origin_offset)/_]}pixels_to_tile(t,e){let i=Math.ceil(t/this.tile_size);i=0===i?i:i-1;return[i,Math.max(Math.ceil(e/this.tile_size)-1,0)]}pixels_to_raster(t,e,i){return[t,(this.tile_size<<i)-e]}meters_to_tile(t,e,i){const[_,s]=this.meters_to_pixels(t,e,i);return this.pixels_to_tile(_,s)}get_tile_meter_bounds(t,e,i){const[_,s]=this.pixels_to_meters(t*this.tile_size,e*this.tile_size,i),[r,o]=this.pixels_to_meters((t+1)*this.tile_size,(e+1)*this.tile_size,i);return[_,s,r,o]}get_tile_geographic_bounds(t,e,i){const _=this.get_tile_meter_bounds(t,e,i),[s,r,o,n]=(0,l.meters_extent_to_geographic)(_);return[s,r,o,n]}get_tiles_by_extent(t,e,i=1){const[_,s,r,o]=t;let[n,l]=this.meters_to_tile(_,s,e),[u,a]=this.meters_to_tile(r,o,e);n-=i,l-=i,u+=i,a+=i;const h=[];for(let t=a;t>=l;t--)for(let i=n;i<=u;i++)this.is_valid_tile(i,t,e)&&h.push([i,t,e,this.get_tile_meter_bounds(i,t,e)]);return this.sort_tiles_from_center(h,[n,l,u,a]),h}quadkey_to_tile_xyz(t){let e=0,i=0;const _=t.length;for(let s=_;s>0;s--){const r=1<<s-1;switch(t.charAt(_-s)){case\"0\":continue;case\"1\":e|=r;break;case\"2\":i|=r;break;case\"3\":e|=r,i|=r;break;default:throw new TypeError(`Invalid Quadkey: ${t}`)}}return[e,i,_]}tile_xyz_to_quadkey(t,e,i){let _=\"\";for(let s=i;s>0;s--){const i=1<<s-1;let r=0;0!=(t&i)&&(r+=1),0!=(e&i)&&(r+=2),_+=r.toString()}return _}children_by_tile_xyz(t,e,i){const _=this.tile_xyz_to_quadkey(t,e,i),s=[];for(let t=0;t<=3;t++){const[e,i,r]=this.quadkey_to_tile_xyz(_+t.toString()),o=this.get_tile_meter_bounds(e,i,r);s.push([e,i,r,o])}return s}get_closest_parent_by_tile_xyz(t,e,i){const _=this.calculate_world_x_by_tile_xyz(t,e,i);[t,e,i]=this.normalize_xyz(t,e,i);let s=this.tile_xyz_to_quadkey(t,e,i);for(;s.length>0;)if(s=s.substring(0,s.length-1),[t,e,i]=this.quadkey_to_tile_xyz(s),[t,e,i]=this.denormalize_xyz(t,e,i,_),this.tiles.has(this.tile_xyz_to_key(t,e,i)))return[t,e,i];return[0,0,0]}normalize_xyz(t,e,i){if(this.wrap_around){const _=2**i;return[(t%_+_)%_,e,i]}return[t,e,i]}denormalize_xyz(t,e,i,_){return[t+_*2**i,e,i]}denormalize_meters(t,e,i,_){return[t+2*_*Math.PI*6378137,e]}calculate_world_x_by_tile_xyz(t,e,i){return Math.floor(t/2**i)}}i.MercatorTileSource=u,r=u,u.__name__=\"MercatorTileSource\",r.define((({Boolean:t})=>({snap_to_zoom:[t,!1],wrap_around:[t,!0]}))),r.override({x_origin_offset:20037508.34,y_origin_offset:20037508.34,initial_resolution:156543.03392804097})},\n",
       "      function _(e,t,r,i,n){var l;i();const a=e(53),s=e(13);class c extends a.Model{constructor(e){super(e)}initialize(){super.initialize(),this.tiles=new Map,this._normalize_case()}connect_signals(){super.connect_signals(),this.connect(this.change,(()=>this._clear_cache()))}string_lookup_replace(e,t){let r=e;for(const[e,i]of(0,s.entries)(t))r=r.replace(`{${e}}`,i);return r}_normalize_case(){const e=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=e}_clear_cache(){this.tiles=new Map}tile_xyz_to_key(e,t,r){return`${e}:${t}:${r}`}key_to_tile_xyz(e){const[t,r,i]=e.split(\":\").map((e=>parseInt(e)));return[t,r,i]}sort_tiles_from_center(e,t){const[r,i,n,l]=t,a=(n-r)/2+r,s=(l-i)/2+i;e.sort((function(e,t){return Math.sqrt((a-e[0])**2+(s-e[1])**2)-Math.sqrt((a-t[0])**2+(s-t[1])**2)}))}get_image_url(e,t,r){return this.string_lookup_replace(this.url,this.extra_url_vars).replace(\"{X}\",e.toString()).replace(\"{Y}\",t.toString()).replace(\"{Z}\",r.toString())}}r.TileSource=c,l=c,c.__name__=\"TileSource\",l.define((({Number:e,String:t,Dict:r,Nullable:i})=>({url:[t,\"\"],tile_size:[e,256],max_zoom:[e,30],min_zoom:[e,0],extra_url_vars:[r(t),{}],attribution:[t,\"\"],x_origin_offset:[e],y_origin_offset:[e],initial_resolution:[i(e),null]})))},\n",
       "      function _(t,e,r,n,o){n();const c=t(78);function _(t,e){return c.wgs84_mercator.compute(t,e)}function g(t,e){return c.wgs84_mercator.invert(t,e)}r.geographic_to_meters=_,r.meters_to_geographic=g,r.geographic_extent_to_meters=function(t){const[e,r,n,o]=t,[c,g]=_(e,r),[i,u]=_(n,o);return[c,g,i,u]},r.meters_extent_to_geographic=function(t){const[e,r,n,o]=t,[c,_]=g(e,r),[i,u]=g(n,o);return[c,_,i,u]}},\n",
       "      function _(e,t,r,s,_){s();const o=e(348);class c extends o.MercatorTileSource{constructor(e){super(e)}get_image_url(e,t,r){const s=this.string_lookup_replace(this.url,this.extra_url_vars),[_,o,c]=this.tms_to_wmts(e,t,r),i=this.tile_xyz_to_quadkey(_,o,c);return s.replace(\"{Q}\",i)}}r.QUADKEYTileSource=c,c.__name__=\"QUADKEYTileSource\"},\n",
       "      function _(t,e,i,s,_){s();const n=t(1);var a;const o=t(349),r=t(353),h=t(41),l=t(58),d=t(43),m=t(136),c=t(9),u=t(8),p=(0,n.__importStar)(t(354));class g extends h.RendererView{initialize(){this._tiles=[],super.initialize()}connect_signals(){super.connect_signals(),this.connect(this.model.change,(()=>this.request_render())),this.connect(this.model.tile_source.change,(()=>this.request_render()))}remove(){null!=this.attribution_el&&(0,d.removeElement)(this.attribution_el),super.remove()}styles(){return[...super.styles(),p.default]}get_extent(){return[this.x_range.start,this.y_range.start,this.x_range.end,this.y_range.end]}get map_plot(){return this.plot_model}get map_canvas(){return this.layer.ctx}get map_frame(){return this.plot_view.frame}get x_range(){return this.map_plot.x_range}get y_range(){return this.map_plot.y_range}_set_data(){this.extent=this.get_extent(),this._last_height=void 0,this._last_width=void 0}_update_attribution(){null!=this.attribution_el&&(0,d.removeElement)(this.attribution_el);const{attribution:t}=this.model.tile_source;if((0,u.isString)(t)&&t.length>0){const{layout:e,frame:i}=this.plot_view,s=e.bbox.width-i.bbox.right,_=e.bbox.height-i.bbox.bottom,n=i.bbox.width;this.attribution_el=(0,d.div)({class:p.tile_attribution,style:{position:\"absolute\",right:`${s}px`,bottom:`${_}px`,\"max-width\":n-4+\"px\",padding:\"2px\",\"background-color\":\"rgba(255,255,255,0.5)\",\"font-size\":\"9px\",\"line-height\":\"1.05\",\"white-space\":\"nowrap\",overflow:\"hidden\",\"text-overflow\":\"ellipsis\"}}),this.plot_view.canvas_view.add_event(this.attribution_el),this.attribution_el.innerHTML=t,this.attribution_el.title=this.attribution_el.textContent.replace(/\\s*\\n\\s*/g,\" \")}}_map_data(){this.initial_extent=this.get_extent();const t=this.model.tile_source.get_level_by_extent(this.initial_extent,this.map_frame.bbox.height,this.map_frame.bbox.width),e=this.model.tile_source.snap_to_zoom_level(this.initial_extent,this.map_frame.bbox.height,this.map_frame.bbox.width,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 l.Range1d&&(this.x_range.reset_start=e[0],this.x_range.reset_end=e[2]),this.y_range instanceof l.Range1d&&(this.y_range.reset_start=e[1],this.y_range.reset_end=e[3]),this._update_attribution()}_create_tile(t,e,i,s,_=!1){const n=this.model.tile_source.tile_xyz_to_quadkey(t,e,i),a=this.model.tile_source.tile_xyz_to_key(t,e,i);if(this.model.tile_source.tiles.has(a))return;const[o,r,h]=this.model.tile_source.normalize_xyz(t,e,i),l=this.model.tile_source.get_image_url(o,r,h),d={img:void 0,tile_coords:[t,e,i],normalized_coords:[o,r,h],quadkey:n,cache_key:a,bounds:s,loaded:!1,finished:!1,x_coord:s[0],y_coord:s[3]};this.model.tile_source.tiles.set(a,d),this._tiles.push(d),new m.ImageLoader(l,{loaded:t=>{Object.assign(d,{img:t,loaded:!0}),_?(d.finished=!0,this.notify_finished()):this.request_render()},failed(){d.finished=!0}})}_enforce_aspect_ratio(){if(this._last_height!==this.map_frame.bbox.height||this._last_width!==this.map_frame.bbox.width){const t=this.get_extent(),e=this.model.tile_source.get_level_by_extent(t,this.map_frame.bbox.height,this.map_frame.bbox.width),i=this.model.tile_source.snap_to_zoom_level(t,this.map_frame.bbox.height,this.map_frame.bbox.width,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.bbox.height,this._last_width=this.map_frame.bbox.width}}has_finished(){if(!super.has_finished())return!1;if(0==this._tiles.length)return!1;for(const t of this._tiles)if(!t.finished)return!1;return!0}_render(){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()}_draw_tile(t){const e=this.model.tile_source.tiles.get(t);if(null!=e&&e.loaded){const[[t],[i]]=this.coordinates.map_to_screen([e.bounds[0]],[e.bounds[3]]),[[s],[_]]=this.coordinates.map_to_screen([e.bounds[2]],[e.bounds[1]]),n=s-t,a=_-i,o=t,r=i,h=this.map_canvas.getImageSmoothingEnabled();this.map_canvas.setImageSmoothingEnabled(this.model.smoothing),this.map_canvas.drawImage(e.img,o,r,n,a),this.map_canvas.setImageSmoothingEnabled(h),e.finished=!0}}_set_rect(){const t=this.plot_model.outline_line_width,e=this.map_frame.bbox.left+t/2,i=this.map_frame.bbox.top+t/2,s=this.map_frame.bbox.width-t,_=this.map_frame.bbox.height-t;this.map_canvas.rect(e,i,s,_),this.map_canvas.clip()}_render_tiles(t){this.map_canvas.save(),this._set_rect(),this.map_canvas.globalAlpha=this.model.alpha;for(const e of t)this._draw_tile(e);this.map_canvas.restore()}_prefetch_tiles(){const{tile_source:t}=this.model,e=this.get_extent(),i=this.map_frame.bbox.height,s=this.map_frame.bbox.width,_=this.model.tile_source.get_level_by_extent(e,i,s),n=this.model.tile_source.get_tiles_by_extent(e,_);for(let e=0,i=Math.min(10,n.length);e<i;e++){const[i,s,_]=n[e],a=this.model.tile_source.children_by_tile_xyz(i,s,_);for(const e of a){const[i,s,_,n]=e;t.tiles.has(t.tile_xyz_to_key(i,s,_))||this._create_tile(i,s,_,n,!0)}}}_fetch_tiles(t){for(const e of t){const[t,i,s,_]=e;this._create_tile(t,i,s,_)}}_update(){const{tile_source:t}=this.model,{min_zoom:e}=t,{max_zoom:i}=t;let s=this.get_extent();const _=this.extent[2]-this.extent[0]<s[2]-s[0],n=this.map_frame.bbox.height,a=this.map_frame.bbox.width;let o=t.get_level_by_extent(s,n,a),r=!1;o<e?(s=this.extent,o=e,r=!0):o>i&&(s=this.extent,o=i,r=!0),r&&(this.x_range.setv({start:s[0],end:s[2]}),this.y_range.setv({start:s[1],end:s[3]})),this.extent=s;const h=t.get_tiles_by_extent(s,o),l=[],d=[],m=[],u=[];for(const e of h){const[i,s,n]=e,a=t.tile_xyz_to_key(i,s,n),o=t.tiles.get(a);if(null!=o&&o.loaded)d.push(a);else if(this.model.render_parents){const[e,a,o]=t.get_closest_parent_by_tile_xyz(i,s,n),r=t.tile_xyz_to_key(e,a,o),h=t.tiles.get(r);if(null!=h&&h.loaded&&!(0,c.includes)(m,r)&&m.push(r),_){const e=t.children_by_tile_xyz(i,s,n);for(const[i,s,_]of e){const e=t.tile_xyz_to_key(i,s,_);t.tiles.has(e)&&u.push(e)}}}null==o&&l.push(e)}this._render_tiles(m),this._render_tiles(u),this._render_tiles(d),null!=this.render_timer&&clearTimeout(this.render_timer),this.render_timer=setTimeout((()=>this._fetch_tiles(l)),65)}}i.TileRendererView=g,g.__name__=\"TileRendererView\";class b extends h.Renderer{constructor(t){super(t)}}i.TileRenderer=b,a=b,b.__name__=\"TileRenderer\",a.prototype.default_view=g,a.define((({Boolean:t,Number:e,Ref:i})=>({alpha:[e,1],smoothing:[t,!0],tile_source:[i(o.TileSource),()=>new r.WMTSTileSource],render_parents:[t,!0]}))),a.override({level:\"image\"})},\n",
       "      function _(t,e,r,o,s){o();const c=t(348);class i extends c.MercatorTileSource{constructor(t){super(t)}get_image_url(t,e,r){const o=this.string_lookup_replace(this.url,this.extra_url_vars),[s,c,i]=this.tms_to_wmts(t,e,r);return o.replace(\"{X}\",s.toString()).replace(\"{Y}\",c.toString()).replace(\"{Z}\",i.toString())}}r.WMTSTileSource=i,i.__name__=\"WMTSTileSource\"},\n",
       "      function _(t,o,i,b,r){b(),i.root=\"bk-root\",i.tile_attribution=\"bk-tile-attribution\",i.default=\".bk-root .bk-tile-attribution a{color:black;}\"},\n",
       "      function _(e,r,t,c,o){c();const i=e(348);class l extends i.MercatorTileSource{constructor(e){super(e)}get_image_url(e,r,t){return this.string_lookup_replace(this.url,this.extra_url_vars).replace(\"{X}\",e.toString()).replace(\"{Y}\",r.toString()).replace(\"{Z}\",t.toString())}}t.TMSTileSource=l,l.__name__=\"TMSTileSource\"},\n",
       "      function _(e,t,u,a,r){a(),r(\"CanvasTexture\",e(357).CanvasTexture),r(\"ImageURLTexture\",e(359).ImageURLTexture),r(\"Texture\",e(358).Texture)},\n",
       "      function _(t,e,n,c,s){var r;c();const o=t(358),a=t(34);class u extends o.Texture{constructor(t){super(t)}get func(){const t=(0,a.use_strict)(this.code);return new Function(\"ctx\",\"color\",\"scale\",\"weight\",t)}get_pattern(t,e,n){const c=document.createElement(\"canvas\");c.width=e,c.height=e;const s=c.getContext(\"2d\");return this.func.call(this,s,t,e,n),c}}n.CanvasTexture=u,r=u,u.__name__=\"CanvasTexture\",r.define((({String:t})=>({code:[t]})))},\n",
       "      function _(e,t,n,r,o){var i;r();const s=e(53),u=e(20);class c extends s.Model{constructor(e){super(e)}}n.Texture=c,i=c,c.__name__=\"Texture\",i.define((()=>({repetition:[u.TextureRepetition,\"repeat\"]})))},\n",
       "      function _(e,t,i,r,n){var a;r();const s=e(358),o=e(136);class u extends s.Texture{constructor(e){super(e)}initialize(){super.initialize(),this._loader=new o.ImageLoader(this.url)}get_pattern(e,t,i){const{_loader:r}=this;return this._loader.finished?r.image:r.promise}}i.ImageURLTexture=u,a=u,u.__name__=\"ImageURLTexture\",a.define((({String:e})=>({url:[e]})))},\n",
       "      function _(o,l,T,e,t){e(),t(\"ActionTool\",o(238).ActionTool),t(\"CustomAction\",o(361).CustomAction),t(\"HelpTool\",o(239).HelpTool),t(\"RedoTool\",o(362).RedoTool),t(\"ResetTool\",o(363).ResetTool),t(\"SaveTool\",o(364).SaveTool),t(\"UndoTool\",o(365).UndoTool),t(\"ZoomInTool\",o(366).ZoomInTool),t(\"ZoomOutTool\",o(369).ZoomOutTool),t(\"ButtonTool\",o(224).ButtonTool),t(\"EditTool\",o(370).EditTool),t(\"BoxEditTool\",o(371).BoxEditTool),t(\"FreehandDrawTool\",o(372).FreehandDrawTool),t(\"PointDrawTool\",o(373).PointDrawTool),t(\"PolyDrawTool\",o(374).PolyDrawTool),t(\"PolyTool\",o(375).PolyTool),t(\"PolyEditTool\",o(376).PolyEditTool),t(\"BoxSelectTool\",o(377).BoxSelectTool),t(\"BoxZoomTool\",o(379).BoxZoomTool),t(\"GestureTool\",o(223).GestureTool),t(\"LassoSelectTool\",o(380).LassoSelectTool),t(\"LineEditTool\",o(382).LineEditTool),t(\"PanTool\",o(384).PanTool),t(\"PolySelectTool\",o(381).PolySelectTool),t(\"RangeTool\",o(385).RangeTool),t(\"SelectTool\",o(378).SelectTool),t(\"TapTool\",o(386).TapTool),t(\"WheelPanTool\",o(387).WheelPanTool),t(\"WheelZoomTool\",o(388).WheelZoomTool),t(\"CrosshairTool\",o(389).CrosshairTool),t(\"CustomJSHover\",o(390).CustomJSHover),t(\"HoverTool\",o(391).HoverTool),t(\"InspectTool\",o(232).InspectTool),t(\"Tool\",o(222).Tool),t(\"ToolProxy\",o(394).ToolProxy),t(\"Toolbar\",o(221).Toolbar),t(\"ToolbarBase\",o(233).ToolbarBase),t(\"ProxyToolbar\",o(395).ProxyToolbar),t(\"ToolbarBox\",o(395).ToolbarBox)},\n",
       "      function _(t,o,e,s,n){var c;s();const i=t(238);class u extends i.ActionToolButtonView{css_classes(){return super.css_classes().concat(\"bk-toolbar-button-custom-action\")}}e.CustomActionButtonView=u,u.__name__=\"CustomActionButtonView\";class l extends i.ActionToolView{doit(){var t;null===(t=this.model.callback)||void 0===t||t.execute(this.model)}}e.CustomActionView=l,l.__name__=\"CustomActionView\";class a extends i.ActionTool{constructor(t){super(t),this.tool_name=\"Custom Action\",this.button_view=u}}e.CustomAction=a,c=a,a.__name__=\"CustomAction\",c.prototype.default_view=l,c.define((({Any:t,String:o,Nullable:e})=>({callback:[e(t)],icon:[o]}))),c.override({description:\"Perform a Custom Action\"})},\n",
       "      function _(e,o,t,i,s){var n;i();const l=e(238),_=e(228);class d extends l.ActionToolView{connect_signals(){super.connect_signals(),this.connect(this.plot_view.state.changed,(()=>this.model.disabled=!this.plot_view.state.can_redo))}doit(){const e=this.plot_view.state.redo();null!=(null==e?void 0:e.range)&&this.plot_view.trigger_ranges_update_event()}}t.RedoToolView=d,d.__name__=\"RedoToolView\";class a extends l.ActionTool{constructor(e){super(e),this.tool_name=\"Redo\",this.icon=_.tool_icon_redo}}t.RedoTool=a,n=a,a.__name__=\"RedoTool\",n.prototype.default_view=d,n.override({disabled:!0}),n.register_alias(\"redo\",(()=>new a))},\n",
       "      function _(e,o,t,s,i){var _;s();const n=e(238),l=e(228);class c extends n.ActionToolView{doit(){this.plot_view.reset()}}t.ResetToolView=c,c.__name__=\"ResetToolView\";class r extends n.ActionTool{constructor(e){super(e),this.tool_name=\"Reset\",this.icon=l.tool_icon_reset}}t.ResetTool=r,_=r,r.__name__=\"ResetTool\",_.prototype.default_view=c,_.register_alias(\"reset\",(()=>new r))},\n",
       "      function _(e,o,t,a,i){var s;a();const c=e(238),n=e(228);class l extends c.ActionToolView{async copy(){const e=await this.plot_view.to_blob(),o=new ClipboardItem({[e.type]:Promise.resolve(e)});await navigator.clipboard.write([o])}async save(e){const o=await this.plot_view.to_blob(),t=document.createElement(\"a\");t.href=URL.createObjectURL(o),t.download=e,t.target=\"_blank\",t.dispatchEvent(new MouseEvent(\"click\"))}doit(e=\"save\"){switch(e){case\"save\":this.save(\"bokeh_plot\");break;case\"copy\":this.copy()}}}t.SaveToolView=l,l.__name__=\"SaveToolView\";class r extends c.ActionTool{constructor(e){super(e),this.tool_name=\"Save\",this.icon=n.tool_icon_save}get menu(){return[{icon:\"bk-tool-icon-copy-to-clipboard\",tooltip:\"Copy image to clipboard\",if:()=>\"undefined\"!=typeof ClipboardItem,handler:()=>{this.do.emit(\"copy\")}}]}}t.SaveTool=r,s=r,r.__name__=\"SaveTool\",s.prototype.default_view=l,s.register_alias(\"save\",(()=>new r))},\n",
       "      function _(o,e,t,n,i){var s;n();const l=o(238),_=o(228);class d extends l.ActionToolView{connect_signals(){super.connect_signals(),this.connect(this.plot_view.state.changed,(()=>this.model.disabled=!this.plot_view.state.can_undo))}doit(){const o=this.plot_view.state.undo();null!=(null==o?void 0:o.range)&&this.plot_view.trigger_ranges_update_event()}}t.UndoToolView=d,d.__name__=\"UndoToolView\";class a extends l.ActionTool{constructor(o){super(o),this.tool_name=\"Undo\",this.icon=_.tool_icon_undo}}t.UndoTool=a,s=a,a.__name__=\"UndoTool\",s.prototype.default_view=d,s.override({disabled:!0}),s.register_alias(\"undo\",(()=>new a))},\n",
       "      function _(o,n,e,i,s){var t;i();const _=o(367),m=o(228);class a extends _.ZoomBaseToolView{}e.ZoomInToolView=a,a.__name__=\"ZoomInToolView\";class l extends _.ZoomBaseTool{constructor(o){super(o),this.sign=1,this.tool_name=\"Zoom In\",this.icon=m.tool_icon_zoom_in}}e.ZoomInTool=l,t=l,l.__name__=\"ZoomInTool\",t.prototype.default_view=a,t.register_alias(\"zoom_in\",(()=>new l({dimensions:\"both\"}))),t.register_alias(\"xzoom_in\",(()=>new l({dimensions:\"width\"}))),t.register_alias(\"yzoom_in\",(()=>new l({dimensions:\"height\"})))},\n",
       "      function _(o,t,e,i,s){var n;i();const a=o(238),_=o(20),l=o(368);class m extends a.ActionToolView{doit(){var o;const t=this.plot_view.frame,e=this.model.dimensions,i=\"width\"==e||\"both\"==e,s=\"height\"==e||\"both\"==e,n=(0,l.scale_range)(t,this.model.sign*this.model.factor,i,s);this.plot_view.state.push(\"zoom_out\",{range:n}),this.plot_view.update_range(n,{scrolling:!0,maintain_focus:this.model.maintain_focus}),null===(o=this.model.document)||void 0===o||o.interactive_start(this.plot_model),this.plot_view.trigger_ranges_update_event()}}e.ZoomBaseToolView=m,m.__name__=\"ZoomBaseToolView\";class h extends a.ActionTool{constructor(o){super(o),this.maintain_focus=!0}get tooltip(){return this._get_dim_tooltip(this.dimensions)}}e.ZoomBaseTool=h,n=h,h.__name__=\"ZoomBaseTool\",n.define((({Percent:o})=>({factor:[o,.1],dimensions:[_.Dimensions,\"both\"]})))},\n",
       "      function _(n,t,o,r,s){r();const c=n(10);function e(n,t,o){const[r,s]=[n.start,n.end],c=null!=o?o:(s+r)/2;return[r-(r-c)*t,s-(s-c)*t]}function a(n,[t,o]){const r=new Map;for(const[s,c]of n){const[n,e]=c.r_invert(t,o);r.set(s,{start:n,end:e})}return r}o.scale_highlow=e,o.get_info=a,o.scale_range=function(n,t,o=!0,r=!0,s){t=(0,c.clamp)(t,-.9,.9);const l=o?t:0,[u,i]=e(n.bbox.h_range,l,null!=s?s.x:void 0),_=a(n.x_scales,[u,i]),f=r?t:0,[g,x]=e(n.bbox.v_range,f,null!=s?s.y:void 0);return{xrs:_,yrs:a(n.y_scales,[g,x]),factor:t}}},\n",
       "      function _(o,e,t,i,s){var n;i();const _=o(367),a=o(228);class m extends _.ZoomBaseToolView{}t.ZoomOutToolView=m,m.__name__=\"ZoomOutToolView\";class l extends _.ZoomBaseTool{constructor(o){super(o),this.sign=-1,this.tool_name=\"Zoom Out\",this.icon=a.tool_icon_zoom_out}}t.ZoomOutTool=l,n=l,l.__name__=\"ZoomOutTool\",n.prototype.default_view=m,n.define((({Boolean:o})=>({maintain_focus:[o,!0]}))),n.register_alias(\"zoom_out\",(()=>new l({dimensions:\"both\"}))),n.register_alias(\"xzoom_out\",(()=>new l({dimensions:\"width\"}))),n.register_alias(\"yzoom_out\",(()=>new l({dimensions:\"height\"})))},\n",
       "      function _(e,t,s,o,n){var r;o();const i=e(9),c=e(8),a=e(11),_=e(175),l=e(223);class d extends l.GestureToolView{constructor(){super(...arguments),this._mouse_in_frame=!0}_select_mode(e){const{shiftKey:t,ctrlKey:s}=e;return t||s?t&&!s?\"append\":!t&&s?\"intersect\":t&&s?\"subtract\":void(0,a.unreachable)():\"replace\"}_move_enter(e){this._mouse_in_frame=!0}_move_exit(e){this._mouse_in_frame=!1}_map_drag(e,t,s){if(!this.plot_view.frame.bbox.contains(e,t))return null;const o=this.plot_view.renderer_view(s);if(null==o)return null;return[o.coordinates.x_scale.invert(e),o.coordinates.y_scale.invert(t)]}_delete_selected(e){const t=e.data_source,s=t.selected.indices;s.sort();for(const e of t.columns()){const o=t.get_array(e);for(let e=0;e<s.length;e++){const t=s[e];o.splice(t-e,1)}}this._emit_cds_changes(t)}_pop_glyphs(e,t){const s=e.columns();if(t&&s.length)for(const o of s){let s=e.get_array(o);const n=s.length-t+1;n<1||((0,c.isArray)(s)||(s=Array.from(s),e.data[o]=s),s.splice(0,n))}}_emit_cds_changes(e,t=!0,s=!0,o=!0){s&&e.selection_manager.clear(),t&&e.change.emit(),o&&(e.data=e.data,e.properties.data.change.emit())}_drag_points(e,t,s=\"both\"){if(null==this._basepoint)return;const[o,n]=this._basepoint;for(const r of t){const t=this._map_drag(o,n,r),i=this._map_drag(e.sx,e.sy,r);if(null==i||null==t)continue;const[c,a]=i,[_,l]=t,[d,u]=[c-_,a-l],h=r.glyph,m=r.data_source,[p,f]=[h.x.field,h.y.field];for(const e of m.selected.indices)!p||\"width\"!=s&&\"both\"!=s||(m.data[p][e]+=d),!f||\"height\"!=s&&\"both\"!=s||(m.data[f][e]+=u);m.change.emit()}this._basepoint=[e.sx,e.sy]}_pad_empty_columns(e,t){for(const s of e.columns())(0,i.includes)(t,s)||e.get_array(s).push(this.model.empty_value)}_select_event(e,t,s){const o=this.plot_view.frame,{sx:n,sy:r}=e;if(!o.bbox.contains(n,r))return[];const i={type:\"point\",sx:n,sy:r},c=[];for(const e of s){const s=e.get_selection_manager(),o=e.data_source,n=this.plot_view.renderer_view(e);if(null!=n){s.select([n],i,!0,t)&&c.push(e),o.properties.selected.change.emit()}}return c}}s.EditToolView=d,d.__name__=\"EditToolView\";class u extends l.GestureTool{constructor(e){super(e)}get computed_icon(){var e;return null!==(e=this.custom_icon)&&void 0!==e?e:this.icon}}s.EditTool=u,r=u,u.__name__=\"EditTool\",r.define((({Unknown:e,String:t,Array:s,Ref:o,Nullable:n})=>({custom_icon:[n(t),null],empty_value:[e],renderers:[s(o(_.GlyphRenderer)),[]]})))},\n",
       "      function _(e,t,s,i,_){var o;i();const n=e(43),a=e(20),d=e(370),l=e(228);class r extends d.EditToolView{_tap(e){null==this._draw_basepoint&&null==this._basepoint&&this._select_event(e,this._select_mode(e),this.model.renderers)}_keyup(e){if(this.model.active&&this._mouse_in_frame)for(const t of this.model.renderers)if(e.keyCode===n.Keys.Backspace)this._delete_selected(t);else if(e.keyCode==n.Keys.Esc){t.data_source.selection_manager.clear()}}_set_extent([e,t],[s,i],_,o=!1){const n=this.model.renderers[0],a=this.plot_view.renderer_view(n);if(null==a)return;const d=n.glyph,l=n.data_source,[r,h]=a.coordinates.x_scale.r_invert(e,t),[p,u]=a.coordinates.y_scale.r_invert(s,i),[c,m]=[(r+h)/2,(p+u)/2],[f,b]=[h-r,u-p],[y,x]=[d.x.field,d.y.field],[w,v]=[d.width.field,d.height.field];if(_)this._pop_glyphs(l,this.model.num_objects),y&&l.get_array(y).push(c),x&&l.get_array(x).push(m),w&&l.get_array(w).push(f),v&&l.get_array(v).push(b),this._pad_empty_columns(l,[y,x,w,v]);else{const e=l.data[y].length-1;y&&(l.data[y][e]=c),x&&(l.data[x][e]=m),w&&(l.data[w][e]=f),v&&(l.data[v][e]=b)}this._emit_cds_changes(l,!0,!1,o)}_update_box(e,t=!1,s=!1){if(null==this._draw_basepoint)return;const i=[e.sx,e.sy],_=this.plot_view.frame,o=this.model.dimensions,n=this.model._get_dim_limits(this._draw_basepoint,i,_,o);if(null!=n){const[e,i]=n;this._set_extent(e,i,t,s)}}_doubletap(e){this.model.active&&(null!=this._draw_basepoint?(this._update_box(e,!1,!0),this._draw_basepoint=null):(this._draw_basepoint=[e.sx,e.sy],this._select_event(e,\"append\",this.model.renderers),this._update_box(e,!0,!1)))}_move(e){this._update_box(e,!1,!1)}_pan_start(e){if(e.shiftKey){if(null!=this._draw_basepoint)return;this._draw_basepoint=[e.sx,e.sy],this._update_box(e,!0,!1)}else{if(null!=this._basepoint)return;this._select_event(e,\"append\",this.model.renderers),this._basepoint=[e.sx,e.sy]}}_pan(e,t=!1,s=!1){if(e.shiftKey){if(null==this._draw_basepoint)return;this._update_box(e,t,s)}else{if(null==this._basepoint)return;this._drag_points(e,this.model.renderers)}}_pan_end(e){if(this._pan(e,!1,!0),e.shiftKey)this._draw_basepoint=null;else{this._basepoint=null;for(const e of this.model.renderers)this._emit_cds_changes(e.data_source,!1,!0,!0)}}}s.BoxEditToolView=r,r.__name__=\"BoxEditToolView\";class h extends d.EditTool{constructor(e){super(e),this.tool_name=\"Box Edit Tool\",this.icon=l.tool_icon_box_edit,this.event_type=[\"tap\",\"pan\",\"move\"],this.default_order=1}}s.BoxEditTool=h,o=h,h.__name__=\"BoxEditTool\",o.prototype.default_view=r,o.define((({Int:e})=>({dimensions:[a.Dimensions,\"both\"],num_objects:[e,0]})))},\n",
       "      function _(e,t,a,s,r){var _;s();const d=e(43),o=e(8),n=e(370),i=e(228);class l extends n.EditToolView{_draw(e,t,a=!1){if(!this.model.active)return;const s=this.model.renderers[0],r=this._map_drag(e.sx,e.sy,s);if(null==r)return;const[_,d]=r,n=s.data_source,i=s.glyph,[l,h]=[i.xs.field,i.ys.field];if(\"new\"==t)this._pop_glyphs(n,this.model.num_objects),l&&n.get_array(l).push([_]),h&&n.get_array(h).push([d]),this._pad_empty_columns(n,[l,h]);else if(\"add\"==t){if(l){const e=n.data[l].length-1;let t=n.get_array(l)[e];(0,o.isArray)(t)||(t=Array.from(t),n.data[l][e]=t),t.push(_)}if(h){const e=n.data[h].length-1;let t=n.get_array(h)[e];(0,o.isArray)(t)||(t=Array.from(t),n.data[h][e]=t),t.push(d)}}this._emit_cds_changes(n,!0,!0,a)}_pan_start(e){this._draw(e,\"new\")}_pan(e){this._draw(e,\"add\")}_pan_end(e){this._draw(e,\"add\",!0)}_tap(e){this._select_event(e,this._select_mode(e),this.model.renderers)}_keyup(e){if(this.model.active&&this._mouse_in_frame)for(const t of this.model.renderers)e.keyCode===d.Keys.Esc?t.data_source.selection_manager.clear():e.keyCode===d.Keys.Backspace&&this._delete_selected(t)}}a.FreehandDrawToolView=l,l.__name__=\"FreehandDrawToolView\";class h extends n.EditTool{constructor(e){super(e),this.tool_name=\"Freehand Draw Tool\",this.icon=i.tool_icon_freehand_draw,this.event_type=[\"pan\",\"tap\"],this.default_order=3}}a.FreehandDrawTool=h,_=h,h.__name__=\"FreehandDrawTool\",_.prototype.default_view=l,_.define((({Int:e})=>({num_objects:[e,0]}))),_.register_alias(\"freehand_draw\",(()=>new h))},\n",
       "      function _(e,t,s,o,a){var i;o();const n=e(43),_=e(370),r=e(228);class d extends _.EditToolView{_tap(e){if(this._select_event(e,this._select_mode(e),this.model.renderers).length||!this.model.add)return;const t=this.model.renderers[0],s=this._map_drag(e.sx,e.sy,t);if(null==s)return;const o=t.glyph,a=t.data_source,[i,n]=[o.x.field,o.y.field],[_,r]=s;this._pop_glyphs(a,this.model.num_objects),i&&a.get_array(i).push(_),n&&a.get_array(n).push(r),this._pad_empty_columns(a,[i,n]),a.change.emit(),a.data=a.data,a.properties.data.change.emit()}_keyup(e){if(this.model.active&&this._mouse_in_frame)for(const t of this.model.renderers)e.keyCode===n.Keys.Backspace?this._delete_selected(t):e.keyCode==n.Keys.Esc&&t.data_source.selection_manager.clear()}_pan_start(e){this.model.drag&&(this._select_event(e,\"append\",this.model.renderers),this._basepoint=[e.sx,e.sy])}_pan(e){this.model.drag&&null!=this._basepoint&&this._drag_points(e,this.model.renderers)}_pan_end(e){if(this.model.drag){this._pan(e);for(const e of this.model.renderers)this._emit_cds_changes(e.data_source,!1,!0,!0);this._basepoint=null}}}s.PointDrawToolView=d,d.__name__=\"PointDrawToolView\";class l extends _.EditTool{constructor(e){super(e),this.tool_name=\"Point Draw Tool\",this.icon=r.tool_icon_point_draw,this.event_type=[\"tap\",\"pan\",\"move\"],this.default_order=2}}s.PointDrawTool=l,i=l,l.__name__=\"PointDrawTool\",i.prototype.default_view=d,i.define((({Boolean:e,Int:t})=>({add:[e,!0],drag:[e,!0],num_objects:[t,0]})))},\n",
       "      function _(e,t,s,i,a){var r;i();const o=e(43),n=e(8),d=e(375),_=e(228);class h extends d.PolyToolView{constructor(){super(...arguments),this._drawing=!1,this._initialized=!1}_tap(e){this._drawing?this._draw(e,\"add\",!0):this._select_event(e,this._select_mode(e),this.model.renderers)}_draw(e,t,s=!1){const i=this.model.renderers[0],a=this._map_drag(e.sx,e.sy,i);if(this._initialized||this.activate(),null==a)return;const[r,o]=this._snap_to_vertex(e,...a),d=i.data_source,_=i.glyph,[h,l]=[_.xs.field,_.ys.field];if(\"new\"==t)this._pop_glyphs(d,this.model.num_objects),h&&d.get_array(h).push([r,r]),l&&d.get_array(l).push([o,o]),this._pad_empty_columns(d,[h,l]);else if(\"edit\"==t){if(h){const e=d.data[h][d.data[h].length-1];e[e.length-1]=r}if(l){const e=d.data[l][d.data[l].length-1];e[e.length-1]=o}}else if(\"add\"==t){if(h){const e=d.data[h].length-1;let t=d.get_array(h)[e];const s=t[t.length-1];t[t.length-1]=r,(0,n.isArray)(t)||(t=Array.from(t),d.data[h][e]=t),t.push(s)}if(l){const e=d.data[l].length-1;let t=d.get_array(l)[e];const s=t[t.length-1];t[t.length-1]=o,(0,n.isArray)(t)||(t=Array.from(t),d.data[l][e]=t),t.push(s)}}this._emit_cds_changes(d,!0,!1,s)}_show_vertices(){if(!this.model.active)return;const e=[],t=[];for(let s=0;s<this.model.renderers.length;s++){const i=this.model.renderers[s],a=i.data_source,r=i.glyph,[o,n]=[r.xs.field,r.ys.field];if(o)for(const t of a.get_array(o))e.push(...t);if(n)for(const e of a.get_array(n))t.push(...e);this._drawing&&s==this.model.renderers.length-1&&(e.splice(e.length-1,1),t.splice(t.length-1,1))}this._set_vertices(e,t)}_doubletap(e){this.model.active&&(this._drawing?(this._drawing=!1,this._draw(e,\"edit\",!0)):(this._drawing=!0,this._draw(e,\"new\",!0)))}_move(e){this._drawing&&this._draw(e,\"edit\")}_remove(){const e=this.model.renderers[0],t=e.data_source,s=e.glyph,[i,a]=[s.xs.field,s.ys.field];if(i){const e=t.data[i].length-1,s=t.get_array(i)[e];s.splice(s.length-1,1)}if(a){const e=t.data[a].length-1,s=t.get_array(a)[e];s.splice(s.length-1,1)}this._emit_cds_changes(t)}_keyup(e){if(this.model.active&&this._mouse_in_frame)for(const t of this.model.renderers)e.keyCode===o.Keys.Backspace?this._delete_selected(t):e.keyCode==o.Keys.Esc&&(this._drawing&&(this._remove(),this._drawing=!1),t.data_source.selection_manager.clear())}_pan_start(e){this.model.drag&&(this._select_event(e,\"append\",this.model.renderers),this._basepoint=[e.sx,e.sy])}_pan(e){if(null==this._basepoint||!this.model.drag)return;const[t,s]=this._basepoint;for(const i of this.model.renderers){const a=this._map_drag(t,s,i),r=this._map_drag(e.sx,e.sy,i);if(null==r||null==a)continue;const o=i.data_source,n=i.glyph,[d,_]=[n.xs.field,n.ys.field];if(!d&&!_)continue;const[h,l]=r,[c,g]=a,[f,p]=[h-c,l-g];for(const e of o.selected.indices){let t,s,i;d&&(s=o.data[d][e]),_?(i=o.data[_][e],t=i.length):t=s.length;for(let e=0;e<t;e++)s&&(s[e]+=f),i&&(i[e]+=p)}o.change.emit()}this._basepoint=[e.sx,e.sy]}_pan_end(e){if(this.model.drag){this._pan(e);for(const e of this.model.renderers)this._emit_cds_changes(e.data_source);this._basepoint=null}}activate(){if(this.model.vertex_renderer&&this.model.active){if(this._show_vertices(),!this._initialized)for(const e of this.model.renderers){const t=e.data_source;t.connect(t.properties.data.change,(()=>this._show_vertices()))}this._initialized=!0}}deactivate(){this._drawing&&(this._remove(),this._drawing=!1),this.model.vertex_renderer&&this._hide_vertices()}}s.PolyDrawToolView=h,h.__name__=\"PolyDrawToolView\";class l extends d.PolyTool{constructor(e){super(e),this.tool_name=\"Polygon Draw Tool\",this.icon=_.tool_icon_poly_draw,this.event_type=[\"pan\",\"tap\",\"move\"],this.default_order=3}}s.PolyDrawTool=l,r=l,l.__name__=\"PolyDrawTool\",r.prototype.default_view=h,r.define((({Boolean:e,Int:t})=>({drag:[e,!0],num_objects:[t,0]})))},\n",
       "      function _(e,r,t,s,o){var _;s();const d=e(8),i=e(370);class l extends i.EditToolView{_set_vertices(e,r){const t=this.model.vertex_renderer.glyph,s=this.model.vertex_renderer.data_source,[o,_]=[t.x.field,t.y.field];o&&((0,d.isArray)(e)?s.data[o]=e:t.x={value:e}),_&&((0,d.isArray)(r)?s.data[_]=r:t.y={value:r}),this._emit_cds_changes(s,!0,!0,!1)}_hide_vertices(){this._set_vertices([],[])}_snap_to_vertex(e,r,t){if(this.model.vertex_renderer){const s=this._select_event(e,\"replace\",[this.model.vertex_renderer]),o=this.model.vertex_renderer.data_source,_=this.model.vertex_renderer.glyph,[d,i]=[_.x.field,_.y.field];if(s.length){const e=o.selected.indices[0];d&&(r=o.data[d][e]),i&&(t=o.data[i][e]),o.selection_manager.clear()}}return[r,t]}}t.PolyToolView=l,l.__name__=\"PolyToolView\";class n extends i.EditTool{constructor(e){super(e)}}t.PolyTool=n,_=n,n.__name__=\"PolyTool\",_.define((({AnyRef:e})=>({vertex_renderer:[e()]})))},\n",
       "      function _(e,t,s,r,i){var _;r();const d=e(43),n=e(8),l=e(375),a=e(228);class c extends l.PolyToolView{constructor(){super(...arguments),this._drawing=!1,this._cur_index=null}_doubletap(e){if(!this.model.active)return;const t=this._map_drag(e.sx,e.sy,this.model.vertex_renderer);if(null==t)return;const[s,r]=t,i=this._select_event(e,\"replace\",[this.model.vertex_renderer]),_=this.model.vertex_renderer.data_source,d=this.model.vertex_renderer.glyph,[n,l]=[d.x.field,d.y.field];if(i.length&&null!=this._selected_renderer){const e=_.selected.indices[0];this._drawing?(this._drawing=!1,_.selection_manager.clear()):(_.selected.indices=[e+1],n&&_.get_array(n).splice(e+1,0,s),l&&_.get_array(l).splice(e+1,0,r),this._drawing=!0),_.change.emit(),this._emit_cds_changes(this._selected_renderer.data_source)}else this._show_vertices(e)}_show_vertices(e){if(!this.model.active)return;const t=this.model.renderers[0],s=()=>this._update_vertices(t),r=null==t?void 0:t.data_source,i=this._select_event(e,\"replace\",this.model.renderers);if(!i.length)return this._set_vertices([],[]),this._selected_renderer=null,this._drawing=!1,this._cur_index=null,void(null!=r&&r.disconnect(r.properties.data.change,s));null!=r&&r.connect(r.properties.data.change,s),this._cur_index=i[0].data_source.selected.indices[0],this._update_vertices(i[0])}_update_vertices(e){const t=e.glyph,s=e.data_source,r=this._cur_index,[i,_]=[t.xs.field,t.ys.field];if(this._drawing)return;if(null==r&&(i||_))return;let d,l;i&&null!=r?(d=s.data[i][r],(0,n.isArray)(d)||(s.data[i][r]=d=Array.from(d))):d=t.xs.value,_&&null!=r?(l=s.data[_][r],(0,n.isArray)(l)||(s.data[_][r]=l=Array.from(l))):l=t.ys.value,this._selected_renderer=e,this._set_vertices(d,l)}_move(e){if(this._drawing&&null!=this._selected_renderer){const t=this.model.vertex_renderer,s=t.data_source,r=t.glyph,i=this._map_drag(e.sx,e.sy,t);if(null==i)return;let[_,d]=i;const n=s.selected.indices;[_,d]=this._snap_to_vertex(e,_,d),s.selected.indices=n;const[l,a]=[r.x.field,r.y.field],c=n[0];l&&(s.data[l][c]=_),a&&(s.data[a][c]=d),s.change.emit(),this._selected_renderer.data_source.change.emit()}}_tap(e){const t=this.model.vertex_renderer,s=this._map_drag(e.sx,e.sy,t);if(null==s)return;if(this._drawing&&this._selected_renderer){let[r,i]=s;const _=t.data_source,d=t.glyph,[n,l]=[d.x.field,d.y.field],a=_.selected.indices;[r,i]=this._snap_to_vertex(e,r,i);const c=a[0];if(_.selected.indices=[c+1],n){const e=_.get_array(n),t=e[c];e[c]=r,e.splice(c+1,0,t)}if(l){const e=_.get_array(l),t=e[c];e[c]=i,e.splice(c+1,0,t)}return _.change.emit(),void this._emit_cds_changes(this._selected_renderer.data_source,!0,!1,!0)}const r=this._select_mode(e);this._select_event(e,r,[t]),this._select_event(e,r,this.model.renderers)}_remove_vertex(){if(!this._drawing||!this._selected_renderer)return;const e=this.model.vertex_renderer,t=e.data_source,s=e.glyph,r=t.selected.indices[0],[i,_]=[s.x.field,s.y.field];i&&t.get_array(i).splice(r,1),_&&t.get_array(_).splice(r,1),t.change.emit(),this._emit_cds_changes(this._selected_renderer.data_source)}_pan_start(e){this._select_event(e,\"append\",[this.model.vertex_renderer]),this._basepoint=[e.sx,e.sy]}_pan(e){null!=this._basepoint&&(this._drag_points(e,[this.model.vertex_renderer]),this._selected_renderer&&this._selected_renderer.data_source.change.emit())}_pan_end(e){null!=this._basepoint&&(this._drag_points(e,[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)}_keyup(e){if(!this.model.active||!this._mouse_in_frame)return;let t;t=this._selected_renderer?[this.model.vertex_renderer]:this.model.renderers;for(const s of t)e.keyCode===d.Keys.Backspace?(this._delete_selected(s),this._selected_renderer&&this._emit_cds_changes(this._selected_renderer.data_source)):e.keyCode==d.Keys.Esc&&(this._drawing?(this._remove_vertex(),this._drawing=!1):this._selected_renderer&&this._hide_vertices(),s.data_source.selection_manager.clear())}deactivate(){this._selected_renderer&&(this._drawing&&(this._remove_vertex(),this._drawing=!1),this._hide_vertices())}}s.PolyEditToolView=c,c.__name__=\"PolyEditToolView\";class o extends l.PolyTool{constructor(e){super(e),this.tool_name=\"Poly Edit Tool\",this.icon=a.tool_icon_poly_edit,this.event_type=[\"tap\",\"pan\",\"move\"],this.default_order=4}}s.PolyEditTool=o,_=o,o.__name__=\"PolyEditTool\",_.prototype.default_view=c},\n",
       "      function _(e,t,o,s,i){var l;s();const n=e(378),_=e(116),c=e(20),r=e(228);class a extends n.SelectToolView{_compute_limits(e){const t=this.plot_view.frame,o=this.model.dimensions;let s=this._base_point;if(\"center\"==this.model.origin){const[t,o]=s,[i,l]=e;s=[t-(i-t),o-(l-o)]}return this.model._get_dim_limits(s,e,t,o)}_pan_start(e){const{sx:t,sy:o}=e;this._base_point=[t,o]}_pan(e){const{sx:t,sy:o}=e,s=[t,o],[i,l]=this._compute_limits(s);this.model.overlay.update({left:i[0],right:i[1],top:l[0],bottom:l[1]}),this.model.select_every_mousemove&&this._do_select(i,l,!1,this._select_mode(e))}_pan_end(e){const{sx:t,sy:o}=e,s=[t,o],[i,l]=this._compute_limits(s);this._do_select(i,l,!0,this._select_mode(e)),this.model.overlay.update({left:null,right:null,top:null,bottom:null}),this._base_point=null,this.plot_view.state.push(\"box_select\",{selection:this.plot_view.get_selection()})}_do_select([e,t],[o,s],i,l=\"replace\"){const n={type:\"rect\",sx0:e,sx1:t,sy0:o,sy1:s};this._select(n,i,l)}}o.BoxSelectToolView=a,a.__name__=\"BoxSelectToolView\";const h=()=>new _.BoxAnnotation({level:\"overlay\",top_units:\"screen\",left_units:\"screen\",bottom_units:\"screen\",right_units:\"screen\",fill_color:\"lightgrey\",fill_alpha:.5,line_color:\"black\",line_alpha:1,line_width:2,line_dash:[4,4]});class m extends n.SelectTool{constructor(e){super(e),this.tool_name=\"Box Select\",this.icon=r.tool_icon_box_select,this.event_type=\"pan\",this.default_order=30}get tooltip(){return this._get_dim_tooltip(this.dimensions)}}o.BoxSelectTool=m,l=m,m.__name__=\"BoxSelectTool\",l.prototype.default_view=a,l.define((({Boolean:e,Ref:t})=>({dimensions:[c.Dimensions,\"both\"],select_every_mousemove:[e,!1],overlay:[t(_.BoxAnnotation),h],origin:[c.BoxOrigin,\"corner\"]}))),l.register_alias(\"box_select\",(()=>new m)),l.register_alias(\"xbox_select\",(()=>new m({dimensions:\"width\"}))),l.register_alias(\"ybox_select\",(()=>new m({dimensions:\"height\"})))},\n",
       "      function _(e,t,s,n,r){var o;n();const c=e(223),i=e(175),a=e(339),l=e(176),d=e(66),_=e(20),h=e(43),p=e(251),u=e(15),m=e(11);class v extends c.GestureToolView{connect_signals(){super.connect_signals(),this.model.clear.connect((()=>this._clear()))}get computed_renderers(){const{renderers:e,names:t}=this.model,s=this.plot_model.data_renderers;return(0,d.compute_renderers)(e,s,t)}_computed_renderers_by_data_source(){var e;const t=new Map;for(const s of this.computed_renderers){let n;if(s instanceof i.GlyphRenderer)n=s.data_source;else{if(!(s instanceof a.GraphRenderer))continue;n=s.node_renderer.data_source}const r=null!==(e=t.get(n))&&void 0!==e?e:[];t.set(n,[...r,s])}return t}_select_mode(e){const{shiftKey:t,ctrlKey:s}=e;return t||s?t&&!s?\"append\":!t&&s?\"intersect\":t&&s?\"subtract\":void(0,m.unreachable)():this.model.mode}_keyup(e){e.keyCode==h.Keys.Esc&&this._clear()}_clear(){for(const e of this.computed_renderers)e.get_selection_manager().clear();const e=this.computed_renderers.map((e=>this.plot_view.renderer_view(e)));this.plot_view.request_paint(e)}_select(e,t,s){const n=this._computed_renderers_by_data_source();for(const[,r]of n){const n=r[0].get_selection_manager(),o=[];for(const e of r){const t=this.plot_view.renderer_view(e);null!=t&&o.push(t)}n.select(o,e,t,s)}null!=this.model.callback&&this._emit_callback(e),this._emit_selection_event(e,t)}_emit_selection_event(e,t=!0){const{x_scale:s,y_scale:n}=this.plot_view.frame;let r;switch(e.type){case\"point\":{const{sx:t,sy:o}=e,c=s.invert(t),i=n.invert(o);r=Object.assign(Object.assign({},e),{x:c,y:i});break}case\"span\":{const{sx:t,sy:o}=e,c=s.invert(t),i=n.invert(o);r=Object.assign(Object.assign({},e),{x:c,y:i});break}case\"rect\":{const{sx0:t,sx1:o,sy0:c,sy1:i}=e,[a,l]=s.r_invert(t,o),[d,_]=n.r_invert(c,i);r=Object.assign(Object.assign({},e),{x0:a,y0:d,x1:l,y1:_});break}case\"poly\":{const{sx:t,sy:o}=e,c=s.v_invert(t),i=n.v_invert(o);r=Object.assign(Object.assign({},e),{x:c,y:i});break}}this.plot_model.trigger_event(new p.SelectionGeometry(r,t))}}s.SelectToolView=v,v.__name__=\"SelectToolView\";class b extends c.GestureTool{constructor(e){super(e)}initialize(){super.initialize(),this.clear=new u.Signal0(this,\"clear\")}get menu(){return[{icon:\"bk-tool-icon-replace-mode\",tooltip:\"Replace the current selection\",active:()=>\"replace\"==this.mode,handler:()=>{this.mode=\"replace\",this.active=!0}},{icon:\"bk-tool-icon-append-mode\",tooltip:\"Append to the current selection (Shift)\",active:()=>\"append\"==this.mode,handler:()=>{this.mode=\"append\",this.active=!0}},{icon:\"bk-tool-icon-intersect-mode\",tooltip:\"Intersect with the current selection (Ctrl)\",active:()=>\"intersect\"==this.mode,handler:()=>{this.mode=\"intersect\",this.active=!0}},{icon:\"bk-tool-icon-subtract-mode\",tooltip:\"Subtract from the current selection (Shift+Ctrl)\",active:()=>\"subtract\"==this.mode,handler:()=>{this.mode=\"subtract\",this.active=!0}},null,{icon:\"bk-tool-icon-clear-selection\",tooltip:\"Clear the current selection (Esc)\",handler:()=>{this.clear.emit()}}]}}s.SelectTool=b,o=b,b.__name__=\"SelectTool\",o.define((({String:e,Array:t,Ref:s,Or:n,Auto:r})=>({renderers:[n(t(s(l.DataRenderer)),r),\"auto\"],names:[t(e),[]],mode:[_.SelectionMode,\"replace\"]})))},\n",
       "      function _(t,o,e,s,i){var n;s();const _=t(223),a=t(116),l=t(20),r=t(228);class h extends _.GestureToolView{_match_aspect(t,o,e){const s=e.bbox.aspect,i=e.bbox.h_range.end,n=e.bbox.h_range.start,_=e.bbox.v_range.end,a=e.bbox.v_range.start;let l=Math.abs(t[0]-o[0]),r=Math.abs(t[1]-o[1]);const h=0==r?0:l/r,[c]=h>=s?[1,h/s]:[s/h,1];let m,p,d,b;return t[0]<=o[0]?(m=t[0],p=t[0]+l*c,p>i&&(p=i)):(p=t[0],m=t[0]-l*c,m<n&&(m=n)),l=Math.abs(p-m),t[1]<=o[1]?(b=t[1],d=t[1]+l/s,d>_&&(d=_)):(d=t[1],b=t[1]-l/s,b<a&&(b=a)),r=Math.abs(d-b),t[0]<=o[0]?p=t[0]+s*r:m=t[0]-s*r,[[m,p],[b,d]]}_compute_limits(t){const o=this.plot_view.frame,e=this.model.dimensions;let s,i,n=this._base_point;if(\"center\"==this.model.origin){const[o,e]=n,[s,i]=t;n=[o-(s-o),e-(i-e)]}return this.model.match_aspect&&\"both\"==e?[s,i]=this._match_aspect(n,t,o):[s,i]=this.model._get_dim_limits(n,t,o,e),[s,i]}_pan_start(t){this._base_point=[t.sx,t.sy]}_pan(t){const o=[t.sx,t.sy],[e,s]=this._compute_limits(o);this.model.overlay.update({left:e[0],right:e[1],top:s[0],bottom:s[1]})}_pan_end(t){const o=[t.sx,t.sy],[e,s]=this._compute_limits(o);this._update(e,s),this.model.overlay.update({left:null,right:null,top:null,bottom:null}),this._base_point=null,this.plot_view.trigger_ranges_update_event()}_update([t,o],[e,s]){if(Math.abs(o-t)<=5||Math.abs(s-e)<=5)return;const{x_scales:i,y_scales:n}=this.plot_view.frame,_=new Map;for(const[e,s]of i){const[i,n]=s.r_invert(t,o);_.set(e,{start:i,end:n})}const a=new Map;for(const[t,o]of n){const[i,n]=o.r_invert(e,s);a.set(t,{start:i,end:n})}const l={xrs:_,yrs:a};this.plot_view.state.push(\"box_zoom\",{range:l}),this.plot_view.update_range(l)}}e.BoxZoomToolView=h,h.__name__=\"BoxZoomToolView\";const c=()=>new a.BoxAnnotation({level:\"overlay\",top_units:\"screen\",left_units:\"screen\",bottom_units:\"screen\",right_units:\"screen\",fill_color:\"lightgrey\",fill_alpha:.5,line_color:\"black\",line_alpha:1,line_width:2,line_dash:[4,4]});class m extends _.GestureTool{constructor(t){super(t),this.tool_name=\"Box Zoom\",this.icon=r.tool_icon_box_zoom,this.event_type=\"pan\",this.default_order=20}get tooltip(){return this._get_dim_tooltip(this.dimensions)}}e.BoxZoomTool=m,n=m,m.__name__=\"BoxZoomTool\",n.prototype.default_view=h,n.define((({Boolean:t,Ref:o})=>({dimensions:[l.Dimensions,\"both\"],overlay:[o(a.BoxAnnotation),c],match_aspect:[t,!1],origin:[l.BoxOrigin,\"corner\"]}))),n.register_alias(\"box_zoom\",(()=>new m({dimensions:\"both\"}))),n.register_alias(\"xbox_zoom\",(()=>new m({dimensions:\"width\"}))),n.register_alias(\"ybox_zoom\",(()=>new m({dimensions:\"height\"})))},\n",
       "      function _(s,e,t,o,_){var l;o();const i=s(378),a=s(217),c=s(381),n=s(43),h=s(228);class r extends i.SelectToolView{constructor(){super(...arguments),this.sxs=[],this.sys=[]}connect_signals(){super.connect_signals(),this.connect(this.model.properties.active.change,(()=>this._active_change()))}_active_change(){this.model.active||this._clear_overlay()}_keyup(s){s.keyCode==n.Keys.Enter&&this._clear_overlay()}_pan_start(s){this.sxs=[],this.sys=[];const{sx:e,sy:t}=s;this._append_overlay(e,t)}_pan(s){const[e,t]=this.plot_view.frame.bbox.clip(s.sx,s.sy);this._append_overlay(e,t),this.model.select_every_mousemove&&this._do_select(this.sxs,this.sys,!1,this._select_mode(s))}_pan_end(s){const{sxs:e,sys:t}=this;this._clear_overlay(),this._do_select(e,t,!0,this._select_mode(s)),this.plot_view.state.push(\"lasso_select\",{selection:this.plot_view.get_selection()})}_append_overlay(s,e){const{sxs:t,sys:o}=this;t.push(s),o.push(e),this.model.overlay.update({xs:t,ys:o})}_clear_overlay(){this.sxs=[],this.sys=[],this.model.overlay.update({xs:this.sxs,ys:this.sys})}_do_select(s,e,t,o){const _={type:\"poly\",sx:s,sy:e};this._select(_,t,o)}}t.LassoSelectToolView=r,r.__name__=\"LassoSelectToolView\";class y extends i.SelectTool{constructor(s){super(s),this.tool_name=\"Lasso Select\",this.icon=h.tool_icon_lasso_select,this.event_type=\"pan\",this.default_order=12}}t.LassoSelectTool=y,l=y,y.__name__=\"LassoSelectTool\",l.prototype.default_view=r,l.define((({Boolean:s,Ref:e})=>({select_every_mousemove:[s,!0],overlay:[e(a.PolyAnnotation),c.DEFAULT_POLY_OVERLAY]}))),l.register_alias(\"lasso_select\",(()=>new y))},\n",
       "      function _(e,t,s,l,o){var i;l();const a=e(378),_=e(217),c=e(43),n=e(9),h=e(228);class y extends a.SelectToolView{initialize(){super.initialize(),this.data={sx:[],sy:[]}}connect_signals(){super.connect_signals(),this.connect(this.model.properties.active.change,(()=>this._active_change()))}_active_change(){this.model.active||this._clear_data()}_keyup(e){e.keyCode==c.Keys.Enter&&this._clear_data()}_doubletap(e){this._do_select(this.data.sx,this.data.sy,!0,this._select_mode(e)),this.plot_view.state.push(\"poly_select\",{selection:this.plot_view.get_selection()}),this._clear_data()}_clear_data(){this.data={sx:[],sy:[]},this.model.overlay.update({xs:[],ys:[]})}_tap(e){const{sx:t,sy:s}=e;this.plot_view.frame.bbox.contains(t,s)&&(this.data.sx.push(t),this.data.sy.push(s),this.model.overlay.update({xs:(0,n.copy)(this.data.sx),ys:(0,n.copy)(this.data.sy)}))}_do_select(e,t,s,l){const o={type:\"poly\",sx:e,sy:t};this._select(o,s,l)}}s.PolySelectToolView=y,y.__name__=\"PolySelectToolView\";s.DEFAULT_POLY_OVERLAY=()=>new _.PolyAnnotation({level:\"overlay\",xs_units:\"screen\",ys_units:\"screen\",fill_color:\"lightgrey\",fill_alpha:.5,line_color:\"black\",line_alpha:1,line_width:2,line_dash:[4,4]});class d extends a.SelectTool{constructor(e){super(e),this.tool_name=\"Poly Select\",this.icon=h.tool_icon_polygon_select,this.event_type=\"tap\",this.default_order=11}}s.PolySelectTool=d,i=d,d.__name__=\"PolySelectTool\",i.prototype.default_view=y,i.define((({Ref:e})=>({overlay:[e(_.PolyAnnotation),s.DEFAULT_POLY_OVERLAY]}))),i.register_alias(\"poly_select\",(()=>new d))},\n",
       "      function _(e,t,s,i,r){var n;i();const _=e(20),d=e(383),o=e(228);class l extends d.LineToolView{constructor(){super(...arguments),this._drawing=!1}_doubletap(e){if(!this.model.active)return;const t=this.model.renderers;for(const s of t){1==this._select_event(e,\"replace\",[s]).length&&(this._selected_renderer=s)}this._show_intersections(),this._update_line_cds()}_show_intersections(){if(!this.model.active)return;if(null==this._selected_renderer)return;if(!this.model.renderers.length)return this._set_intersection([],[]),this._selected_renderer=null,void(this._drawing=!1);const e=this._selected_renderer.data_source,t=this._selected_renderer.glyph,[s,i]=[t.x.field,t.y.field],r=e.get_array(s),n=e.get_array(i);this._set_intersection(r,n)}_tap(e){const t=this.model.intersection_renderer;if(null==this._map_drag(e.sx,e.sy,t))return;if(this._drawing&&this._selected_renderer){const s=this._select_mode(e);if(0==this._select_event(e,s,[t]).length)return}const s=this._select_mode(e);this._select_event(e,s,[t]),this._select_event(e,s,this.model.renderers)}_update_line_cds(){if(null==this._selected_renderer)return;const e=this.model.intersection_renderer.glyph,t=this.model.intersection_renderer.data_source,[s,i]=[e.x.field,e.y.field];if(s&&i){const e=t.data[s],r=t.data[i];this._selected_renderer.data_source.data[s]=e,this._selected_renderer.data_source.data[i]=r}this._emit_cds_changes(this._selected_renderer.data_source,!0,!0,!1)}_pan_start(e){this._select_event(e,\"append\",[this.model.intersection_renderer]),this._basepoint=[e.sx,e.sy]}_pan(e){null!=this._basepoint&&(this._drag_points(e,[this.model.intersection_renderer],this.model.dimensions),this._selected_renderer&&this._selected_renderer.data_source.change.emit())}_pan_end(e){null!=this._basepoint&&(this._drag_points(e,[this.model.intersection_renderer]),this._emit_cds_changes(this.model.intersection_renderer.data_source,!1,!0,!0),this._selected_renderer&&this._emit_cds_changes(this._selected_renderer.data_source),this._basepoint=null)}activate(){this._drawing=!0}deactivate(){this._selected_renderer&&(this._drawing&&(this._drawing=!1),this._hide_intersections())}}s.LineEditToolView=l,l.__name__=\"LineEditToolView\";class h extends d.LineTool{constructor(e){super(e),this.tool_name=\"Line Edit Tool\",this.icon=o.tool_icon_line_edit,this.event_type=[\"tap\",\"pan\",\"move\"],this.default_order=4}get tooltip(){return this._get_dim_tooltip(this.dimensions)}}s.LineEditTool=h,n=h,h.__name__=\"LineEditTool\",n.prototype.default_view=l,n.define((()=>({dimensions:[_.Dimensions,\"both\"]})))},\n",
       "      function _(e,i,n,t,s){var o;t();const r=e(8),_=e(370);class d extends _.EditToolView{_set_intersection(e,i){const n=this.model.intersection_renderer.glyph,t=this.model.intersection_renderer.data_source,[s,o]=[n.x.field,n.y.field];s&&((0,r.isArray)(e)?t.data[s]=e:n.x={value:e}),o&&((0,r.isArray)(i)?t.data[o]=i:n.y={value:i}),this._emit_cds_changes(t,!0,!0,!1)}_hide_intersections(){this._set_intersection([],[])}}n.LineToolView=d,d.__name__=\"LineToolView\";class a extends _.EditTool{constructor(e){super(e)}}n.LineTool=a,o=a,a.__name__=\"LineTool\",o.define((({AnyRef:e})=>({intersection_renderer:[e()]})))},\n",
       "      function _(t,s,n,e,i){e();const o=t(1);var a;const _=t(223),l=t(20),r=(0,o.__importStar)(t(228));function h(t,s,n){const e=new Map;for(const[i,o]of t){const[t,a]=o.r_invert(s,n);e.set(i,{start:t,end:a})}return e}n.update_ranges=h;class d extends _.GestureToolView{_pan_start(t){var s;this.last_dx=0,this.last_dy=0;const{sx:n,sy:e}=t,i=this.plot_view.frame.bbox;if(!i.contains(n,e)){const t=i.h_range,s=i.v_range;(n<t.start||n>t.end)&&(this.v_axis_only=!0),(e<s.start||e>s.end)&&(this.h_axis_only=!0)}null===(s=this.model.document)||void 0===s||s.interactive_start(this.plot_model)}_pan(t){var s;this._update(t.deltaX,t.deltaY),null===(s=this.model.document)||void 0===s||s.interactive_start(this.plot_model)}_pan_end(t){this.h_axis_only=!1,this.v_axis_only=!1,null!=this.pan_info&&this.plot_view.state.push(\"pan\",{range:this.pan_info}),this.plot_view.trigger_ranges_update_event()}_update(t,s){const n=this.plot_view.frame,e=t-this.last_dx,i=s-this.last_dy,o=n.bbox.h_range,a=o.start-e,_=o.end-e,l=n.bbox.v_range,r=l.start-i,d=l.end-i,p=this.model.dimensions;let c,u,m,v,x,g;\"width\"!=p&&\"both\"!=p||this.v_axis_only?(c=o.start,u=o.end,m=0):(c=a,u=_,m=-e),\"height\"!=p&&\"both\"!=p||this.h_axis_only?(v=l.start,x=l.end,g=0):(v=r,x=d,g=-i),this.last_dx=t,this.last_dy=s;const{x_scales:w,y_scales:y}=n,f=h(w,c,u),b=h(y,v,x);this.pan_info={xrs:f,yrs:b,sdx:m,sdy:g},this.plot_view.update_range(this.pan_info,{panning:!0})}}n.PanToolView=d,d.__name__=\"PanToolView\";class p extends _.GestureTool{constructor(t){super(t),this.tool_name=\"Pan\",this.event_type=\"pan\",this.default_order=10}get tooltip(){return this._get_dim_tooltip(this.dimensions)}}n.PanTool=p,a=p,p.__name__=\"PanTool\",a.prototype.default_view=d,a.define((()=>({dimensions:[l.Dimensions,\"both\",{on_update(t,s){switch(t){case\"both\":s.icon=r.tool_icon_pan;break;case\"width\":s.icon=r.tool_icon_xpan;break;case\"height\":s.icon=r.tool_icon_ypan}}}]}))),a.register_alias(\"pan\",(()=>new p({dimensions:\"both\"}))),a.register_alias(\"xpan\",(()=>new p({dimensions:\"width\"}))),a.register_alias(\"ypan\",(()=>new p({dimensions:\"height\"})))},\n",
       "      function _(e,t,i,s,n){var l;s();const a=e(116),r=e(58),o=e(19),_=e(223),h=e(228);function d(e){switch(e){case 1:return 2;case 2:return 1;case 4:return 5;case 5:return 4;default:return e}}function u(e,t,i,s){if(null==t)return!1;const n=i.compute(t);return Math.abs(e-n)<s}function c(e,t,i,s,n){let l=!0;if(null!=n.left&&null!=n.right){const t=i.invert(e);(t<n.left||t>n.right)&&(l=!1)}if(null!=n.bottom&&null!=n.top){const e=s.invert(t);(e<n.bottom||e>n.top)&&(l=!1)}return l}function g(e,t,i){let s=0;return e>=i.start&&e<=i.end&&(s+=1),t>=i.start&&t<=i.end&&(s+=1),s}function y(e,t,i,s){const n=t.compute(e),l=t.invert(n+i);return l>=s.start&&l<=s.end?l:e}function f(e,t,i){return e>t.start?(t.end=e,i):(t.end=t.start,t.start=e,d(i))}function v(e,t,i){return e<t.end?(t.start=e,i):(t.start=t.end,t.end=e,d(i))}function m(e,t,i,s){const[n,l]=t.r_compute(e.start,e.end),[a,r]=t.r_invert(n+i,l+i),o=g(e.start,e.end,s);g(a,r,s)>=o&&(e.start=a,e.end=r)}i.flip_side=d,i.is_near=u,i.is_inside=c,i.sides_inside=g,i.compute_value=y,i.update_range_end_side=f,i.update_range_start_side=v,i.update_range=m;class p extends _.GestureToolView{initialize(){super.initialize(),this.side=0,this.model.update_overlay_from_ranges()}connect_signals(){super.connect_signals(),null!=this.model.x_range&&this.connect(this.model.x_range.change,(()=>this.model.update_overlay_from_ranges())),null!=this.model.y_range&&this.connect(this.model.y_range.change,(()=>this.model.update_overlay_from_ranges()))}_pan_start(e){this.last_dx=0,this.last_dy=0;const t=this.model.x_range,i=this.model.y_range,{frame:s}=this.plot_view,n=s.x_scale,l=s.y_scale,r=this.model.overlay,{left:o,right:_,top:h,bottom:d}=r,g=this.model.overlay.line_width+a.EDGE_TOLERANCE;null!=t&&this.model.x_interaction&&(u(e.sx,o,n,g)?this.side=1:u(e.sx,_,n,g)?this.side=2:c(e.sx,e.sy,n,l,r)&&(this.side=3)),null!=i&&this.model.y_interaction&&(0==this.side&&u(e.sy,d,l,g)&&(this.side=4),0==this.side&&u(e.sy,h,l,g)?this.side=5:c(e.sx,e.sy,n,l,this.model.overlay)&&(3==this.side?this.side=7:this.side=6))}_pan(e){const t=this.plot_view.frame,i=e.deltaX-this.last_dx,s=e.deltaY-this.last_dy,n=this.model.x_range,l=this.model.y_range,a=t.x_scale,r=t.y_scale;if(null!=n)if(3==this.side||7==this.side)m(n,a,i,t.x_range);else if(1==this.side){const e=y(n.start,a,i,t.x_range);this.side=v(e,n,this.side)}else if(2==this.side){const e=y(n.end,a,i,t.x_range);this.side=f(e,n,this.side)}if(null!=l)if(6==this.side||7==this.side)m(l,r,s,t.y_range);else if(4==this.side){const e=y(l.start,r,s,t.y_range);this.side=v(e,l,this.side)}else if(5==this.side){const e=y(l.end,r,s,t.y_range);this.side=f(e,l,this.side)}this.last_dx=e.deltaX,this.last_dy=e.deltaY}_pan_end(e){this.side=0,this.plot_view.trigger_ranges_update_event()}}i.RangeToolView=p,p.__name__=\"RangeToolView\";const x=()=>new a.BoxAnnotation({level:\"overlay\",fill_color:\"lightgrey\",fill_alpha:.5,line_color:\"black\",line_alpha:1,line_width:.5,line_dash:[2,2]});class w extends _.GestureTool{constructor(e){super(e),this.tool_name=\"Range Tool\",this.icon=h.tool_icon_range,this.event_type=\"pan\",this.default_order=1}initialize(){super.initialize(),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}update_overlay_from_ranges(){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)}}i.RangeTool=w,l=w,w.__name__=\"RangeTool\",l.prototype.default_view=p,l.define((({Boolean:e,Ref:t,Nullable:i})=>({x_range:[i(t(r.Range1d)),null],x_interaction:[e,!0],y_range:[i(t(r.Range1d)),null],y_interaction:[e,!0],overlay:[t(a.BoxAnnotation),x]})))},\n",
       "      function _(e,t,s,o,i){var l;o();const a=e(378),n=e(20),c=e(228);class _ extends a.SelectToolView{_tap(e){\"tap\"==this.model.gesture&&this._handle_tap(e)}_doubletap(e){\"doubletap\"==this.model.gesture&&this._handle_tap(e)}_handle_tap(e){const{sx:t,sy:s}=e,o={type:\"point\",sx:t,sy:s};this._select(o,!0,this._select_mode(e))}_select(e,t,s){const{callback:o}=this.model;if(\"select\"==this.model.behavior){const i=this._computed_renderers_by_data_source();for(const[,l]of i){const i=l[0].get_selection_manager(),a=l.map((e=>this.plot_view.renderer_view(e))).filter((e=>null!=e));if(i.select(a,e,t,s)&&null!=o){const t=a[0].coordinates.x_scale.invert(e.sx),s=a[0].coordinates.y_scale.invert(e.sy),l={geometries:Object.assign(Object.assign({},e),{x:t,y:s}),source:i.source};o.execute(this.model,l)}}this._emit_selection_event(e),this.plot_view.state.push(\"tap\",{selection:this.plot_view.get_selection()})}else for(const t of this.computed_renderers){const s=this.plot_view.renderer_view(t);if(null==s)continue;const i=t.get_selection_manager();if(i.inspect(s,e)&&null!=o){const t=s.coordinates.x_scale.invert(e.sx),l=s.coordinates.y_scale.invert(e.sy),a={geometries:Object.assign(Object.assign({},e),{x:t,y:l}),source:i.source};o.execute(this.model,a)}}}}s.TapToolView=_,_.__name__=\"TapToolView\";class r extends a.SelectTool{constructor(e){super(e),this.tool_name=\"Tap\",this.icon=c.tool_icon_tap_select,this.event_type=\"tap\",this.default_order=10}}s.TapTool=r,l=r,r.__name__=\"TapTool\",l.prototype.default_view=_,l.define((({Any:e,Enum:t,Nullable:s})=>({behavior:[n.TapBehavior,\"select\"],gesture:[t(\"tap\",\"doubletap\"),\"tap\"],callback:[s(e)]}))),l.register_alias(\"click\",(()=>new r({behavior:\"inspect\"}))),l.register_alias(\"tap\",(()=>new r)),l.register_alias(\"doubletap\",(()=>new r({gesture:\"doubletap\"})))},\n",
       "      function _(e,t,s,n,i){var a;n();const o=e(223),l=e(20),_=e(228),r=e(384);class h extends o.GestureToolView{_scroll(e){let t=this.model.speed*e.delta;t>.9?t=.9:t<-.9&&(t=-.9),this._update_ranges(t)}_update_ranges(e){var t;const{frame:s}=this.plot_view,n=s.bbox.h_range,i=s.bbox.v_range,[a,o]=[n.start,n.end],[l,_]=[i.start,i.end];let h,d,p,c;switch(this.model.dimension){case\"height\":{const t=Math.abs(_-l);h=a,d=o,p=l-t*e,c=_-t*e;break}case\"width\":{const t=Math.abs(o-a);h=a-t*e,d=o-t*e,p=l,c=_;break}}const{x_scales:g,y_scales:u}=s,w={xrs:(0,r.update_ranges)(g,h,d),yrs:(0,r.update_ranges)(u,p,c),factor:e};this.plot_view.state.push(\"wheel_pan\",{range:w}),this.plot_view.update_range(w,{scrolling:!0}),null===(t=this.model.document)||void 0===t||t.interactive_start(this.plot_model,(()=>this.plot_view.trigger_ranges_update_event()))}}s.WheelPanToolView=h,h.__name__=\"WheelPanToolView\";class d extends o.GestureTool{constructor(e){super(e),this.tool_name=\"Wheel Pan\",this.icon=_.tool_icon_wheel_pan,this.event_type=\"scroll\",this.default_order=12}get tooltip(){return this._get_dim_tooltip(this.dimension)}}s.WheelPanTool=d,a=d,d.__name__=\"WheelPanTool\",a.prototype.default_view=h,a.define((()=>({dimension:[l.Dimension,\"width\"]}))),a.internal((({Number:e})=>({speed:[e,.001]}))),a.register_alias(\"xwheel_pan\",(()=>new d({dimension:\"width\"}))),a.register_alias(\"ywheel_pan\",(()=>new d({dimension:\"height\"})))},\n",
       "      function _(e,o,t,s,i){var n;s();const l=e(223),_=e(368),h=e(20),a=e(27),r=e(228);class m extends l.GestureToolView{_pinch(e){const{sx:o,sy:t,scale:s,ctrlKey:i,shiftKey:n}=e;let l;l=s>=1?20*(s-1):-20/s,this._scroll({type:\"wheel\",sx:o,sy:t,delta:l,ctrlKey:i,shiftKey:n})}_scroll(e){var o;const{frame:t}=this.plot_view,s=t.bbox.h_range,i=t.bbox.v_range,{sx:n,sy:l}=e,h=this.model.dimensions,a=(\"width\"==h||\"both\"==h)&&s.start<n&&n<s.end,r=(\"height\"==h||\"both\"==h)&&i.start<l&&l<i.end;if(!(a&&r||this.model.zoom_on_axis))return;const m=this.model.speed*e.delta,d=(0,_.scale_range)(t,m,a,r,{x:n,y:l});this.plot_view.state.push(\"wheel_zoom\",{range:d});const{maintain_focus:c}=this.model;this.plot_view.update_range(d,{scrolling:!0,maintain_focus:c}),null===(o=this.model.document)||void 0===o||o.interactive_start(this.plot_model,(()=>this.plot_view.trigger_ranges_update_event()))}}t.WheelZoomToolView=m,m.__name__=\"WheelZoomToolView\";class d extends l.GestureTool{constructor(e){super(e),this.tool_name=\"Wheel Zoom\",this.icon=r.tool_icon_wheel_zoom,this.event_type=a.is_mobile?\"pinch\":\"scroll\",this.default_order=10}get tooltip(){return this._get_dim_tooltip(this.dimensions)}}t.WheelZoomTool=d,n=d,d.__name__=\"WheelZoomTool\",n.prototype.default_view=m,n.define((({Boolean:e,Number:o})=>({dimensions:[h.Dimensions,\"both\"],maintain_focus:[e,!0],zoom_on_axis:[e,!0],speed:[o,1/600]}))),n.register_alias(\"wheel_zoom\",(()=>new d({dimensions:\"both\"}))),n.register_alias(\"xwheel_zoom\",(()=>new d({dimensions:\"width\"}))),n.register_alias(\"ywheel_zoom\",(()=>new d({dimensions:\"height\"})))},\n",
       "      function _(i,e,s,t,o){var n;t();const l=i(232),a=i(219),h=i(20),r=i(13),_=i(228);class c extends l.InspectToolView{_move(i){if(!this.model.active)return;const{sx:e,sy:s}=i;this.plot_view.frame.bbox.contains(e,s)?this._update_spans(e,s):this._update_spans(null,null)}_move_exit(i){this._update_spans(null,null)}_update_spans(i,e){const s=this.model.dimensions;\"width\"!=s&&\"both\"!=s||(this.model.spans.width.location=e),\"height\"!=s&&\"both\"!=s||(this.model.spans.height.location=i)}}s.CrosshairToolView=c,c.__name__=\"CrosshairToolView\";class p extends l.InspectTool{constructor(i){super(i),this.tool_name=\"Crosshair\",this.icon=_.tool_icon_crosshair}get tooltip(){return this._get_dim_tooltip(this.dimensions)}get synthetic_renderers(){return(0,r.values)(this.spans)}}s.CrosshairTool=p,n=p,p.__name__=\"CrosshairTool\",(()=>{function i(i,e){return new a.Span({for_hover:!0,dimension:e,location_units:\"screen\",level:\"overlay\",line_color:i.line_color,line_width:i.line_width,line_alpha:i.line_alpha})}n.prototype.default_view=c,n.define((({Alpha:i,Number:e,Color:s})=>({dimensions:[h.Dimensions,\"both\"],line_color:[s,\"black\"],line_width:[e,1],line_alpha:[i,1]}))),n.internal((({Struct:e,Ref:s})=>({spans:[e({width:s(a.Span),height:s(a.Span)}),e=>({width:i(e,\"width\"),height:i(e,\"height\")})]}))),n.register_alias(\"crosshair\",(()=>new p))})()},\n",
       "      function _(e,s,t,r,n){var o;r();const a=e(53),u=e(13),c=e(34);class i extends a.Model{constructor(e){super(e)}get values(){return(0,u.values)(this.args)}_make_code(e,s,t,r){return new Function(...(0,u.keys)(this.args),e,s,t,(0,c.use_strict)(r))}format(e,s,t){return this._make_code(\"value\",\"format\",\"special_vars\",this.code)(...this.values,e,s,t)}}t.CustomJSHover=i,o=i,i.__name__=\"CustomJSHover\",o.define((({Unknown:e,String:s,Dict:t})=>({args:[t(e),{}],code:[s,\"\"]})))},\n",
       "      function _(e,t,n,s,i){s();const o=e(1);var r;const l=e(232),a=e(390),c=e(241),_=e(175),d=e(339),p=e(176),h=e(177),u=e(283),m=e(186),y=e(187),f=e(189),x=(0,o.__importStar)(e(185)),v=e(152),w=e(43),g=e(22),b=e(13),k=e(234),C=e(8),S=e(113),T=e(20),$=e(228),R=e(15),A=e(66),M=(0,o.__importStar)(e(242)),V=e(392);function G(e,t,n,s,i,o){const r={x:i[e],y:o[e]},l={x:i[e+1],y:o[e+1]};let a,c;if(\"span\"==t.type)\"h\"==t.direction?(a=Math.abs(r.x-n),c=Math.abs(l.x-n)):(a=Math.abs(r.y-s),c=Math.abs(l.y-s));else{const e={x:n,y:s};a=x.dist_2_pts(r,e),c=x.dist_2_pts(l,e)}return a<c?[[r.x,r.y],e]:[[l.x,l.y],e+1]}function H(e,t,n){return[[e[n],t[n]],n]}n._nearest_line_hit=G,n._line_hit=H;class z extends l.InspectToolView{initialize(){super.initialize(),this._ttmodels=new Map,this._ttviews=new Map}async lazy_initialize(){await super.lazy_initialize(),await this._update_ttmodels();const{tooltips:e}=this.model;e instanceof V.Template&&(this._template_view=await(0,S.build_view)(e,{parent:this}),this._template_view.render())}remove(){var e;null===(e=this._template_view)||void 0===e||e.remove(),(0,S.remove_views)(this._ttviews),super.remove()}connect_signals(){super.connect_signals();const e=this.plot_model.properties.renderers,{renderers:t,tooltips:n}=this.model.properties;this.on_change(n,(()=>delete this._template_el)),this.on_change([e,t,n],(async()=>await this._update_ttmodels()))}async _update_ttmodels(){const{_ttmodels:e,computed_renderers:t}=this;e.clear();const{tooltips:n}=this.model;if(null!=n)for(const t of this.computed_renderers){const s=new c.Tooltip({custom:(0,C.isString)(n)||(0,C.isFunction)(n),attachment:this.model.attachment,show_arrow:this.model.show_arrow});t instanceof _.GlyphRenderer?e.set(t,s):t instanceof d.GraphRenderer&&(e.set(t.node_renderer,s),e.set(t.edge_renderer,s))}const s=await(0,S.build_views)(this._ttviews,[...e.values()],{parent:this.plot_view});for(const e of s)e.render();const i=[...function*(){for(const e of t)e instanceof _.GlyphRenderer?yield e:e instanceof d.GraphRenderer&&(yield e.node_renderer,yield e.edge_renderer)}()],o=this._slots.get(this._update);if(null!=o){const e=new Set(i.map((e=>e.data_source)));R.Signal.disconnect_receiver(this,o,e)}for(const e of i)this.connect(e.data_source.inspect,this._update)}get computed_renderers(){const{renderers:e,names:t}=this.model,n=this.plot_model.data_renderers;return(0,A.compute_renderers)(e,n,t)}get ttmodels(){return this._ttmodels}_clear(){this._inspect(1/0,1/0);for(const[,e]of this.ttmodels)e.clear()}_move(e){if(!this.model.active)return;const{sx:t,sy:n}=e;this.plot_view.frame.bbox.contains(t,n)?this._inspect(t,n):this._clear()}_move_exit(){this._clear()}_inspect(e,t){let n;if(\"mouse\"==this.model.mode)n={type:\"point\",sx:e,sy:t};else{n={type:\"span\",direction:\"vline\"==this.model.mode?\"h\":\"v\",sx:e,sy:t}}for(const e of this.computed_renderers){const t=e.get_selection_manager(),s=this.plot_view.renderer_view(e);null!=s&&t.inspect(s,n)}this._emit_callback(n)}_update([e,{geometry:t}]){var n,s;if(!this.model.active)return;if(\"point\"!=t.type&&\"span\"!=t.type)return;if(!(e instanceof _.GlyphRenderer))return;if(\"ignore\"==this.model.muted_policy&&e.muted)return;const i=this.ttmodels.get(e);if(null==i)return;const o=e.get_selection_manager(),r=o.inspectors.get(e),l=e.view.convert_selection_to_subset(r);if(r.is_empty()&&null==r.view)return void i.clear();const a=o.source,c=this.plot_view.renderer_view(e);if(null==c)return;const{sx:d,sy:p}=t,x=c.coordinates.x_scale,v=c.coordinates.y_scale,g=x.invert(d),k=v.invert(p),{glyph:C}=c,S=[];if(C instanceof m.PatchView){const[t,n]=[d,p],s={x:g,y:k,sx:d,sy:p,rx:t,ry:n,name:e.name};S.push([t,n,this._render_tooltips(a,-1,s)])}if(C instanceof y.HAreaView)for(const t of l.line_indices){const n=C._x1,s=C._x2,i=C._y,[o,r]=[d,p],c={index:t,x:g,y:k,sx:d,sy:p,data_x1:n,data_x2:s,data_y:i,rx:o,ry:r,indices:l.line_indices,name:e.name};S.push([o,r,this._render_tooltips(a,t,c)])}if(C instanceof f.VAreaView)for(const t of l.line_indices){const n=C._x,s=C._y1,i=C._y2,[o,r]=[d,p],c={index:t,x:g,y:k,sx:d,sy:p,data_x:n,data_y1:s,data_y2:i,rx:o,ry:r,indices:l.line_indices,name:e.name};S.push([o,r,this._render_tooltips(a,t,c)])}if(C instanceof h.LineView)for(const n of l.line_indices){let s,i,o=C._x[n+1],r=C._y[n+1],c=n;switch(this.model.line_policy){case\"interp\":[o,r]=C.get_interpolation_hit(n,t),s=x.compute(o),i=v.compute(r);break;case\"prev\":[[s,i],c]=H(C.sx,C.sy,n);break;case\"next\":[[s,i],c]=H(C.sx,C.sy,n+1);break;case\"nearest\":[[s,i],c]=G(n,t,d,p,C.sx,C.sy),o=C._x[c],r=C._y[c];break;default:[s,i]=[d,p]}const _={index:c,x:g,y:k,sx:d,sy:p,data_x:o,data_y:r,rx:s,ry:i,indices:l.line_indices,name:e.name};S.push([s,i,this._render_tooltips(a,c,_)])}for(const t of r.image_indices){const n={index:t.index,x:g,y:k,sx:d,sy:p,name:e.name},s=this._render_tooltips(a,t,n);S.push([d,p,s])}for(const i of l.indices)if(C instanceof u.MultiLineView&&!(0,b.isEmpty)(l.multiline_indices))for(const n of l.multiline_indices[i.toString()]){let s,o,r,c=C._xs.get(i)[n],h=C._ys.get(i)[n],u=n;switch(this.model.line_policy){case\"interp\":[c,h]=C.get_interpolation_hit(i,n,t),s=x.compute(c),o=v.compute(h);break;case\"prev\":[[s,o],u]=H(C.sxs.get(i),C.sys.get(i),n);break;case\"next\":[[s,o],u]=H(C.sxs.get(i),C.sys.get(i),n+1);break;case\"nearest\":[[s,o],u]=G(n,t,d,p,C.sxs.get(i),C.sys.get(i)),c=C._xs.get(i)[u],h=C._ys.get(i)[u];break;default:throw new Error(\"shouldn't have happened\")}r=e instanceof _.GlyphRenderer?e.view.convert_indices_from_subset([i])[0]:i;const m={index:r,x:g,y:k,sx:d,sy:p,data_x:c,data_y:h,segment_index:u,indices:l.multiline_indices,name:e.name};S.push([s,o,this._render_tooltips(a,r,m)])}else{const t=null===(n=C._x)||void 0===n?void 0:n[i],o=null===(s=C._y)||void 0===s?void 0:s[i];let r,c,h;if(\"snap_to_data\"==this.model.point_policy){let e=C.get_anchor_point(this.model.anchor,i,[d,p]);if(null==e&&(e=C.get_anchor_point(\"center\",i,[d,p]),null==e))continue;r=e.x,c=e.y}else[r,c]=[d,p];h=e instanceof _.GlyphRenderer?e.view.convert_indices_from_subset([i])[0]:i;const u={index:h,x:g,y:k,sx:d,sy:p,data_x:t,data_y:o,indices:l.indices,name:e.name};S.push([r,c,this._render_tooltips(a,h,u)])}if(0==S.length)i.clear();else{const{content:e}=i;(0,w.empty)(i.content);for(const[,,t]of S)null!=t&&e.appendChild(t);const[t,n]=S[S.length-1];i.setv({position:[t,n]},{check_eq:!1})}}_emit_callback(e){const{callback:t}=this.model;if(null!=t)for(const n of this.computed_renderers){if(!(n instanceof _.GlyphRenderer))continue;const s=this.plot_view.renderer_view(n);if(null==s)continue;const{x_scale:i,y_scale:o}=s.coordinates,r=i.invert(e.sx),l=o.invert(e.sy),a=n.data_source.inspected;t.execute(this.model,{geometry:Object.assign({x:r,y:l},e),renderer:n,index:a})}}_create_template(e){const t=(0,w.div)({style:{display:\"table\",borderSpacing:\"2px\"}});for(const[n]of e){const e=(0,w.div)({style:{display:\"table-row\"}});t.appendChild(e);const s=(0,w.div)({style:{display:\"table-cell\"},class:M.tooltip_row_label},0!=n.length?`${n}: `:\"\");e.appendChild(s);const i=(0,w.span)();i.dataset.value=\"\";const o=(0,w.span)({class:M.tooltip_color_block},\" \");o.dataset.swatch=\"\",(0,w.undisplay)(o);const r=(0,w.div)({style:{display:\"table-cell\"},class:M.tooltip_row_value},i,o);e.appendChild(r)}return t}_render_template(e,t,n,s,i){const o=e.cloneNode(!0),r=o.querySelectorAll(\"[data-value]\"),l=o.querySelectorAll(\"[data-swatch]\"),a=/\\$color(\\[.*\\])?:(\\w*)/,c=/\\$swatch:(\\w*)/;for(const[[,e],o]of(0,k.enumerate)(t)){const t=e.match(c),_=e.match(a);if(null!=t||null!=_){if(null!=t){const[,e]=t,i=n.get_column(e);if(null==i)r[o].textContent=`${e} unknown`;else{const e=(0,C.isNumber)(s)?i[s]:null;null!=e&&(l[o].style.backgroundColor=(0,g.color2css)(e),(0,w.display)(l[o]))}}if(null!=_){const[,e=\"\",t]=_,i=n.get_column(t);if(null==i){r[o].textContent=`${t} unknown`;continue}const a=e.indexOf(\"hex\")>=0,c=e.indexOf(\"swatch\")>=0,d=(0,C.isNumber)(s)?i[s]:null;if(null==d){r[o].textContent=\"(null)\";continue}r[o].textContent=a?(0,g.color2hex)(d):(0,g.color2css)(d),c&&(l[o].style.backgroundColor=(0,g.color2css)(d),(0,w.display)(l[o]))}}else{const t=(0,v.replace_placeholders)(e.replace(\"$~\",\"$data_\"),n,s,this.model.formatters,i);if((0,C.isString)(t))r[o].textContent=t;else for(const e of t)r[o].appendChild(e)}}return o}_render_tooltips(e,t,n){var s;const{tooltips:i}=this.model;if((0,C.isString)(i)){const s=(0,v.replace_placeholders)({html:i},e,t,this.model.formatters,n);return(0,w.div)(s)}if((0,C.isFunction)(i))return i(e,n);if(i instanceof V.Template)return this._template_view.update(e,t,n),this._template_view.el;if(null!=i){const o=null!==(s=this._template_el)&&void 0!==s?s:this._template_el=this._create_template(i);return this._render_template(o,i,e,t,n)}return null}}n.HoverToolView=z,z.__name__=\"HoverToolView\";class P extends l.InspectTool{constructor(e){super(e),this.tool_name=\"Hover\",this.icon=$.tool_icon_hover}}n.HoverTool=P,r=P,P.__name__=\"HoverTool\",r.prototype.default_view=z,r.define((({Any:e,Boolean:t,String:n,Array:s,Tuple:i,Dict:o,Or:r,Ref:l,Function:c,Auto:_,Nullable:d})=>({tooltips:[d(r(l(V.Template),n,s(i(n,n)),c())),[[\"index\",\"$index\"],[\"data (x, y)\",\"($x, $y)\"],[\"screen (x, y)\",\"($sx, $sy)\"]]],formatters:[o(r(l(a.CustomJSHover),v.FormatterType)),{}],renderers:[r(s(l(p.DataRenderer)),_),\"auto\"],names:[s(n),[]],mode:[T.HoverMode,\"mouse\"],muted_policy:[T.MutedPolicy,\"show\"],point_policy:[T.PointPolicy,\"snap_to_data\"],line_policy:[T.LinePolicy,\"nearest\"],show_arrow:[t,!0],anchor:[T.Anchor,\"center\"],attachment:[T.TooltipAttachment,\"horizontal\"],callback:[d(e)]}))),r.register_alias(\"hover\",(()=>new P))},\n",
       "      function _(e,t,s,n,a){n();const l=e(1);var i,_,o,r,c,d,p,u,m,w,f,h,x;const v=e(53),y=e(309),V=e(393);a(\"Styles\",V.Styles);const g=e(43),T=e(42),b=e(226),R=e(113),D=e(8),M=e(13),S=(0,l.__importStar)(e(242)),O=e(152);class C extends b.DOMView{}s.DOMNodeView=C,C.__name__=\"DOMNodeView\";class z extends v.Model{constructor(e){super(e)}}s.DOMNode=z,z.__name__=\"DOMNode\",z.__module__=\"bokeh.models.dom\";class P extends C{render(){super.render(),this.el.textContent=this.model.content}_createElement(){return document.createTextNode(\"\")}}s.TextView=P,P.__name__=\"TextView\";class A extends z{constructor(e){super(e)}}s.Text=A,i=A,A.__name__=\"Text\",i.prototype.default_view=P,i.define((({String:e})=>({content:[e,\"\"]})));class N extends C{}s.PlaceholderView=N,N.__name__=\"PlaceholderView\",N.tag_name=\"span\";class E extends z{constructor(e){super(e)}}s.Placeholder=E,_=E,E.__name__=\"Placeholder\",_.define((({})=>({})));class G extends N{update(e,t,s){this.el.textContent=t.toString()}}s.IndexView=G,G.__name__=\"IndexView\";class I extends E{constructor(e){super(e)}}s.Index=I,o=I,I.__name__=\"Index\",o.prototype.default_view=G,o.define((({})=>({})));class k extends N{update(e,t,s){const n=(0,O._get_column_value)(this.model.field,e,t),a=null==n?\"???\":`${n}`;this.el.textContent=a}}s.ValueRefView=k,k.__name__=\"ValueRefView\";class $ extends E{constructor(e){super(e)}}s.ValueRef=$,r=$,$.__name__=\"ValueRef\",r.prototype.default_view=k,r.define((({String:e})=>({field:[e]})));class B extends k{render(){super.render(),this.value_el=(0,g.span)(),this.swatch_el=(0,g.span)({class:S.tooltip_color_block},\" \"),this.el.appendChild(this.value_el),this.el.appendChild(this.swatch_el)}update(e,t,s){const n=(0,O._get_column_value)(this.model.field,e,t),a=null==n?\"???\":`${n}`;this.el.textContent=a}}s.ColorRefView=B,B.__name__=\"ColorRefView\";class L extends ${constructor(e){super(e)}}s.ColorRef=L,c=L,L.__name__=\"ColorRef\",c.prototype.default_view=B,c.define((({Boolean:e})=>({hex:[e,!0],swatch:[e,!0]})));class j extends C{constructor(){super(...arguments),this.child_views=new Map}async lazy_initialize(){await super.lazy_initialize();const e=this.model.children.filter((e=>e instanceof v.Model));await(0,R.build_views)(this.child_views,e,{parent:this})}render(){super.render();const{style:e}=this.model;if(null!=e)if(e instanceof V.Styles)for(const t of e){const e=t.get_value();if((0,D.isString)(e)){const s=t.attr.replace(/_/g,\"-\");this.el.style.hasOwnProperty(s)&&this.el.style.setProperty(s,e)}}else for(const[t,s]of(0,M.entries)(e)){const e=t.replace(/_/g,\"-\");this.el.style.hasOwnProperty(e)&&this.el.style.setProperty(e,s)}for(const e of this.model.children)if((0,D.isString)(e)){const t=document.createTextNode(e);this.el.appendChild(t)}else{this.child_views.get(e).renderTo(this.el)}}}s.DOMElementView=j,j.__name__=\"DOMElementView\";class q extends z{constructor(e){super(e)}}s.DOMElement=q,d=q,q.__name__=\"DOMElement\",d.define((({String:e,Array:t,Dict:s,Or:n,Nullable:a,Ref:l})=>({style:[a(n(l(V.Styles),s(e))),null],children:[t(n(e,l(z),l(y.LayoutDOM))),[]]})));class F extends T.View{}s.ActionView=F,F.__name__=\"ActionView\";class H extends v.Model{constructor(e){super(e)}}s.Action=H,p=H,H.__name__=\"Action\",H.__module__=\"bokeh.models.dom\",p.define((({})=>({})));class J extends j{constructor(){super(...arguments),this.action_views=new Map}async lazy_initialize(){await super.lazy_initialize(),await(0,R.build_views)(this.action_views,this.model.actions,{parent:this})}remove(){(0,R.remove_views)(this.action_views),super.remove()}update(e,t,s={}){!function n(a){for(const l of a.child_views.values())l instanceof N?l.update(e,t,s):l instanceof j&&n(l)}(this);for(const n of this.action_views.values())n.update(e,t,s)}}s.TemplateView=J,J.__name__=\"TemplateView\",J.tag_name=\"div\";class K extends q{}s.Template=K,u=K,K.__name__=\"Template\",u.prototype.default_view=J,u.define((({Array:e,Ref:t})=>({actions:[e(t(H)),[]]})));class Q extends j{}s.SpanView=Q,Q.__name__=\"SpanView\",Q.tag_name=\"span\";class U extends q{}s.Span=U,m=U,U.__name__=\"Span\",m.prototype.default_view=Q;class W extends j{}s.DivView=W,W.__name__=\"DivView\",W.tag_name=\"div\";class X extends q{}s.Div=X,w=X,X.__name__=\"Div\",w.prototype.default_view=W;class Y extends j{}s.TableView=Y,Y.__name__=\"TableView\",Y.tag_name=\"table\";class Z extends q{}s.Table=Z,f=Z,Z.__name__=\"Table\",f.prototype.default_view=Y;class ee extends j{}s.TableRowView=ee,ee.__name__=\"TableRowView\",ee.tag_name=\"tr\";class te extends q{}s.TableRow=te,h=te,te.__name__=\"TableRow\",h.prototype.default_view=ee;const se=e(41),ne=e(234);class ae extends F{update(e,t,s){for(const[e,s]of(0,ne.enumerate)(this.model.groups))e.visible=t==s}}s.ToggleGroupView=ae,ae.__name__=\"ToggleGroupView\";class le extends H{constructor(e){super(e)}}s.ToggleGroup=le,x=le,le.__name__=\"ToggleGroup\",x.prototype.default_view=ae,x.define((({Array:e,Ref:t})=>({groups:[e(t(se.RendererGroup)),[]]})))},\n",
       "      function _(l,n,u,_,e){var t;_();const o=l(53);class r extends o.Model{constructor(l){super(l)}}u.Styles=r,t=r,r.__name__=\"Styles\",r.__module__=\"bokeh.models.css\",t.define((({String:l,Nullable:n})=>({align_content:[n(l),null],align_items:[n(l),null],align_self:[n(l),null],alignment_baseline:[n(l),null],all:[n(l),null],animation:[n(l),null],animation_delay:[n(l),null],animation_direction:[n(l),null],animation_duration:[n(l),null],animation_fill_mode:[n(l),null],animation_iteration_count:[n(l),null],animation_name:[n(l),null],animation_play_state:[n(l),null],animation_timing_function:[n(l),null],backface_visibility:[n(l),null],background:[n(l),null],background_attachment:[n(l),null],background_clip:[n(l),null],background_color:[n(l),null],background_image:[n(l),null],background_origin:[n(l),null],background_position:[n(l),null],background_position_x:[n(l),null],background_position_y:[n(l),null],background_repeat:[n(l),null],background_size:[n(l),null],baseline_shift:[n(l),null],block_size:[n(l),null],border:[n(l),null],border_block_end:[n(l),null],border_block_end_color:[n(l),null],border_block_end_style:[n(l),null],border_block_end_width:[n(l),null],border_block_start:[n(l),null],border_block_start_color:[n(l),null],border_block_start_style:[n(l),null],border_block_start_width:[n(l),null],border_bottom:[n(l),null],border_bottom_color:[n(l),null],border_bottom_left_radius:[n(l),null],border_bottom_right_radius:[n(l),null],border_bottom_style:[n(l),null],border_bottom_width:[n(l),null],border_collapse:[n(l),null],border_color:[n(l),null],border_image:[n(l),null],border_image_outset:[n(l),null],border_image_repeat:[n(l),null],border_image_slice:[n(l),null],border_image_source:[n(l),null],border_image_width:[n(l),null],border_inline_end:[n(l),null],border_inline_end_color:[n(l),null],border_inline_end_style:[n(l),null],border_inline_end_width:[n(l),null],border_inline_start:[n(l),null],border_inline_start_color:[n(l),null],border_inline_start_style:[n(l),null],border_inline_start_width:[n(l),null],border_left:[n(l),null],border_left_color:[n(l),null],border_left_style:[n(l),null],border_left_width:[n(l),null],border_radius:[n(l),null],border_right:[n(l),null],border_right_color:[n(l),null],border_right_style:[n(l),null],border_right_width:[n(l),null],border_spacing:[n(l),null],border_style:[n(l),null],border_top:[n(l),null],border_top_color:[n(l),null],border_top_left_radius:[n(l),null],border_top_right_radius:[n(l),null],border_top_style:[n(l),null],border_top_width:[n(l),null],border_width:[n(l),null],bottom:[n(l),null],box_shadow:[n(l),null],box_sizing:[n(l),null],break_after:[n(l),null],break_before:[n(l),null],break_inside:[n(l),null],caption_side:[n(l),null],caret_color:[n(l),null],clear:[n(l),null],clip:[n(l),null],clip_path:[n(l),null],clip_rule:[n(l),null],color:[n(l),null],color_interpolation:[n(l),null],color_interpolation_filters:[n(l),null],column_count:[n(l),null],column_fill:[n(l),null],column_gap:[n(l),null],column_rule:[n(l),null],column_rule_color:[n(l),null],column_rule_style:[n(l),null],column_rule_width:[n(l),null],column_span:[n(l),null],column_width:[n(l),null],columns:[n(l),null],content:[n(l),null],counter_increment:[n(l),null],counter_reset:[n(l),null],css_float:[n(l),null],css_text:[n(l),null],cursor:[n(l),null],direction:[n(l),null],display:[n(l),null],dominant_baseline:[n(l),null],empty_cells:[n(l),null],fill:[n(l),null],fill_opacity:[n(l),null],fill_rule:[n(l),null],filter:[n(l),null],flex:[n(l),null],flex_basis:[n(l),null],flex_direction:[n(l),null],flex_flow:[n(l),null],flex_grow:[n(l),null],flex_shrink:[n(l),null],flex_wrap:[n(l),null],float:[n(l),null],flood_color:[n(l),null],flood_opacity:[n(l),null],font:[n(l),null],font_family:[n(l),null],font_feature_settings:[n(l),null],font_kerning:[n(l),null],font_size:[n(l),null],font_size_adjust:[n(l),null],font_stretch:[n(l),null],font_style:[n(l),null],font_synthesis:[n(l),null],font_variant:[n(l),null],font_variant_caps:[n(l),null],font_variant_east_asian:[n(l),null],font_variant_ligatures:[n(l),null],font_variant_numeric:[n(l),null],font_variant_position:[n(l),null],font_weight:[n(l),null],gap:[n(l),null],glyph_orientation_vertical:[n(l),null],grid:[n(l),null],grid_area:[n(l),null],grid_auto_columns:[n(l),null],grid_auto_flow:[n(l),null],grid_auto_rows:[n(l),null],grid_column:[n(l),null],grid_column_end:[n(l),null],grid_column_gap:[n(l),null],grid_column_start:[n(l),null],grid_gap:[n(l),null],grid_row:[n(l),null],grid_row_end:[n(l),null],grid_row_gap:[n(l),null],grid_row_start:[n(l),null],grid_template:[n(l),null],grid_template_areas:[n(l),null],grid_template_columns:[n(l),null],grid_template_rows:[n(l),null],height:[n(l),null],hyphens:[n(l),null],image_orientation:[n(l),null],image_rendering:[n(l),null],inline_size:[n(l),null],justify_content:[n(l),null],justify_items:[n(l),null],justify_self:[n(l),null],left:[n(l),null],letter_spacing:[n(l),null],lighting_color:[n(l),null],line_break:[n(l),null],line_height:[n(l),null],list_style:[n(l),null],list_style_image:[n(l),null],list_style_position:[n(l),null],list_style_type:[n(l),null],margin:[n(l),null],margin_block_end:[n(l),null],margin_block_start:[n(l),null],margin_bottom:[n(l),null],margin_inline_end:[n(l),null],margin_inline_start:[n(l),null],margin_left:[n(l),null],margin_right:[n(l),null],margin_top:[n(l),null],marker:[n(l),null],marker_end:[n(l),null],marker_mid:[n(l),null],marker_start:[n(l),null],mask:[n(l),null],mask_composite:[n(l),null],mask_image:[n(l),null],mask_position:[n(l),null],mask_repeat:[n(l),null],mask_size:[n(l),null],mask_type:[n(l),null],max_block_size:[n(l),null],max_height:[n(l),null],max_inline_size:[n(l),null],max_width:[n(l),null],min_block_size:[n(l),null],min_height:[n(l),null],min_inline_size:[n(l),null],min_width:[n(l),null],object_fit:[n(l),null],object_position:[n(l),null],opacity:[n(l),null],order:[n(l),null],orphans:[n(l),null],outline:[n(l),null],outline_color:[n(l),null],outline_offset:[n(l),null],outline_style:[n(l),null],outline_width:[n(l),null],overflow:[n(l),null],overflow_anchor:[n(l),null],overflow_wrap:[n(l),null],overflow_x:[n(l),null],overflow_y:[n(l),null],overscroll_behavior:[n(l),null],overscroll_behavior_block:[n(l),null],overscroll_behavior_inline:[n(l),null],overscroll_behavior_x:[n(l),null],overscroll_behavior_y:[n(l),null],padding:[n(l),null],padding_block_end:[n(l),null],padding_block_start:[n(l),null],padding_bottom:[n(l),null],padding_inline_end:[n(l),null],padding_inline_start:[n(l),null],padding_left:[n(l),null],padding_right:[n(l),null],padding_top:[n(l),null],page_break_after:[n(l),null],page_break_before:[n(l),null],page_break_inside:[n(l),null],paint_order:[n(l),null],perspective:[n(l),null],perspective_origin:[n(l),null],place_content:[n(l),null],place_items:[n(l),null],place_self:[n(l),null],pointer_events:[n(l),null],position:[n(l),null],quotes:[n(l),null],resize:[n(l),null],right:[n(l),null],rotate:[n(l),null],row_gap:[n(l),null],ruby_align:[n(l),null],ruby_position:[n(l),null],scale:[n(l),null],scroll_behavior:[n(l),null],shape_rendering:[n(l),null],stop_color:[n(l),null],stop_opacity:[n(l),null],stroke:[n(l),null],stroke_dasharray:[n(l),null],stroke_dashoffset:[n(l),null],stroke_linecap:[n(l),null],stroke_linejoin:[n(l),null],stroke_miterlimit:[n(l),null],stroke_opacity:[n(l),null],stroke_width:[n(l),null],tab_size:[n(l),null],table_layout:[n(l),null],text_align:[n(l),null],text_align_last:[n(l),null],text_anchor:[n(l),null],text_combine_upright:[n(l),null],text_decoration:[n(l),null],text_decoration_color:[n(l),null],text_decoration_line:[n(l),null],text_decoration_style:[n(l),null],text_emphasis:[n(l),null],text_emphasis_color:[n(l),null],text_emphasis_position:[n(l),null],text_emphasis_style:[n(l),null],text_indent:[n(l),null],text_justify:[n(l),null],text_orientation:[n(l),null],text_overflow:[n(l),null],text_rendering:[n(l),null],text_shadow:[n(l),null],text_transform:[n(l),null],text_underline_position:[n(l),null],top:[n(l),null],touch_action:[n(l),null],transform:[n(l),null],transform_box:[n(l),null],transform_origin:[n(l),null],transform_style:[n(l),null],transition:[n(l),null],transition_delay:[n(l),null],transition_duration:[n(l),null],transition_property:[n(l),null],transition_timing_function:[n(l),null],translate:[n(l),null],unicode_bidi:[n(l),null],user_select:[n(l),null],vertical_align:[n(l),null],visibility:[n(l),null],white_space:[n(l),null],widows:[n(l),null],width:[n(l),null],will_change:[n(l),null],word_break:[n(l),null],word_spacing:[n(l),null],word_wrap:[n(l),null],writing_mode:[n(l),null],z_index:[n(l),null]})))},\n",
       "      function _(t,o,e,n,s){var i;n();const l=t(15),c=t(53),r=t(224),a=t(232),u=t(234);class h extends c.Model{constructor(t){super(t)}get button_view(){return this.tools[0].button_view}get event_type(){return this.tools[0].event_type}get tooltip(){return this.tools[0].tooltip}get tool_name(){return this.tools[0].tool_name}get icon(){return this.tools[0].computed_icon}get computed_icon(){return this.icon}get toggleable(){const t=this.tools[0];return t instanceof a.InspectTool&&t.toggleable}initialize(){super.initialize(),this.do=new l.Signal0(this,\"do\")}connect_signals(){super.connect_signals(),this.connect(this.do,(()=>this.doit())),this.connect(this.properties.active.change,(()=>this.set_active()));for(const t of this.tools)this.connect(t.properties.active.change,(()=>{this.active=t.active}))}doit(){for(const t of this.tools)t.do.emit()}set_active(){for(const t of this.tools)t.active=this.active}get menu(){const{menu:t}=this.tools[0];if(null==t)return null;const o=[];for(const[e,n]of(0,u.enumerate)(t))if(null==e)o.push(null);else{const t=()=>{var t,o,e;for(const s of this.tools)null===(e=null===(o=null===(t=s.menu)||void 0===t?void 0:t[n])||void 0===o?void 0:o.handler)||void 0===e||e.call(o)};o.push(Object.assign(Object.assign({},e),{handler:t}))}return o}}e.ToolProxy=h,i=h,h.__name__=\"ToolProxy\",i.define((({Boolean:t,Array:o,Ref:e})=>({tools:[o(e(r.ButtonTool)),[]],active:[t,!1],disabled:[t,!1]})))},\n",
       "      function _(o,t,s,e,i){var n,r;e();const l=o(20),c=o(9),h=o(13),a=o(233),_=o(221),p=o(394),u=o(309),f=o(207);class y extends a.ToolbarBase{constructor(o){super(o)}initialize(){super.initialize(),this._merge_tools()}_merge_tools(){this._proxied_tools=[];const o={},t={},s={},e=[],i=[];for(const o of this.help)(0,c.includes)(i,o.redirect)||(e.push(o),i.push(o.redirect));this._proxied_tools.push(...e),this.help=e;for(const[o,t]of(0,h.entries)(this.gestures)){o in s||(s[o]={});for(const e of t.tools)e.type in s[o]||(s[o][e.type]=[]),s[o][e.type].push(e)}for(const t of this.inspectors)t.type in o||(o[t.type]=[]),o[t.type].push(t);for(const o of this.actions)o.type in t||(t[o.type]=[]),t[o.type].push(o);const n=(o,t=!1)=>{const s=new p.ToolProxy({tools:o,active:t});return this._proxied_tools.push(s),s};for(const o of(0,h.keys)(s)){const t=this.gestures[o];t.tools=[];for(const e of(0,h.keys)(s[o])){const i=s[o][e];if(i.length>0)if(\"multi\"==o)for(const o of i){const s=n([o]);t.tools.push(s),this.connect(s.properties.active.change,(()=>this._active_change(s)))}else{const o=n(i);t.tools.push(o),this.connect(o.properties.active.change,(()=>this._active_change(o)))}}}this.actions=[];for(const[o,s]of(0,h.entries)(t))if(\"CustomAction\"==o)for(const o of s)this.actions.push(n([o]));else s.length>0&&this.actions.push(n(s));this.inspectors=[];for(const t of(0,h.values)(o))t.length>0&&this.inspectors.push(n(t,!0));for(const[o,t]of(0,h.entries)(this.gestures))0!=t.tools.length&&(t.tools=(0,c.sort_by)(t.tools,(o=>o.default_order)),\"pinch\"!=o&&\"scroll\"!=o&&\"multi\"!=o&&(t.tools[0].active=!0))}}s.ProxyToolbar=y,n=y,y.__name__=\"ProxyToolbar\",n.define((({Array:o,Ref:t})=>({toolbars:[o(t(_.Toolbar)),[]]})));class d extends u.LayoutDOMView{initialize(){this.model.toolbar.toolbar_location=this.model.toolbar_location,super.initialize()}get child_models(){return[this.model.toolbar]}_update_layout(){this.layout=new f.ContentBox(this.child_views[0].el);const{toolbar:o}=this.model;o.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})}after_layout(){super.after_layout();const o=this.child_views[0];o.layout.bbox=this.layout.bbox,o.render()}}s.ToolbarBoxView=d,d.__name__=\"ToolbarBoxView\";class b extends u.LayoutDOM{constructor(o){super(o)}}s.ToolbarBox=b,r=b,b.__name__=\"ToolbarBox\",r.prototype.default_view=d,r.define((({Ref:o})=>({toolbar:[o(a.ToolbarBase)],toolbar_location:[l.Location,\"right\"]})))},\n",
       "      function _(e,n,r,t,o){t();const s=e(1),u=e(53),c=(0,s.__importStar)(e(21)),a=e(8),l=e(13);r.resolve_defs=function(e,n){var r,t,o,s;function i(e){return null!=e.module?`${e.module}.${e.name}`:e.name}function f(e){if((0,a.isString)(e))switch(e){case\"Any\":return c.Any;case\"Unknown\":return c.Unknown;case\"Boolean\":return c.Boolean;case\"Number\":return c.Number;case\"Int\":return c.Int;case\"String\":return c.String;case\"Null\":return c.Null}else switch(e[0]){case\"Nullable\":{const[,n]=e;return c.Nullable(f(n))}case\"Or\":{const[,...n]=e;return c.Or(...n.map(f))}case\"Tuple\":{const[,n,...r]=e;return c.Tuple(f(n),...r.map(f))}case\"Array\":{const[,n]=e;return c.Array(f(n))}case\"Struct\":{const[,...n]=e,r=n.map((([e,n])=>[e,f(n)]));return c.Struct((0,l.to_object)(r))}case\"Dict\":{const[,n]=e;return c.Dict(f(n))}case\"Map\":{const[,n,r]=e;return c.Map(f(n),f(r))}case\"Enum\":{const[,...n]=e;return c.Enum(...n)}case\"Ref\":{const[,r]=e,t=n.get(i(r));if(null!=t)return c.Ref(t);throw new Error(`${i(r)} wasn't defined before referencing it`)}case\"AnyRef\":return c.AnyRef()}}for(const c of e){const e=(()=>{if(null==c.extends)return u.Model;{const e=n.get(i(c.extends));if(null!=e)return e;throw new Error(`base model ${i(c.extends)} of ${i(c)} is not defined`)}})(),a=((s=class extends e{}).__name__=c.name,s.__module__=c.module,s);for(const e of null!==(r=c.properties)&&void 0!==r?r:[]){const n=f(null!==(t=e.kind)&&void 0!==t?t:\"Unknown\");a.define({[e.name]:[n,e.default]})}for(const e of null!==(o=c.overrides)&&void 0!==o?o:[])a.override({[e.name]:e.default});n.register(a)}}},\n",
       "      function _(n,e,t,o,i){o();const d=n(5),c=n(226),s=n(113),a=n(43),l=n(398);t.index={},t.add_document_standalone=async function(n,e,o=[],i=!1){const u=new Map;async function f(i){let d;const f=n.roots().indexOf(i),r=o[f];null!=r?d=r:e.classList.contains(l.BOKEH_ROOT)?d=e:(d=(0,a.div)({class:l.BOKEH_ROOT}),e.appendChild(d));const w=await(0,s.build_view)(i,{parent:null});return w instanceof c.DOMView&&w.renderTo(d),u.set(i,w),t.index[i.id]=w,w}for(const e of n.roots())await f(e);return i&&(window.document.title=n.title()),n.on_change((n=>{n instanceof d.RootAddedEvent?f(n.model):n instanceof d.RootRemovedEvent?function(n){const e=u.get(n);null!=e&&(e.remove(),u.delete(n),delete t.index[n.id])}(n.model):i&&n instanceof d.TitleChangedEvent&&(window.document.title=n.title)})),[...u.values()]}},\n",
       "      function _(o,e,n,t,r){t();const l=o(43),d=o(44);function u(o){let e=document.getElementById(o);if(null==e)throw new Error(`Error rendering Bokeh model: could not find #${o} HTML tag`);if(!document.body.contains(e))throw new Error(`Error rendering Bokeh model: element #${o} must be under <body>`);if(\"SCRIPT\"==e.tagName){const o=(0,l.div)({class:n.BOKEH_ROOT});(0,l.replaceWith)(e,o),e=o}return e}n.BOKEH_ROOT=d.root,n._resolve_element=function(o){const{elementid:e}=o;return null!=e?u(e):document.body},n._resolve_root_elements=function(o){const e=[];if(null!=o.root_ids&&null!=o.roots)for(const n of o.root_ids)e.push(u(o.roots[n]));return e}},\n",
       "      function _(n,o,t,s,e){s();const c=n(400),r=n(19),a=n(397);t._get_ws_url=function(n,o){let t,s=\"ws:\";return\"https:\"==window.location.protocol&&(s=\"wss:\"),null!=o?(t=document.createElement(\"a\"),t.href=o):t=window.location,null!=n?\"/\"==n&&(n=\"\"):n=t.pathname.replace(/\\/+$/,\"\"),`${s}//${t.host}${n}/ws`};const i={};t.add_document_from_session=async function(n,o,t,s=[],e=!1){const l=window.location.search.substr(1);let d;try{d=await function(n,o,t){const s=(0,c.parse_token)(o).session_id;n in i||(i[n]={});const e=i[n];return s in e||(e[s]=(0,c.pull_session)(n,o,t)),e[s]}(n,o,l)}catch(n){const t=(0,c.parse_token)(o).session_id;throw r.logger.error(`Failed to load Bokeh session ${t}: ${n}`),n}return(0,a.add_document_standalone)(d.document,t,s,e)}},\n",
       "      function _(e,s,n,t,o){t();const r=e(19),i=e(5),c=e(401),l=e(402),_=e(403);n.DEFAULT_SERVER_WEBSOCKET_URL=\"ws://localhost:5006/ws\",n.DEFAULT_TOKEN=\"eyJzZXNzaW9uX2lkIjogImRlZmF1bHQifQ\";let h=0;function a(e){let s=e.split(\".\")[0];const n=s.length%4;return 0!=n&&(s+=\"=\".repeat(4-n)),JSON.parse(atob(s.replace(/_/g,\"/\").replace(/-/g,\"+\")))}n.parse_token=a;class d{constructor(e=n.DEFAULT_SERVER_WEBSOCKET_URL,s=n.DEFAULT_TOKEN,t=null){this.url=e,this.token=s,this.args_string=t,this._number=h++,this.socket=null,this.session=null,this.closed_permanently=!1,this._current_handler=null,this._pending_replies=new Map,this._pending_messages=[],this._receiver=new l.Receiver,this.id=a(s).session_id.split(\".\")[0],r.logger.debug(`Creating websocket ${this._number} to '${this.url}' session '${this.id}'`)}async connect(){if(this.closed_permanently)throw new Error(\"Cannot connect() a closed ClientConnection\");if(null!=this.socket)throw new Error(\"Already connected\");this._current_handler=null,this._pending_replies.clear(),this._pending_messages=[];try{let e=`${this.url}`;return null!=this.args_string&&this.args_string.length>0&&(e+=`?${this.args_string}`),this.socket=new WebSocket(e,[\"bokeh\",this.token]),new Promise(((e,s)=>{this.socket.binaryType=\"arraybuffer\",this.socket.onopen=()=>this._on_open(e,s),this.socket.onmessage=e=>this._on_message(e),this.socket.onclose=e=>this._on_close(e,s),this.socket.onerror=()=>this._on_error(s)}))}catch(e){throw r.logger.error(`websocket creation failed to url: ${this.url}`),r.logger.error(` - ${e}`),e}}close(){this.closed_permanently||(r.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())}_schedule_reconnect(e){setTimeout((()=>{this.closed_permanently||r.logger.info(`Websocket connection ${this._number} disconnected, will not attempt to reconnect`)}),e)}send(e){if(null==this.socket)throw new Error(`not connected so cannot send ${e}`);e.send(this.socket)}async send_with_reply(e){const s=await new Promise(((s,n)=>{this._pending_replies.set(e.msgid(),{resolve:s,reject:n}),this.send(e)}));if(\"ERROR\"===s.msgtype())throw new Error(`Error reply ${s.content.text}`);return s}async _pull_doc_json(){const e=c.Message.create(\"PULL-DOC-REQ\",{}),s=await this.send_with_reply(e);if(!(\"doc\"in s.content))throw new Error(\"No 'doc' field in PULL-DOC-REPLY\");return s.content.doc}async _repull_session_doc(e,s){var n;r.logger.debug(this.session?\"Repulling session\":\"Pulling session for first time\");try{const n=await this._pull_doc_json();if(null==this.session)if(this.closed_permanently)r.logger.debug(\"Got new document after connection was already closed\"),s(new Error(\"The connection has been closed\"));else{const s=i.Document.from_json(n),t=i.Document._compute_patch_since_json(n,s);if(t.events.length>0){r.logger.debug(`Sending ${t.events.length} changes from model construction back to server`);const e=c.Message.create(\"PATCH-DOC\",{},t);this.send(e)}this.session=new _.ClientSession(this,s,this.id);for(const e of this._pending_messages)this.session.handle(e);this._pending_messages=[],r.logger.debug(\"Created a new session from new pulled doc\"),e(this.session)}else this.session.document.replace_with_json(n),r.logger.debug(\"Updated existing session with new pulled doc\")}catch(e){null===(n=console.trace)||void 0===n||n.call(console,e),r.logger.error(`Failed to repull session ${e}`),s(e instanceof Error?e:`${e}`)}}_on_open(e,s){r.logger.info(`Websocket connection ${this._number} is now open`),this._current_handler=n=>{this._awaiting_ack_handler(n,e,s)}}_on_message(e){null==this._current_handler&&r.logger.error(\"Got a message with no current handler set\");try{this._receiver.consume(e.data)}catch(e){this._close_bad_protocol(`${e}`)}const s=this._receiver.message;if(null!=s){const e=s.problem();null!=e&&this._close_bad_protocol(e),this._current_handler(s)}}_on_close(e,s){r.logger.info(`Lost websocket ${this._number} connection, ${e.code} (${e.reason})`),this.socket=null,this._pending_replies.forEach((e=>e.reject(\"Disconnected\"))),this._pending_replies.clear(),this.closed_permanently||this._schedule_reconnect(2e3),s(new Error(`Lost websocket connection, ${e.code} (${e.reason})`))}_on_error(e){r.logger.debug(`Websocket error on socket ${this._number}`);const s=\"Could not open websocket\";r.logger.error(`Failed to connect to Bokeh server: ${s}`),e(new Error(s))}_close_bad_protocol(e){r.logger.error(`Closing connection: ${e}`),null!=this.socket&&this.socket.close(1002,e)}_awaiting_ack_handler(e,s,n){\"ACK\"===e.msgtype()?(this._current_handler=e=>this._steady_state_handler(e),this._repull_session_doc(s,n)):this._close_bad_protocol(\"First message was not an ACK\")}_steady_state_handler(e){const s=e.reqid(),n=this._pending_replies.get(s);n?(this._pending_replies.delete(s),n.resolve(e)):this.session?this.session.handle(e):\"PATCH-DOC\"!=e.msgtype()&&this._pending_messages.push(e)}}n.ClientConnection=d,d.__name__=\"ClientConnection\",n.pull_session=function(e,s,n){return new d(e,s,n).connect()}},\n",
       "      function _(e,s,t,r,n){r();const i=e(34);class a{constructor(e,s,t){this.header=e,this.metadata=s,this.content=t,this.buffers=new Map}static assemble(e,s,t){const r=JSON.parse(e),n=JSON.parse(s),i=JSON.parse(t);return new a(r,n,i)}assemble_buffer(e,s){const t=null!=this.header.num_buffers?this.header.num_buffers:0;if(t<=this.buffers.size)throw new Error(`too many buffers received, expecting ${t}`);const{id:r}=JSON.parse(e);this.buffers.set(r,s)}static create(e,s,t={}){const r=a.create_header(e);return new a(r,s,t)}static create_header(e){return{msgid:(0,i.uniqueId)(),msgtype:e}}complete(){return null!=this.header&&null!=this.metadata&&null!=this.content&&(null==this.header.num_buffers||this.buffers.size==this.header.num_buffers)}send(e){if((null!=this.header.num_buffers?this.header.num_buffers:0)>0)throw new Error(\"BokehJS only supports receiving buffers, not sending\");const s=JSON.stringify(this.header),t=JSON.stringify(this.metadata),r=JSON.stringify(this.content);e.send(s),e.send(t),e.send(r)}msgid(){return this.header.msgid}msgtype(){return this.header.msgtype}reqid(){return this.header.reqid}problem(){return\"msgid\"in this.header?\"msgtype\"in this.header?null:\"No msgtype in header\":\"No msgid in header\"}}t.Message=a,a.__name__=\"Message\"},\n",
       "      function _(e,t,s,_,r){_();const i=e(401),h=e(8);class a{constructor(){this.message=null,this._partial=null,this._fragments=[],this._buf_header=null,this._current_consumer=this._HEADER}consume(e){this._current_consumer(e)}_HEADER(e){this._assume_text(e),this.message=null,this._partial=null,this._fragments=[e],this._buf_header=null,this._current_consumer=this._METADATA}_METADATA(e){this._assume_text(e),this._fragments.push(e),this._current_consumer=this._CONTENT}_CONTENT(e){this._assume_text(e),this._fragments.push(e);const[t,s,_]=this._fragments.slice(0,3);this._partial=i.Message.assemble(t,s,_),this._check_complete()}_BUFFER_HEADER(e){this._assume_text(e),this._buf_header=e,this._current_consumer=this._BUFFER_PAYLOAD}_BUFFER_PAYLOAD(e){this._assume_binary(e),this._partial.assemble_buffer(this._buf_header,e),this._check_complete()}_assume_text(e){if(!(0,h.isString)(e))throw new Error(\"Expected text fragment but received binary fragment\")}_assume_binary(e){if(!(e instanceof ArrayBuffer))throw new Error(\"Expected binary fragment but received text fragment\")}_check_complete(){this._partial.complete()?(this.message=this._partial,this._current_consumer=this._HEADER):this._current_consumer=this._BUFFER_HEADER}}s.Receiver=a,a.__name__=\"Receiver\"},\n",
       "      function _(e,t,n,s,o){s();const c=e(5),i=e(401),_=e(19);class r{constructor(e,t,n){this._connection=e,this.document=t,this.id=n,this._document_listener=e=>{this._document_changed(e)},this.document.on_change(this._document_listener,!0)}handle(e){const t=e.msgtype();\"PATCH-DOC\"===t?this._handle_patch(e):\"OK\"===t?this._handle_ok(e):\"ERROR\"===t?this._handle_error(e):_.logger.debug(`Doing nothing with message ${e.msgtype()}`)}close(){this._connection.close()}_connection_closed(){this.document.remove_on_change(this._document_listener)}async request_server_info(){const e=i.Message.create(\"SERVER-INFO-REQ\",{});return(await this._connection.send_with_reply(e)).content}async force_roundtrip(){await this.request_server_info()}_document_changed(e){if(e.setter_id===this.id)return;const t=e instanceof c.DocumentEventBatch?e.events:[e],n=this.document.create_json_patch(t),s=i.Message.create(\"PATCH-DOC\",{},n);this._connection.send(s)}_handle_patch(e){this.document.apply_json_patch(e.content,e.buffers,this.id)}_handle_ok(e){_.logger.trace(`Unhandled OK reply to ${e.reqid()}`)}_handle_error(e){_.logger.error(`Unhandled ERROR reply to ${e.reqid()}: ${e.content.text}`)}}n.ClientSession=r,r.__name__=\"ClientSession\"},\n",
       "      function _(e,o,t,n,r){n();const s=e(1),l=e(5),i=e(402),a=e(19),c=e(43),g=e(13),f=e(397),u=e(398),m=(0,s.__importDefault)(e(44)),p=(0,s.__importDefault)(e(240)),d=(0,s.__importDefault)(e(405));function _(e,o){o.buffers.length>0?e.consume(o.buffers[0].buffer):e.consume(o.content.data);const t=e.message;null!=t&&this.apply_json_patch(t.content,t.buffers)}function b(e,o){if(\"undefined\"!=typeof Jupyter&&null!=Jupyter.notebook.kernel){a.logger.info(`Registering Jupyter comms for target ${e}`);const t=Jupyter.notebook.kernel.comm_manager;try{t.register_target(e,(t=>{a.logger.info(`Registering Jupyter comms for target ${e}`);const n=new i.Receiver;t.on_msg(_.bind(o,n))}))}catch(e){a.logger.warn(`Jupyter comms failed to register. push_notebook() will not function. (exception reported: ${e})`)}}else if(o.roots()[0].id in t.kernels){a.logger.info(`Registering JupyterLab comms for target ${e}`);const n=t.kernels[o.roots()[0].id];try{n.registerCommTarget(e,(t=>{a.logger.info(`Registering JupyterLab comms for target ${e}`);const n=new i.Receiver;t.onMsg=_.bind(o,n)}))}catch(e){a.logger.warn(`Jupyter comms failed to register. push_notebook() will not function. (exception reported: ${e})`)}}else if(\"undefined\"!=typeof google&&null!=google.colab.kernel){a.logger.info(`Registering Google Colab comms for target ${e}`);const t=google.colab.kernel.comms;try{t.registerTarget(e,(async t=>{var n,r,l;a.logger.info(`Registering Google Colab comms for target ${e}`);const c=new i.Receiver;try{for(var g,f=(0,s.__asyncValues)(t.messages);!(g=await f.next()).done;){const e=g.value,t={data:e.data},n=[];for(const o of null!==(l=e.buffers)&&void 0!==l?l:[])n.push(new DataView(o));const r={content:t,buffers:n};_.bind(o)(c,r)}}catch(e){n={error:e}}finally{try{g&&!g.done&&(r=f.return)&&await r.call(f)}finally{if(n)throw n.error}}}))}catch(e){a.logger.warn(`Google Colab comms failed to register. push_notebook() will not function. (exception reported: ${e})`)}}else console.warn(\"Jupyter notebooks comms not available. push_notebook() will not function. If running JupyterLab ensure the latest @bokeh/jupyter_bokeh extension is installed. In an exported notebook this warning is expected.\")}c.stylesheet.append(m.default),c.stylesheet.append(p.default),c.stylesheet.append(d.default),t.kernels={},t.embed_items_notebook=function(e,o){if(1!=(0,g.size)(e))throw new Error(\"embed_items_notebook expects exactly one document in docs_json\");const t=l.Document.from_json((0,g.values)(e)[0]);for(const e of o){null!=e.notebook_comms_target&&b(e.notebook_comms_target,t);const o=(0,u._resolve_element)(e),n=(0,u._resolve_root_elements)(e);(0,f.add_document_standalone)(t,o,n)}}},\n",
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       "      function _(e,t,o,n,l){n(),o.safely=function(e,t=!1){try{return e()}catch(e){if(function(e){const t=document.createElement(\"div\");t.style.backgroundColor=\"#f2dede\",t.style.border=\"1px solid #a94442\",t.style.borderRadius=\"4px\",t.style.display=\"inline-block\",t.style.fontFamily=\"sans-serif\",t.style.marginTop=\"5px\",t.style.minWidth=\"200px\",t.style.padding=\"5px 5px 5px 10px\",t.classList.add(\"bokeh-error-box-into-flames\");const o=document.createElement(\"span\");o.style.backgroundColor=\"#a94442\",o.style.borderRadius=\"0px 4px 0px 0px\",o.style.color=\"white\",o.style.cursor=\"pointer\",o.style.cssFloat=\"right\",o.style.fontSize=\"0.8em\",o.style.margin=\"-6px -6px 0px 0px\",o.style.padding=\"2px 5px 4px 5px\",o.title=\"close\",o.setAttribute(\"aria-label\",\"close\"),o.appendChild(document.createTextNode(\"x\")),o.addEventListener(\"click\",(()=>s.removeChild(t)));const n=document.createElement(\"h3\");n.style.color=\"#a94442\",n.style.margin=\"8px 0px 0px 0px\",n.style.padding=\"0px\",n.appendChild(document.createTextNode(\"Bokeh Error\"));const l=document.createElement(\"pre\");l.style.whiteSpace=\"unset\",l.style.overflowX=\"auto\",l.appendChild(document.createTextNode(e)),t.appendChild(o),t.appendChild(n),t.appendChild(l);const s=document.getElementsByTagName(\"body\")[0];s.insertBefore(t,s.firstChild)}(e instanceof Error&&e.stack?e.stack:`${e}`),t)return;throw e}}},\n",
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{});});\n",
       "\n",
       "      /* END bokeh.min.js */\n",
       "    },\n",
       "    function(Bokeh) {\n",
       "      /* BEGIN bokeh-gl.min.js */\n",
       "      /*!\n",
       "       * Copyright (c) 2012 - 2022, 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(root, factory) {\n",
       "        factory(root[\"Bokeh\"], \"2.4.3\");\n",
       "      })(this, function(Bokeh, version) {\n",
       "        let define;\n",
       "        return (function(modules, entry, aliases, externals) {\n",
       "          const bokeh = typeof Bokeh !== \"undefined\" && (version != null ? Bokeh[version] : Bokeh);\n",
       "          if (bokeh != null) {\n",
       "            return bokeh.register_plugin(modules, entry, aliases);\n",
       "          } else {\n",
       "            throw new Error(\"Cannot find Bokeh \" + version + \". You have to load it prior to loading plugins.\");\n",
       "          }\n",
       "        })\n",
       "      ({\n",
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_.optional((function(){function r(e,r,n){t.assert(e,n+\" in \"+a,\"invalid \"+r+\", must be one of \"+Object.keys(v))}r(f.then,e,n),t.assert(f.else,n+\"&&typeof \"+n+'===\"object\"',\"invalid \"+e),r(f.else,e+\".rgb\",n+\".rgb\"),r(f.else,e+\".alpha\",n+\".alpha\")})),f.then(i,\"=\",o,\"=\",a,\"[\",n,\"];\"),f.else(i,\"=\",a,\"[\",n,\".rgb];\",o,\"=\",a,\"[\",n,\".alpha];\"),r(f),[i,o]}));case Pt:return f((function(e){return _.command(me(e)&&4===e.length,\"blend.color must be a 4d array\",t.commandStr),V(4,(function(t){return+e[t]}))}),(function(e,t,r){return _.optional((function(){e.assert(t,e.shared.isArrayLike+\"(\"+r+\")&&\"+r+\".length===4\",\"blend.color must be a 4d array\")})),V(4,(function(e){return t.def(\"+\",r,\"[\",e,\"]\")}))}));case tr:return f((function(e){return _.commandType(e,\"number\",o,t.commandStr),0|e}),(function(e,t,r){return _.optional((function(){e.assert(t,\"typeof \"+r+'===\"number\"',\"invalid stencil.mask\")})),t.def(r,\"|0\")}));case rr:return f((function(r){_.commandType(r,\"object\",o,t.commandStr);var n=r.cmp||\"keep\",a=r.ref||0,i=\"mask\"in r?r.mask:-1;return _.commandParameter(n,$r,e+\".cmp\",t.commandStr),_.commandType(a,\"number\",e+\".ref\",t.commandStr),_.commandType(i,\"number\",e+\".mask\",t.commandStr),[$r[n],a,i]}),(function(e,t,r){var n=e.constants.compareFuncs;return _.optional((function(){function a(){e.assert(t,Array.prototype.join.call(arguments,\"\"),\"invalid stencil.func\")}a(r+\"&&typeof \",r,'===\"object\"'),a('!(\"cmp\" in ',r,\")||(\",r,\".cmp in \",n,\")\")})),[t.def('\"cmp\" in ',r,\"?\",n,\"[\",r,\".cmp]\",\":\",Qr),t.def(r,\".ref|0\"),t.def('\"mask\" in ',r,\"?\",r,\".mask|0:-1\")]}));case nr:case ar:return f((function(r){_.commandType(r,\"object\",o,t.commandStr);var n=r.fail||\"keep\",a=r.zfail||\"keep\",i=r.zpass||\"keep\";return _.commandParameter(n,Kr,e+\".fail\",t.commandStr),_.commandParameter(a,Kr,e+\".zfail\",t.commandStr),_.commandParameter(i,Kr,e+\".zpass\",t.commandStr),[e===ar?Nr:Hr,Kr[n],Kr[a],Kr[i]]}),(function(t,r,n){var a=t.constants.stencilOps;function i(i){return _.optional((function(){t.assert(r,'!(\"'+i+'\" in '+n+\")||(\"+n+\".\"+i+\" in \"+a+\")\",\"invalid \"+e+\".\"+i+\", must be one of \"+Object.keys(Kr))})),r.def('\"',i,'\" in ',n,\"?\",a,\"[\",n,\".\",i,\"]:\",Qr)}return _.optional((function(){t.assert(r,n+\"&&typeof \"+n+'===\"object\"',\"invalid \"+e)})),[e===ar?Nr:Hr,i(\"fail\"),i(\"zfail\"),i(\"zpass\")]}));case $t:return f((function(e){_.commandType(e,\"object\",o,t.commandStr);var r=0|e.factor,n=0|e.units;return _.commandType(r,\"number\",o+\".factor\",t.commandStr),_.commandType(n,\"number\",o+\".units\",t.commandStr),[r,n]}),(function(t,r,n){return _.optional((function(){t.assert(r,n+\"&&typeof \"+n+'===\"object\"',\"invalid 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t=r.id(a[e]);_.optional((function(){l.shader(Jr[e],t,_.guessCommand())}));var n=an((function(){return t}));return n.id=t,n}if(e in i){var o=i[e];return on(o,(function(t,r){var n=t.invoke(r,o),a=r.def(t.shared.strings,\".id(\",n,\")\");return _.optional((function(){r(t.shared.shader,\".shader(\",Jr[e],\",\",a,\",\",t.command,\");\")})),a}))}return null}var f,u=o(lr),s=o(cr),c=null;return nn(u)&&nn(s)?(c=l.program(s.id,u.id,null,n),f=an((function(e,t){return e.link(c)}))):f=new rn(u&&u.thisDep||s&&s.thisDep,u&&u.contextDep||s&&s.contextDep,u&&u.propDep||s&&s.propDep,(function(e,t){var r,n=e.shared.shader;r=u?u.append(e,t):t.def(n,\".\",lr);var a=n+\".program(\"+(s?s.append(e,t):t.def(n,\".\",cr))+\",\"+r;return _.optional((function(){a+=\",\"+e.command})),t.def(a+\")\")})),{frag:u,vert:s,progVar:f,program:c}}(e,0,h);function O(e){var t=x[e];t&&(A[e]=t)}O(fr),O(E(or));var T=Object.keys(A).length>0,D={framebuffer:y,draw:w,shader:S,state:A,dirty:T,scopeVAO:null,drawVAO:null,useVAO:!1,attributes:{}};if(D.profile=function(e){var t,r=e.static,n=e.dynamic;if(ur in r){var a=!!r[ur];(t=an((function(e,t){return a}))).enable=a}else if(ur in n){var i=n[ur];t=on(i,(function(e,t){return e.invoke(t,i)}))}return t}(e),D.uniforms=function(e,t){var r=e.static,n=e.dynamic,a={};return Object.keys(r).forEach((function(e){var n,i=r[e];if(\"number\"==typeof i||\"boolean\"==typeof i)n=an((function(){return i}));else if(\"function\"==typeof i){var o=i._reglType;\"texture2d\"===o||\"textureCube\"===o?n=an((function(e){return e.link(i)})):\"framebuffer\"===o||\"framebufferCube\"===o?(_.command(i.color.length>0,'missing color attachment for framebuffer sent to uniform \"'+e+'\"',t.commandStr),n=an((function(e){return e.link(i.color[0])}))):_.commandRaise('invalid data for uniform \"'+e+'\"',t.commandStr)}else me(i)?n=an((function(t){return 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a=t.colorAttachments;for(r=0;r<a.length;++r)p(36064+r,a[r]);for(r=a.length;r<n.maxColorAttachments;++r)e.framebufferTexture2D(vt,36064+r,yt,null,0);e.framebufferTexture2D(vt,33306,yt,null,0),e.framebufferTexture2D(vt,36096,yt,null,0),e.framebufferTexture2D(vt,36128,yt,null,0),p(36096,t.depthAttachment),p(36128,t.stencilAttachment),p(33306,t.depthStencilAttachment);var i=e.checkFramebufferStatus(vt);e.isContextLost()||36053===i||_.raise(\"framebuffer configuration not supported, status = \"+St[i]),e.bindFramebuffer(vt,f.next?f.next.framebuffer:null),f.cur=f.next,e.getError()}function O(e,a){var i=new w;function l(e,t){var a;_(f.next!==i,\"can not update framebuffer which is currently in use\");var o=0,d=0,p=!0,g=!0,y=null,x=!0,w=\"rgba\",k=\"uint8\",O=1,E=null,T=null,D=null,j=!1;if(\"number\"==typeof e)o=0|e,d=0|t||o;else if(e){_.type(e,\"object\",\"invalid arguments for framebuffer\");var C=e;if(\"shape\"in C){var z=C.shape;_(Array.isArray(z)&&z.length>=2,\"invalid shape for framebuffer\"),o=z[0],d=z[1]}else\"radius\"in C&&(o=d=C.radius),\"width\"in C&&(o=C.width),\"height\"in C&&(d=C.height);(\"color\"in C||\"colors\"in C)&&(y=C.color||C.colors,Array.isArray(y)&&_(1===y.length||r.webgl_draw_buffers,\"multiple render targets not supported\")),y||(\"colorCount\"in C&&(O=0|C.colorCount,_(O>0,\"invalid color buffer count\")),\"colorTexture\"in C&&(x=!!C.colorTexture,w=\"rgba4\"),\"colorType\"in C&&(k=C.colorType,x?(_(r.oes_texture_float||!(\"float\"===k||\"float32\"===k),\"you must enable OES_texture_float in order to use floating point framebuffer objects\"),_(r.oes_texture_half_float||!(\"half float\"===k||\"float16\"===k),\"you must enable OES_texture_half_float in order to use 16-bit floating point framebuffer objects\")):\"half float\"===k||\"float16\"===k?(_(r.ext_color_buffer_half_float,\"you must enable EXT_color_buffer_half_float to use 16-bit render buffers\"),w=\"rgba16f\"):\"float\"!==k&&\"float32\"!==k||(_(r.webgl_color_buffer_float,\"you must enable WEBGL_color_buffer_float in order to use 32-bit floating point renderbuffers\"),w=\"rgba32f\"),_.oneOf(k,c,\"invalid color type\")),\"colorFormat\"in C&&(w=C.colorFormat,u.indexOf(w)>=0?x=!0:s.indexOf(w)>=0?x=!1:_.optional((function(){x?_.oneOf(C.colorFormat,u,\"invalid color format for texture\"):_.oneOf(C.colorFormat,s,\"invalid color format for renderbuffer\")})))),(\"depthTexture\"in C||\"depthStencilTexture\"in C)&&(j=!(!C.depthTexture&&!C.depthStencilTexture),_(!j||r.webgl_depth_texture,\"webgl_depth_texture extension not supported\")),\"depth\"in C&&(\"boolean\"==typeof C.depth?p=C.depth:(E=C.depth,g=!1)),\"stencil\"in C&&(\"boolean\"==typeof C.stencil?g=C.stencil:(T=C.stencil,p=!1)),\"depthStencil\"in C&&(\"boolean\"==typeof C.depthStencil?p=g=C.depthStencil:(D=C.depthStencil,p=!1,g=!1))}else o=d=1;var F=null,B=null,V=null,I=null;if(Array.isArray(y))F=y.map(h);else if(y)F=[h(y)];else for(F=new Array(O),a=0;a<O;++a)F[a]=b(o,d,x,w,k);_(r.webgl_draw_buffers||F.length<=1,\"you must enable the WEBGL_draw_buffers extension in order to use multiple color buffers.\"),_(F.length<=n.maxColorAttachments,\"too many color attachments, not supported\"),o=o||F[0].width,d=d||F[0].height,E?B=h(E):p&&!g&&(B=b(o,d,j,\"depth\",\"uint32\")),T?V=h(T):g&&!p&&(V=b(o,d,!1,\"stencil\",\"uint8\")),D?I=h(D):!E&&!T&&g&&p&&(I=b(o,d,j,\"depth stencil\",\"depth stencil\")),_(!!E+!!T+!!D<=1,\"invalid framebuffer configuration, can specify exactly one depth/stencil attachment\");var P=null;for(a=0;a<F.length;++a)if(m(F[a],o,d),_(!F[a]||F[a].texture&&wt.indexOf(F[a].texture._texture.format)>=0||F[a].renderbuffer&&kt.indexOf(F[a].renderbuffer._renderbuffer.format)>=0,\"framebuffer color attachment \"+a+\" is invalid\"),F[a]&&F[a].texture){var L=At[F[a].texture._texture.format]*_t[F[a].texture._texture.type];null===P?P=L:_(P===L,\"all color attachments much have the same number of bits per pixel.\")}return m(B,o,d),_(!B||B.texture&&6402===B.texture._texture.format||B.renderbuffer&&33189===B.renderbuffer._renderbuffer.format,\"invalid depth attachment for framebuffer object\"),m(V,o,d),_(!V||V.renderbuffer&&36168===V.renderbuffer._renderbuffer.format,\"invalid stencil attachment for framebuffer object\"),m(I,o,d),_(!I||I.texture&&34041===I.texture._texture.format||I.renderbuffer&&34041===I.renderbuffer._renderbuffer.format,\"invalid depth-stencil attachment for framebuffer object\"),A(i),i.width=o,i.height=d,i.colorAttachments=F,i.depthAttachment=B,i.stencilAttachment=V,i.depthStencilAttachment=I,l.color=F.map(v),l.depth=v(B),l.stencil=v(V),l.depthStencil=v(I),l.width=i.width,l.height=i.height,S(i),l}return o.framebufferCount++,l(e,a),t(l,{resize:function(e,t){_(f.next!==i,\"can not resize a framebuffer which is currently in use\");var r=Math.max(0|e,1),n=Math.max(0|t||r,1);if(r===i.width&&n===i.height)return l;for(var a=i.colorAttachments,o=0;o<a.length;++o)g(a[o],r,n);return g(i.depthAttachment,r,n),g(i.stencilAttachment,r,n),g(i.depthStencilAttachment,r,n),i.width=l.width=r,i.height=l.height=n,S(i),l},_reglType:\"framebuffer\",_framebuffer:i,destroy:function(){k(i),A(i)},use:function(e){f.setFBO({framebuffer:l},e)}})}return t(f,{getFramebuffer:function(e){if(\"function\"==typeof e&&\"framebuffer\"===e._reglType){var t=e._framebuffer;if(t instanceof w)return t}return null},create:O,createCube:function(e){var i=Array(6);function o(e){var n;_(i.indexOf(f.next)<0,\"can not update framebuffer which is currently in use\");var s,l={color:null},d=0,m=null,p=\"rgba\",h=\"uint8\",b=1;if(\"number\"==typeof e)d=0|e;else if(e){_.type(e,\"object\",\"invalid arguments for framebuffer\");var v=e;if(\"shape\"in v){var g=v.shape;_(Array.isArray(g)&&g.length>=2,\"invalid shape for framebuffer\"),_(g[0]===g[1],\"cube framebuffer must be square\"),d=g[0]}else\"radius\"in v&&(d=0|v.radius),\"width\"in v?(d=0|v.width,\"height\"in v&&_(v.height===d,\"must be square\")):\"height\"in v&&(d=0|v.height);(\"color\"in v||\"colors\"in v)&&(m=v.color||v.colors,Array.isArray(m)&&_(1===m.length||r.webgl_draw_buffers,\"multiple render targets not supported\")),m||(\"colorCount\"in v&&(b=0|v.colorCount,_(b>0,\"invalid color buffer count\")),\"colorType\"in v&&(_.oneOf(v.colorType,c,\"invalid color type\"),h=v.colorType),\"colorFormat\"in v&&(p=v.colorFormat,_.oneOf(v.colorFormat,u,\"invalid color format for texture\"))),\"depth\"in v&&(l.depth=v.depth),\"stencil\"in v&&(l.stencil=v.stencil),\"depthStencil\"in v&&(l.depthStencil=v.depthStencil)}else d=1;if(m)if(Array.isArray(m))for(s=[],n=0;n<m.length;++n)s[n]=m[n];else s=[m];else{s=Array(b);var y={radius:d,format:p,type:h};for(n=0;n<b;++n)s[n]=a.createCube(y)}for(l.color=Array(s.length),n=0;n<s.length;++n){var x=s[n];_(\"function\"==typeof x&&\"textureCube\"===x._reglType,\"invalid cube map\"),d=d||x.width,_(x.width===d&&x.height===d,\"invalid cube map shape\"),l.color[n]={target:xt,data:s[n]}}for(n=0;n<6;++n){for(var w=0;w<s.length;++w)l.color[w].target=xt+n;n>0&&(l.depth=i[0].depth,l.stencil=i[0].stencil,l.depthStencil=i[0].depthStencil),i[n]?i[n](l):i[n]=O(l)}return t(o,{width:d,height:d,color:s})}return o(e),t(o,{faces:i,resize:function(e){var t,r=0|e;if(_(r>0&&r<=n.maxCubeMapSize,\"invalid radius for cube fbo\"),r===o.width)return o;var a=o.color;for(t=0;t<a.length;++t)a[t].resize(r);for(t=0;t<6;++t)i[t].resize(r);return o.width=o.height=r,o},_reglType:\"framebufferCube\",destroy:function(){i.forEach((function(e){e.destroy()}))}})},clear:function(){H(x).forEach(k)},restore:function(){f.cur=null,f.next=null,f.dirty=!0,H(x).forEach((function(t){t.framebuffer=e.createFramebuffer(),S(t)}))}})}(a,d,y,S,O,l),T=un(a,c,d,y,x,w,0,E,{},A,k,g,v,m,n),z=Ct(a,E,T.procs.poll,v,i,d,y),F=T.next,V=a.canvas,I=[],P=[],N=[],q=[n.onDestroy],Q=null;function Y(){if(0===I.length)return m&&m.update(),void(Q=null);Q=j.next(Y),ye();for(var e=I.length-1;e>=0;--e){var t=I[e];t&&t(v,null,0)}a.flush(),m&&m.update()}function ce(){!Q&&I.length>0&&(Q=j.next(Y))}function le(){Q&&(j.cancel(Y),Q=null)}function de(e){e.preventDefault(),o=!0,le(),P.forEach((function(e){e()}))}function me(e){a.getError(),o=!1,f.restore(),k.restore(),x.restore(),S.restore(),O.restore(),E.restore(),A.restore(),m&&m.restore(),T.procs.refresh(),ce(),N.forEach((function(e){e()}))}function pe(e){function r(e,t){var r={},n={};return Object.keys(e).forEach((function(a){var i=e[a];if(D.isDynamic(i))n[a]=D.unbox(i,a);else{if(t&&Array.isArray(i))for(var o=0;o<i.length;++o)if(D.isDynamic(i[o]))return void(n[a]=D.unbox(i,a));r[a]=i}})),{dynamic:n,static:r}}_(!!e,\"invalid args to regl({...})\"),_.type(e,\"object\",\"invalid args to regl({...})\");var n=r(e.context||{},!0),a=r(e.uniforms||{},!0),i=r(e.attributes||{},!1),f=r(function(e){var r=t({},e);function n(e){if(e in r){var t=r[e];delete r[e],Object.keys(t).forEach((function(n){r[e+\".\"+n]=t[n]}))}}return delete r.uniforms,delete r.attributes,delete r.context,delete r.vao,\"stencil\"in r&&r.stencil.op&&(r.stencil.opBack=r.stencil.opFront=r.stencil.op,delete r.stencil.op),n(\"blend\"),n(\"depth\"),n(\"cull\"),n(\"stencil\"),n(\"polygonOffset\"),n(\"scissor\"),n(\"sample\"),\"vao\"in e&&(r.vao=e.vao),r}(e),!1),u={gpuTime:0,cpuTime:0,count:0},s=T.compile(f,i,a,n,u),c=s.draw,l=s.batch,d=s.scope,m=[];return t((function(e,t){var r;if(o&&_.raise(\"context lost\"),\"function\"==typeof e)return d.call(this,null,e,0);if(\"function\"==typeof t)if(\"number\"==typeof e)for(r=0;r<e;++r)d.call(this,null,t,r);else{if(!Array.isArray(e))return d.call(this,e,t,0);for(r=0;r<e.length;++r)d.call(this,e[r],t,r)}else if(\"number\"==typeof e){if(e>0)return l.call(this,function(e){for(;m.length<e;)m.push(null);return m}(0|e),0|e)}else{if(!Array.isArray(e))return c.call(this,e);if(e.length)return l.call(this,e,e.length)}}),{stats:u,destroy:function(){s.destroy()}})}V&&(V.addEventListener(cn,de,!1),V.addEventListener(ln,me,!1));var he=E.setFBO=pe({framebuffer:D.define.call(null,1,\"framebuffer\")});function be(e,t){var r=0;T.procs.poll();var n=t.color;n&&(a.clearColor(+n[0]||0,+n[1]||0,+n[2]||0,+n[3]||0),r|=16384),\"depth\"in t&&(a.clearDepth(+t.depth),r|=256),\"stencil\"in t&&(a.clearStencil(0|t.stencil),r|=1024),_(!!r,\"called regl.clear with no buffer specified\"),a.clear(r)}function ve(e){return _.type(e,\"function\",\"regl.frame() callback must be a function\"),I.push(e),ce(),{cancel:function(){var t=dn(I,e);_(t>=0,\"cannot cancel a frame twice\"),I[t]=function e(){var t=dn(I,e);I[t]=I[I.length-1],I.length-=1,I.length<=0&&le()}}}}function ge(){var e=F.viewport,t=F.scissor_box;e[0]=e[1]=t[0]=t[1]=0,v.viewportWidth=v.framebufferWidth=v.drawingBufferWidth=e[2]=t[2]=a.drawingBufferWidth,v.viewportHeight=v.framebufferHeight=v.drawingBufferHeight=e[3]=t[3]=a.drawingBufferHeight}function ye(){v.tick+=1,v.time=we(),ge(),T.procs.poll()}function xe(){S.refresh(),ge(),T.procs.refresh(),m&&m.update()}function we(){return(C()-p)/1e3}xe();var Ae=t(pe,{clear:function(e){if(_(\"object\"==typeof e&&e,\"regl.clear() takes an object as input\"),\"framebuffer\"in e)if(e.framebuffer&&\"framebufferCube\"===e.framebuffer_reglType)for(var r=0;r<6;++r)he(t({framebuffer:e.framebuffer.faces[r]},e),be);else he(e,be);else be(0,e)},prop:D.define.bind(null,1),context:D.define.bind(null,2),this:D.define.bind(null,3),draw:pe({}),buffer:function(e){return x.create(e,34962,!1,!1)},elements:function(e){return w.create(e,!1)},texture:S.create2D,cube:S.createCube,renderbuffer:O.create,framebuffer:E.create,framebufferCube:E.createCube,vao:A.createVAO,attributes:i,frame:ve,on:function(e,t){var r;switch(_.type(t,\"function\",\"listener callback must be a function\"),e){case\"frame\":return ve(t);case\"lost\":r=P;break;case\"restore\":r=N;break;case\"destroy\":r=q;break;default:_.raise(\"invalid event, must be one of frame,lost,restore,destroy\")}return r.push(t),{cancel:function(){for(var e=0;e<r.length;++e)if(r[e]===t)return r[e]=r[r.length-1],void r.pop()}}},limits:y,hasExtension:function(e){return y.extensions.indexOf(e.toLowerCase())>=0},read:z,destroy:function(){I.length=0,le(),V&&(V.removeEventListener(cn,de),V.removeEventListener(ln,me)),k.clear(),E.clear(),O.clear(),A.clear(),S.clear(),w.clear(),x.clear(),m&&m.clear(),q.forEach((function(e){e()}))},_gl:a,_refresh:xe,poll:function(){ye(),m&&m.update()},now:we,stats:l});return n.onDone(null,Ae),Ae}},\"object\"==typeof r&&void 0!==t?t.exports=o():\"function\"==typeof define&&define.amd?define(o):i.createREGL=o()},\n",
       "      413: function _(t,e,a,s,r){s();const n=t(414),_=t(9),o=t(12);class c{constructor(t){this._regl=t,this._map=new Map}_create_texture(t){const e=t.length;let a=0;const s=[];let r=0,_=0;for(let n=0;n<e;n++)a+=t[n],s.push(t[n]+t[(n+1)%e]),n%2==0?_=Math.max(_,t[n]):r=Math.min(r,-t[n]);r*=.5,_*=.5;const o=(0,n.gcd)(s),c=[0];for(let a=0;a<e;a++)c.push(c[a]+t[a]);const h=2*a/o,i=(0,n.is_pow_2)(h),l=i?h:128,g=.5*o*h/l;let p;if(i){if(p=.5*t[0],g<p){p-=Math.floor(p/g)*g}}else p=0;const u=p-.5*g,m=new Uint8Array(l);let f=0;for(let e=0;e<l;e++){const a=p+e*g;a>c[f+1]&&f++;const s=t[f],n=c[f]+.5*s;let o=.5*s-Math.abs(a-n);f%2==1&&(o=-o),m[e]=Math.round(255*(o-r)/(_-r))}return[[a,u,r,_],this._regl.texture({shape:[l,1,1],data:m,wrapS:\"repeat\",format:\"alpha\",type:\"uint8\",mag:\"linear\",min:\"linear\"})]}_get_key(t){return t.join(\",\")}_get_or_create(t){const e=this._get_key(t);let a=this._map.get(e);if(null==a){const s=(0,n.gcd)(t);if(s>1){t=(0,o.map)(t,(t=>t/s)),a=this._get_or_create(t);const[r,n,_]=a;a=[r,n,s],this._map.set(e,a)}else{const[r,n]=this._create_texture(t);a=[r,n,s],this._map.set(e,a)}}return a}get(t){return t.length%2==1&&(t=(0,_.concat)([t,t])),this._get_or_create(t)}}a.DashCache=c,c.__name__=\"DashCache\"},\n",
       "      414: function _(n,t,e,r,o){function u(n,t){let e,r;n>t?(e=n,r=t):(e=t,r=n);let o=e%r;for(;0!=o;)e=r,r=o,o=e%r;return r}r(),e.gcd=function(n){let t=n[0];for(let e=1;e<n.length;e++)t=u(t,n[e]);return t},e.is_pow_2=function(n){return!(n&n-1||!n)}},\n",
       "      415: function _(n,t,e,_,i){_();e.default=\"\\nprecision mediump float;\\n\\nconst int butt_cap   = 0;\\nconst int round_cap  = 1;\\nconst int square_cap = 2;\\n\\nconst int miter_join = 0;\\nconst int round_join = 1;\\nconst int bevel_join = 2;\\n\\nattribute vec2 a_position;\\nattribute vec2 a_point_prev;\\nattribute vec2 a_point_start;\\nattribute vec2 a_point_end;\\nattribute vec2 a_point_next;\\nattribute float a_show_prev;\\nattribute float a_show_curr;\\nattribute float a_show_next;\\n#ifdef DASHED\\nattribute float a_length_so_far;\\n#endif\\n\\nuniform float u_pixel_ratio;\\nuniform vec2 u_canvas_size;\\nuniform float u_linewidth;\\nuniform float u_antialias;\\nuniform float u_line_join;\\nuniform float u_line_cap;\\nuniform float u_miter_limit;\\n\\nvarying float v_segment_length;\\nvarying vec2 v_coords;\\nvarying float v_flags;  // Booleans for start/end caps and miters too long.\\nvarying float v_cos_theta_turn_right_start;  // Sign gives turn_right, abs gives\\nvarying float v_cos_theta_turn_right_end;    //   cos(theta).\\n#ifdef DASHED\\nvarying float v_length_so_far;\\n#endif\\n\\nfloat cross_z(in vec2 v0, in vec2 v1)\\n{\\n    return v0.x*v1.y - v0.y*v1.x;\\n}\\n\\nvec2 right_vector(in vec2 v)\\n{\\n    return vec2(v.y, -v.x);\\n}\\n\\nvec2 line_intersection(in vec2 point0, in vec2 dir0,\\n                       in vec2 point1, in vec2 dir1)\\n{\\n    // Line-line intersection: point0 + lambda0 dir0 = point1 + lambda1 dir1.\\n    // Not checking if lines are parallel!\\n    float lambda0 = cross_z(point1 - point0, dir1) / cross_z(dir0, dir1);\\n    return point0 + lambda0*dir0;\\n}\\n\\nfloat sign_no_zero(in float x)\\n{\\n    return x >= 0.0 ? 1.0 : -1.0;\\n}\\n\\nvoid main()\\n{\\n    if (a_show_curr < 0.5) {\\n        // Line segment has non-finite value at one or both ends, do not render.\\n        gl_Position = vec4(-2.0, -2.0, 0.0, 1.0);\\n        return;\\n    }\\n\\n    const float min_miter_factor_round_join_mesh = sqrt(2.0);\\n\\n    int join_type = int(u_line_join + 0.5);\\n    int cap_type = int(u_line_cap + 0.5);\\n    float halfwidth = 0.5*(u_linewidth + u_antialias);\\n    vec2 segment_along = normalize(a_point_end - a_point_start); // unit vector.\\n    v_segment_length = length(a_point_end - a_point_start);\\n    vec2 segment_right = right_vector(segment_along);  // unit vector.\\n    vec2 xy;\\n\\n    bool miter_too_large_start = false;\\n    bool miter_too_large_end = false;\\n\\n    v_coords.y = a_position.y*halfwidth;  // Overwritten later for end points.\\n\\n    bool has_start_cap = a_show_prev < 0.5;\\n    bool has_end_cap = a_show_next < 0.5;\\n\\n    vec2 point_normal_start;\\n    float cos_theta_start;\\n    float turn_right_start;\\n    if (has_start_cap)\\n        point_normal_start = segment_right;\\n    else {\\n        vec2 prev_right = right_vector(normalize(a_point_start - a_point_prev));\\n        point_normal_start = normalize(segment_right + prev_right);\\n        cos_theta_start = dot(segment_right, point_normal_start);  // Always +ve\\n        turn_right_start = sign_no_zero(dot(segment_right, a_point_prev - a_point_start));\\n    }\\n\\n    vec2 point_normal_end;\\n    float cos_theta_end;\\n    float turn_right_end;\\n    if (has_end_cap)\\n        point_normal_end = segment_right;\\n    else {\\n        vec2 next_right = right_vector(normalize(a_point_next - a_point_end));\\n        point_normal_end = normalize(segment_right + next_right);\\n        cos_theta_end = dot(segment_right, point_normal_end);  // Always +ve\\n        turn_right_end = sign_no_zero(dot(segment_right, a_point_next - a_point_end));\\n    }\\n\\n    float miter_factor_start = 1.0 / dot(segment_right, point_normal_start);\\n    float miter_factor_end = 1.0 / dot(segment_right, point_normal_end);\\n    if (join_type == miter_join) {\\n        // If miter too large, use bevel join instead.\\n        miter_too_large_start = (miter_factor_start > u_miter_limit);\\n        miter_too_large_end = (miter_factor_end > u_miter_limit);\\n    }\\n\\n    float sign_at_start = -sign(a_position.x);  // +ve at segment start, -ve end.\\n    vec2 point = sign_at_start > 0.0 ? a_point_start : a_point_end;\\n    vec2 adjacent_point =\\n        sign_at_start > 0.0 ? (has_start_cap ? a_point_start : a_point_prev)\\n                            : (has_end_cap ? a_point_end : a_point_next);\\n\\n    if ( (has_start_cap && sign_at_start > 0.0) ||\\n         (has_end_cap && sign_at_start < 0.0) ) {\\n        // Cap.\\n        xy = point - segment_right*(halfwidth*a_position.y);\\n        if (cap_type == butt_cap)\\n            xy -= sign_at_start*0.5*u_antialias*segment_along;\\n        else\\n            xy -= sign_at_start*halfwidth*segment_along;\\n    }\\n    else { // Join.\\n        // +ve if turning to right, -ve if to left.\\n        float turn_sign = sign_at_start > 0.0 ? turn_right_start : turn_right_end;\\n\\n        vec2 adjacent_right = sign_at_start*normalize(right_vector(point - adjacent_point));\\n        vec2 point_right = normalize(segment_right + adjacent_right);\\n        float miter_factor = sign_at_start > 0.0 ? miter_factor_start : miter_factor_end;\\n        bool miter_too_large = sign_at_start > 0.0 ? miter_too_large_start : miter_too_large_end;\\n\\n        if (abs(a_position.x) > 1.5) {\\n            // Outer point, meets prev/next segment.\\n            float factor;  // multiplied by halfwidth...\\n\\n            if (join_type == bevel_join || (join_type == miter_join && miter_too_large))\\n                factor = 1.0 / miter_factor;  // cos_theta.\\n            else if (join_type == round_join &&\\n                     miter_factor > min_miter_factor_round_join_mesh)\\n                factor = 1.0;\\n            else  // miter, or round (small angle only).\\n                factor = miter_factor;\\n\\n            xy = point - point_right*(halfwidth*turn_sign*factor);\\n            v_coords.y = turn_sign*halfwidth*factor / miter_factor;\\n        }\\n        else if (turn_sign*a_position.y < 0.0) {\\n            // Inner point, meets prev/next segment.\\n            float len = halfwidth*miter_factor;\\n            float segment_len = v_segment_length;\\n            float adjacent_len = distance(point, adjacent_point);\\n\\n            if (len <= min(segment_len, adjacent_len))\\n                // Normal behaviour.\\n                xy = point - point_right*(len*a_position.y);\\n            else\\n                // For short wide line segments the inner point using the above\\n                // calculation can be outside of the line.  Here clipping it.\\n                xy = point + segment_right*(halfwidth*turn_sign);\\n        }\\n        else {\\n            // Point along outside edge.\\n            xy = point - segment_right*(halfwidth*a_position.y);\\n            if (join_type == round_join &&\\n                miter_factor > min_miter_factor_round_join_mesh) {\\n                xy = line_intersection(xy, segment_along,\\n                                       point - turn_sign*point_right*halfwidth,\\n                                       right_vector(point_right));\\n            }\\n        }\\n    }\\n\\n    vec2 pos = xy + 0.5;  // Bokeh's offset.\\n    pos /= u_canvas_size / u_pixel_ratio;  // in 0..1\\n    gl_Position = vec4(2.0*pos.x - 1.0, 1.0 - 2.0*pos.y, 0.0, 1.0);\\n\\n    v_coords.x = dot(xy - a_point_start, segment_along);\\n    v_flags = float(int(has_start_cap) +\\n                    2*int(has_end_cap) +\\n                    4*int(miter_too_large_start) +\\n                    8*int(miter_too_large_end));\\n    v_cos_theta_turn_right_start = cos_theta_start*turn_right_start;\\n    v_cos_theta_turn_right_end = cos_theta_end*turn_right_end;\\n\\n#ifdef DASHED\\n    v_length_so_far = a_length_so_far;\\n#endif\\n}\\n\"},\n",
       "      416: function _(n,t,a,i,e){i();a.default=\"\\nprecision mediump float;\\n\\nconst int butt_cap   = 0;\\nconst int round_cap  = 1;\\nconst int square_cap = 2;\\n\\nconst int miter_join = 0;\\nconst int round_join = 1;\\nconst int bevel_join = 2;\\n\\nuniform float u_linewidth;\\nuniform float u_antialias;\\nuniform float u_line_join;\\nuniform float u_line_cap;\\nuniform vec4 u_line_color;\\n#ifdef DASHED\\nuniform sampler2D u_dash_tex;\\nuniform vec4 u_dash_tex_info;\\nuniform float u_dash_scale;\\nuniform float u_dash_offset;\\n#endif\\n\\nvarying float v_segment_length;\\nvarying vec2 v_coords;\\nvarying float v_flags;\\nvarying float v_cos_theta_turn_right_start;\\nvarying float v_cos_theta_turn_right_end;\\n#ifdef DASHED\\nvarying float v_length_so_far;\\n#endif\\n\\nfloat cross_z(in vec2 v0, in vec2 v1)\\n{\\n    return v0.x*v1.y - v0.y*v1.x;\\n}\\n\\nfloat point_line_side(in vec2 point, in vec2 start, in vec2 end)\\n{\\n    // +ve if point to right of line.\\n    // Alternatively could do dot product with right_vector.\\n    return cross_z(point - start, end - start);\\n}\\n\\nfloat point_line_distance(in vec2 point, in vec2 start, in vec2 end)\\n{\\n    return point_line_side(point, start, end) / distance(start, end);\\n}\\n\\nvec2 right_vector(in vec2 v)\\n{\\n    return vec2(v.y, -v.x);\\n}\\n\\nfloat bevel_join_distance(in float sign_start, in float halfwidth)\\n{\\n    float cos_theta_turn_right = sign_start > 0.0 ? v_cos_theta_turn_right_start\\n                                                  : v_cos_theta_turn_right_end;\\n    float cos_theta = abs(cos_theta_turn_right);\\n    float turn_right = sign(cos_theta_turn_right);\\n    float distance_along = sign_start > 0.0 ? 0.0 : v_segment_length;\\n\\n    // In v_coords reference frame (x is along segment, y across).\\n    vec2 line_start = vec2(distance_along, halfwidth*turn_right);\\n    float sin_alpha = cos_theta;\\n    float cos_alpha = sqrt(1.0 - sin_alpha*sin_alpha);\\n    vec2 line_along = vec2(-sign_start*turn_right*sin_alpha, -cos_alpha);\\n\\n    return halfwidth + sign_start*point_line_distance(\\n        v_coords, line_start, line_start+line_along);\\n}\\n\\nfloat cap(in int cap_type, in float x, in float y)\\n{\\n    // x is distance along segment in direction away from end of segment,\\n    // y is distance across segment.\\n    if (cap_type == butt_cap)\\n        return max(0.5*u_linewidth - x, abs(y));\\n    else if (cap_type == square_cap)\\n        return max(-x, abs(y));\\n    else  // cap_type == round_cap\\n        return distance(vec2(min(x, 0.0), y), vec2(0.0, 0.0));\\n}\\n\\nfloat distance_to_alpha(in float dist)\\n{\\n    return 1.0 - smoothstep(0.5*(u_linewidth - u_antialias),\\n                            0.5*(u_linewidth + u_antialias), dist);\\n}\\n\\n#ifdef DASHED\\nfloat dash_distance(in float x)\\n{\\n    // x is in direction of v_coords.x, i.e. along segment.\\n    float tex_length = u_dash_tex_info.x;\\n    float tex_offset = u_dash_tex_info.y;\\n    float tex_dist_min = u_dash_tex_info.z;\\n    float tex_dist_max = u_dash_tex_info.w;\\n\\n    // Apply offset.\\n    x += v_length_so_far - u_dash_scale*tex_offset + u_dash_offset;\\n\\n    // Interpolate within texture to obtain distance to dash.\\n    float dist = texture2D(u_dash_tex,\\n                           vec2(x / (tex_length*u_dash_scale), 0.0)).a;\\n\\n    // Scale distance within min and max limits.\\n    dist = tex_dist_min + dist*(tex_dist_max - tex_dist_min);\\n\\n    return u_dash_scale*dist;\\n}\\n\\nfloat clip_dash_distance(in float x, in float offset, in float sign_along)\\n{\\n    // Return clipped dash distance, sign_along is +1.0 if looking forward\\n    // into next segment and -1.0 if looking backward into previous segment.\\n    float half_antialias = 0.5*u_antialias;\\n\\n    if (sign_along*x > half_antialias) {\\n        // Outside antialias region, use usual dash distance.\\n        return dash_distance(offset + x);\\n    }\\n    else {\\n        // Inside antialias region.\\n        // Dash distance at edge of antialias region clipped to half_antialias.\\n        float edge_dist = min(dash_distance(offset + sign_along*half_antialias), half_antialias);\\n\\n        // Physical distance from dash distance at edge of antialias region.\\n        return edge_dist + sign_along*x - half_antialias;\\n    }\\n}\\n\\nmat2 rotation_matrix(in float sign_start)\\n{\\n    // Rotation matrix for v_coords from this segment to prev or next segment.\\n    float cos_theta_turn_right = sign_start > 0.0 ? v_cos_theta_turn_right_start\\n                                                  : v_cos_theta_turn_right_end;\\n    float cos_theta = abs(cos_theta_turn_right);\\n    float turn_right = sign(cos_theta_turn_right);\\n\\n    float sin_theta = sqrt(1.0 - cos_theta*cos_theta)*sign_start*turn_right;\\n    float cos_2theta = 2.0*cos_theta*cos_theta - 1.0;\\n    float sin_2theta = 2.0*sin_theta*cos_theta;\\n    return mat2(cos_2theta, -sin_2theta, sin_2theta, cos_2theta);\\n}\\n#endif\\n\\nvoid main()\\n{\\n    int join_type = int(u_line_join + 0.5);\\n    int cap_type = int(u_line_cap + 0.5);\\n    float halfwidth = 0.5*(u_linewidth + u_antialias);\\n    float half_antialias = 0.5*u_antialias;\\n\\n    // Extract flags.\\n    int flags = int(v_flags + 0.5);\\n    bool miter_too_large_end = (flags / 8 > 0);\\n    flags -= 8*int(miter_too_large_end);\\n    bool miter_too_large_start = (flags / 4 > 0);\\n    flags -= 4*int(miter_too_large_start);\\n    bool has_end_cap = (flags / 2 > 0);\\n    flags -= 2*int(has_end_cap);\\n    bool has_start_cap = flags > 0;\\n\\n    float dist = v_coords.y;  // For straight segment, and miter join.\\n\\n    // Along-segment coords with respect to end of segment, +ve inside segment\\n    // so equivalent to v_coords.x at start of segment.\\n    float end_coords_x = v_segment_length - v_coords.x;\\n\\n    if (v_coords.x <= half_antialias) {\\n        // At start of segment, either cap or join.\\n        if (has_start_cap)\\n            dist = cap(cap_type, v_coords.x, v_coords.y);\\n        else if (join_type == round_join)\\n            dist = distance(v_coords, vec2(0.0, 0.0));\\n        else if (join_type == bevel_join ||\\n                 (join_type == miter_join && miter_too_large_start))\\n            dist = max(abs(dist), bevel_join_distance(1.0, halfwidth));\\n        // else a miter join which uses the default dist calculation.\\n    }\\n    else if (end_coords_x <= half_antialias) {\\n        // At end of segment, either cap or join.\\n        if (has_end_cap)\\n            dist = cap(cap_type, end_coords_x, v_coords.y);\\n        else if (join_type == round_join)\\n            dist = distance(v_coords, vec2(v_segment_length, 0));\\n        else if ((join_type == bevel_join ||\\n                 (join_type == miter_join && miter_too_large_end)))\\n            dist = max(abs(dist), bevel_join_distance(-1.0, halfwidth));\\n        // else a miter join which uses the default dist calculation.\\n    }\\n\\n    float alpha = distance_to_alpha(abs(dist));\\n\\n#ifdef DASHED\\n    if (u_dash_tex_info.x >= 0.0) {\\n        // Dashes in straight segments (outside of joins) are easily calculated.\\n        dist = dash_distance(v_coords.x);\\n\\n        if (!has_start_cap && cap_type == butt_cap) {\\n            if (v_coords.x < half_antialias) {\\n                // Outer of start join rendered solid color or not at all\\n                // depending on whether corner point is in dash or gap, with\\n                // antialiased ends.\\n                if (dash_distance(0.0) > 0.0) {\\n                    // Corner is solid color.\\n                    dist = max(dist, min(half_antialias, -v_coords.x));\\n                    // Avoid visible antialiasing band between corner and dash.\\n                    dist = max(dist, dash_distance(half_antialias));\\n                }\\n                else {\\n                    // Use large negative value so corner not colored.\\n                    dist = -halfwidth;\\n\\n                    if (v_coords.x > -half_antialias) {\\n                        // Consider antialias region of dash after start region.\\n                        float edge_dist = min(dash_distance(half_antialias), half_antialias);\\n                        dist = max(dist, edge_dist + v_coords.x - half_antialias);\\n                    }\\n                }\\n            }\\n\\n            vec2 prev_coords = rotation_matrix(1.0)*v_coords;\\n\\n            if (abs(prev_coords.y) < halfwidth && prev_coords.x < half_antialias) {\\n                // Extend dashes across from end of previous segment, with antialiased end.\\n                float new_dist = clip_dash_distance(prev_coords.x, 0.0, -1.0);\\n                new_dist = min(new_dist, 0.5*u_linewidth - abs(prev_coords.y));\\n                dist = max(dist, new_dist);\\n            }\\n        }\\n\\n        if (!has_end_cap && cap_type == butt_cap) {\\n            if (end_coords_x < half_antialias) {\\n                // Similar for end join.\\n                if (dash_distance(v_segment_length) > 0.0) {\\n                    // Corner is solid color.\\n                    dist = max(dist, min(half_antialias, -end_coords_x));\\n                    // Avoid visible antialiasing band between corner and dash.\\n                    dist = max(dist, dash_distance(v_segment_length - half_antialias));\\n                }\\n                else {\\n                    // Use large negative value so corner not colored.\\n                    dist = -halfwidth;\\n\\n                    if (end_coords_x > -half_antialias) {\\n                        // Consider antialias region of dash before end region.\\n                        float edge_dist = min(dash_distance(v_segment_length - half_antialias),\\n                                              half_antialias);\\n                        dist = max(dist, edge_dist + end_coords_x - half_antialias);\\n                    }\\n                }\\n            }\\n\\n            vec2 next_coords = rotation_matrix(-1.0)*(v_coords - vec2(v_segment_length, 0.0));\\n\\n            if (abs(next_coords.y) < halfwidth && next_coords.x > -half_antialias) {\\n                // Extend dashes across from next segment, with antialiased end.\\n                float new_dist = clip_dash_distance(next_coords.x, v_segment_length, 1.0);\\n                new_dist = min(new_dist, 0.5*u_linewidth - abs(next_coords.y));\\n                dist = max(dist, new_dist);\\n            }\\n        }\\n\\n        dist = cap(cap_type, dist, v_coords.y);\\n\\n        float dash_alpha = distance_to_alpha(dist);\\n        alpha = min(alpha, dash_alpha);\\n    }\\n#endif\\n\\n    alpha = u_line_color.a*alpha;\\n    gl_FragColor = vec4(u_line_color.rgb*alpha, alpha);  // Premultiplied alpha.\\n}\\n\"},\n",
       "      417: function _(n,i,e,t,a){t();e.default=\"\\nprecision mediump float;\\n\\nattribute vec2 a_position;\\nattribute vec2 a_center;\\nattribute float a_width;\\nattribute float a_height;\\nattribute float a_angle; // In radians\\nattribute float a_linewidth;\\nattribute vec4 a_line_color;\\nattribute vec4 a_fill_color;\\nattribute float a_line_cap;\\nattribute float a_line_join;\\nattribute float a_show;\\n#ifdef HATCH\\nattribute float a_hatch_pattern;\\nattribute float a_hatch_scale;\\nattribute float a_hatch_weight;\\nattribute vec4 a_hatch_color;\\n#endif\\n\\nuniform float u_pixel_ratio;\\nuniform vec2 u_canvas_size;\\nuniform float u_antialias;\\nuniform float u_size_hint;\\n\\nvarying float v_linewidth;\\nvarying vec2 v_size; // 2D size for rects compared to 1D for markers.\\nvarying vec4 v_line_color;\\nvarying vec4 v_fill_color;\\nvarying float v_line_cap;\\nvarying float v_line_join;\\nvarying vec2 v_coords;\\n#ifdef HATCH\\nvarying float v_hatch_pattern;\\nvarying float v_hatch_scale;\\nvarying float v_hatch_weight;\\nvarying vec4 v_hatch_color;\\nvarying vec2 v_hatch_coords;\\n#endif\\n\\nvoid main()\\n{\\n  if (a_show < 0.5) {\\n    // Do not show this rect.\\n    gl_Position = vec4(-2.0, -2.0, 0.0, 1.0);\\n    return;\\n  }\\n\\n  v_size = vec2(a_width, a_height);\\n  v_linewidth = a_linewidth;\\n  v_line_color = a_line_color;\\n  v_fill_color = a_fill_color;\\n  v_line_cap = a_line_cap;\\n  v_line_join = a_line_join;\\n\\n  if (v_linewidth < 1.0) {\\n    // Linewidth less than 1 is implemented as 1 but with reduced alpha.\\n    v_line_color.a *= v_linewidth;\\n    v_linewidth = 1.0;\\n  }\\n\\n#ifdef HATCH\\n  v_hatch_pattern = a_hatch_pattern;\\n  v_hatch_scale = a_hatch_scale;\\n  v_hatch_weight = a_hatch_weight;\\n  v_hatch_color = a_hatch_color;\\n#endif\\n\\n  vec2 enclosing_size;\\n  // Need extra size of (v_linewidth+u_antialias) if edge of marker parallel to\\n  // edge of bounding box.  If symmetric spike towards edge then multiply by\\n  // 1/cos(theta) where theta is angle between spike and bbox edges.\\n  int size_hint = int(u_size_hint + 0.5);\\n  if (size_hint == 1)  // Dash\\n    enclosing_size = vec2(v_size.x + v_linewidth + u_antialias,\\n                          v_linewidth + u_antialias);\\n  else if (size_hint == 2)  // Dot\\n    enclosing_size = 0.25*v_size + u_antialias;\\n  else if (size_hint == 3)  // Diamond\\n    enclosing_size = vec2(v_size.x*(2.0/3.0) + (v_linewidth + u_antialias)*1.20185,\\n                          v_size.y + (v_linewidth + u_antialias)*1.80278);\\n  else if (size_hint == 4)  // Hex\\n    enclosing_size = v_size + (v_linewidth + u_antialias)*vec2(2.0/sqrt(3.0), 1.0);\\n  else if (size_hint == 5)  // Square pin\\n    enclosing_size = v_size + (v_linewidth + u_antialias)*3.1;\\n  else if (size_hint == 6)  // Triangle\\n    enclosing_size = vec2(v_size.x + (v_linewidth + u_antialias)*sqrt(3.0),\\n                          v_size.y*(2.0/sqrt(3.0)) + (v_linewidth + u_antialias)*2.0);\\n  else if (size_hint == 7)  // Triangle pin\\n    enclosing_size = v_size + (v_linewidth + u_antialias)*vec2(4.8, 6.0);\\n  else if (size_hint == 8)  // Star\\n    enclosing_size = vec2(v_size.x*0.95106 + (v_linewidth + u_antialias)*3.0,\\n                          v_size.y + (v_linewidth + u_antialias)*3.2);\\n  else\\n    enclosing_size = v_size + v_linewidth + u_antialias;\\n\\n  // Coordinates in rotated frame with respect to center of marker, used for\\n  // distance functions in fragment shader.\\n  v_coords = a_position*enclosing_size;\\n\\n  float c = cos(-a_angle);\\n  float s = sin(-a_angle);\\n  mat2 rotation = mat2(c, -s, s, c);\\n\\n  vec2 pos = a_center + rotation*v_coords;\\n#ifdef HATCH\\n  // Coordinates for hatching in unrotated frame of reference.\\n  v_hatch_coords = pos - 0.5;\\n#endif\\n  pos += 0.5; // Make up for Bokeh's offset.\\n  pos /= u_canvas_size / u_pixel_ratio; // 0 to 1.\\n  gl_Position = vec4(2.0*pos.x - 1.0, 1.0 - 2.0*pos.y, 0.0, 1.0);\\n}\\n\"},\n",
       "      418: function _(n,i,e,t,a){t();e.default=\"\\nprecision mediump float;\\n\\nconst float SQRT2 = sqrt(2.0);\\nconst float SQRT3 = sqrt(3.0);\\nconst float PI = 3.14159265358979323846;\\n\\nconst int butt_cap = 0;\\nconst int round_cap = 1;\\nconst int square_cap = 2;\\n\\nconst int miter_join = 0;\\nconst int round_join = 1;\\nconst int bevel_join = 2;\\n\\n#ifdef HATCH\\nconst int hatch_dot = 1;\\nconst int hatch_ring = 2;\\nconst int hatch_horizontal_line = 3;\\nconst int hatch_vertical_line = 4;\\nconst int hatch_cross = 5;\\nconst int hatch_horizontal_dash = 6;\\nconst int hatch_vertical_dash = 7;\\nconst int hatch_spiral = 8;\\nconst int hatch_right_diagonal_line = 9;\\nconst int hatch_left_diagonal_line = 10;\\nconst int hatch_diagonal_cross = 11;\\nconst int hatch_right_diagonal_dash = 12;\\nconst int hatch_left_diagonal_dash = 13;\\nconst int hatch_horizontal_wave = 14;\\nconst int hatch_vertical_wave = 15;\\nconst int hatch_criss_cross = 16;\\n#endif\\n\\nuniform float u_antialias;\\n\\nvarying float v_linewidth;\\nvarying vec2 v_size;\\nvarying vec4 v_line_color;\\nvarying vec4 v_fill_color;\\nvarying float v_line_cap;\\nvarying float v_line_join;\\nvarying vec2 v_coords;\\n#ifdef HATCH\\nvarying float v_hatch_pattern;\\nvarying float v_hatch_scale;\\nvarying float v_hatch_weight;\\nvarying vec4 v_hatch_color;\\nvarying vec2 v_hatch_coords;\\n#endif\\n\\n// Lines within the marker (dot, cross, x and y) are added at the end as they are\\n// on top of the fill rather than astride it.\\n#if defined(USE_CIRCLE_DOT) || defined(USE_DIAMOND_DOT) || defined(USE_DOT) ||     defined(USE_HEX_DOT) || defined(USE_SQUARE_DOT) || defined(USE_STAR_DOT) ||     defined(USE_TRIANGLE_DOT)\\n  #define APPEND_DOT\\n#endif\\n\\n#if defined(USE_CIRCLE_CROSS) || defined(USE_SQUARE_CROSS)\\n  #define APPEND_CROSS\\n#endif\\n\\n#ifdef USE_DIAMOND_CROSS\\n  #define APPEND_CROSS_2\\n#endif\\n\\n#ifdef USE_CIRCLE_X\\n  #define APPEND_X\\n  #define APPEND_X_LEN (0.5*v_size.x)\\n#endif\\n\\n#ifdef USE_SQUARE_X\\n  #define APPEND_X\\n  #define APPEND_X_LEN (v_size.x/SQRT2)\\n#endif\\n\\n#ifdef USE_CIRCLE_Y\\n  #define APPEND_Y\\n#endif\\n\\n#if defined(USE_ASTERISK) || defined(USE_CROSS) || defined(USE_DASH) ||     defined(USE_DOT) || defined(USE_X) || defined(USE_Y)\\n  // No fill.\\n  #define LINE_ONLY\\n#endif\\n\\n#if defined(LINE_ONLY) || defined(APPEND_CROSS) || defined(APPEND_CROSS_2) ||     defined(APPEND_X) || defined(APPEND_Y)\\nfloat end_cap_distance(in vec2 p, in vec2 end_point, in vec2 unit_direction, in int line_cap)\\n{\\n  vec2 offset = p - end_point;\\n  if (line_cap == butt_cap)\\n    return dot(offset, unit_direction) + 0.5*v_linewidth;\\n  else if (line_cap == square_cap)\\n    return dot(offset, unit_direction);\\n  else if (line_cap == round_cap && dot(offset, unit_direction) > 0.0)\\n    return length(offset);\\n  else\\n    // Default is outside of line and should be -0.5*(v_linewidth+u_antialias) or less,\\n    // so here avoid the multiplication.\\n    return -v_linewidth-u_antialias;\\n}\\n#endif\\n\\n#if !(defined(LINE_ONLY) || defined(USE_SQUARE_PIN) || defined(USE_TRIANGLE_PIN))\\n// For line join at a vec2 corner where 2 line segments meet, consider bevel points which are the 2\\n// points obtained by moving half a linewidth away from the corner point in the directions normal to\\n// the line segments.  The line through these points is the bevel line, characterised by a vec2\\n// unit_normal and offset distance from the corner point.  Edge of bevel join straddles this line,\\n// round join occurs outside of this line centred on the corner point.  In general\\n//   offset = (linewidth/2)*sin(alpha/2)\\n// where alpha is the angle between the 2 line segments at the corner.\\nfloat line_join_distance_no_miter(\\n  in vec2 p, in vec2 corner, in vec2 unit_normal, in float offset, in int line_join)\\n{\\n  // Simplified version of line_join_distance ignoring miter which most markers do implicitly\\n  // as they are composed of straight line segments.\\n  float dist_outside = dot((p - corner), unit_normal) - offset;\\n\\n  if (line_join == bevel_join && dist_outside > -0.5*u_antialias)\\n    return dist_outside + 0.5*v_linewidth;\\n  else if (dist_outside > 0.0)  // round_join\\n    return distance(p, corner);\\n  else\\n    // Default is outside of line and should be -0.5*(v_linewidth+u_antialias) or less,\\n    // so here avoid the multiplication.\\n    return -v_linewidth-u_antialias;\\n}\\n#endif\\n\\n#if defined(USE_SQUARE_PIN) || defined(USE_TRIANGLE_PIN)\\n// Line join distance including miter but only one-sided check as assuming use of symmetry in\\n// calling function.\\nfloat line_join_distance_incl_miter(\\n  in vec2 p, in vec2 corner, in vec2 unit_normal, in float offset, in int line_join,\\n  vec2 miter_unit_normal)\\n{\\n  float dist_outside = dot((p - corner), unit_normal) - offset;\\n\\n  if (line_join == miter_join && dist_outside > 0.0)\\n    return dot((p - corner), miter_unit_normal);\\n  else if (line_join == bevel_join && dist_outside > -0.5*u_antialias)\\n    return dist_outside + 0.5*v_linewidth;\\n  else if (dist_outside > 0.0)  // round_join\\n    return distance(p, corner);\\n  else\\n    return -v_linewidth-u_antialias;\\n}\\n#endif\\n\\n#if defined(APPEND_CROSS) || defined(APPEND_X) || defined(USE_ASTERISK) ||     defined(USE_CROSS) || defined(USE_X)\\nfloat one_cross(in vec2 p, in int line_cap, in float len)\\n{\\n  p = abs(p);\\n  p = (p.y > p.x) ? p.yx : p.xy;\\n  float dist = p.y;\\n  float end_dist = end_cap_distance(p, vec2(len, 0.0), vec2(1.0, 0.0), line_cap);\\n  return max(dist, end_dist);\\n}\\n#endif\\n\\n#ifdef APPEND_CROSS_2\\nfloat one_cross_2(in vec2 p, in int line_cap, in vec2 lengths)\\n{\\n  // Cross with different length in x and y directions.\\n  p = abs(p);\\n  bool switch_xy = (p.y > p.x);\\n  p = switch_xy ? p.yx : p.xy;\\n  float len = switch_xy ? lengths.y : lengths.x;\\n  float dist = p.y;\\n  float end_dist = end_cap_distance(p, vec2(len, 0.0), vec2(1.0, 0.0), line_cap);\\n  return max(dist, end_dist);\\n}\\n#endif\\n\\n#if defined(APPEND_Y) || defined(USE_Y)\\nfloat one_y(in vec2 p, in int line_cap, in float len)\\n{\\n  p = vec2(abs(p.x), -p.y);\\n\\n  // End point of line to right is (1/2, 1/3)*len*SQRT3.\\n  // Unit vector along line is (1/2, 1/3)*k where k = 6/SQRT13.\\n  const float k = 6.0/sqrt(13.0);\\n  vec2 unit_along = vec2(0.5*k, k/3.0);\\n  vec2 end_point = vec2(0.5*len*SQRT3, len*SQRT3/3.0);\\n  float dist = max(abs(dot(p, vec2(-unit_along.y, unit_along.x))),\\n                   end_cap_distance(p, end_point, unit_along, line_cap));\\n\\n  if (p.y < 0.0) {\\n    // Vertical line.\\n    float vert_dist = max(p.x,\\n                          end_cap_distance(p, vec2(0.0, -len), vec2(0.0, -1.0), line_cap));\\n    dist = min(dist, vert_dist);\\n  }\\n  return dist;\\n}\\n#endif\\n\\n// One marker_distance function per marker type.\\n// Distance is zero on edge of marker, +ve outside and -ve inside.\\n\\n#ifdef USE_ASTERISK\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  // Assuming v_size.x == v.size_y\\n  vec2 p_diag = vec2((p.x + p.y)/SQRT2, (p.x - p.y)/SQRT2);\\n  float len = 0.5*v_size.x;\\n  return min(one_cross(p, line_cap, len),  // cross\\n             one_cross(p_diag, line_cap, len));  // x\\n}\\n#endif\\n\\n#if defined(USE_CIRCLE) || defined(USE_CIRCLE_CROSS) || defined(USE_CIRCLE_DOT) ||     defined(USE_CIRCLE_X) || defined(USE_CIRCLE_Y)\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  // Assuming v_size.x == v.size_y\\n  return length(p) - 0.5*v_size.x;\\n}\\n#endif\\n\\n#ifdef USE_CROSS\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  // Assuming v_size.x == v.size_y\\n  return one_cross(p, line_cap, 0.5*v_size.x);\\n}\\n#endif\\n\\n#ifdef USE_DASH\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  p = abs(p);\\n  float dist = p.y;\\n  float end_dist = end_cap_distance(p, vec2(0.5*v_size.x, 0.0), vec2(1.0, 0.0), line_cap);\\n  return max(dist, end_dist);\\n}\\n#endif\\n\\n#if defined(USE_DIAMOND) || defined(USE_DIAMOND_CROSS) || defined(USE_DIAMOND_DOT)\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  // Assuming v_size.x == v.size_y\\n  // Only need to consider +ve quadrant, the 2 end points are (2r/3, 0) and (0, r)\\n  // where r = radius = v_size.x/2.\\n  // Line has outward-facing unit normal vec2(1, 2/3)/k where k = SQRT13/3\\n  // hence vec2(3, 2)/SQRT13, and distance from origin of 2r/(3k) = 2r/SQRT13.\\n  p = abs(p);\\n  float r = 0.5*v_size.x;\\n  const float SQRT13 = sqrt(13.0);\\n  float dist = dot(p, vec2(3.0, 2.0))/SQRT13 - 2.0*r/SQRT13;\\n\\n  if (line_join != miter_join) {\\n    dist = max(dist, line_join_distance_no_miter(\\n      p, vec2(0.0, r), vec2(0.0, 1.0), v_linewidth/SQRT13, line_join));\\n\\n    dist = max(dist, line_join_distance_no_miter(\\n      p, vec2(r*2.0/3.0, 0.0), vec2(1.0, 0.0), v_linewidth*(1.5/SQRT13), line_join));\\n  }\\n\\n  return dist;\\n}\\n#endif\\n\\n#ifdef USE_DOT\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  // Dot is always appended.\\n  return v_linewidth+u_antialias;\\n}\\n#endif\\n\\n#if defined(USE_HEX) || defined(USE_HEX_DOT)\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  // A regular hexagon has v_size.x == v.size_y = r where r is the length of\\n  // each of the 3 sides of the 6 equilateral triangles that comprise the hex.\\n  // Only consider +ve quadrant, the 3 corners are at (0, h), (rx/2, h), (rx, 0)\\n  // where rx = 0.5*v_size.x, ry = 0.5*v_size.y and h = ry*SQRT3/2.\\n  // Sloping line has outward normal vec2(h, rx/2).  Length of this is\\n  // len = sqrt(h**2 + rx**2/4) to give unit normal (h, rx/2)/len and distance\\n  // from origin of this line is rx*h/len.\\n  p = abs(p);\\n  float rx = v_size.x/2.0;\\n  float h = v_size.y*(SQRT3/4.0);\\n  float len_normal = sqrt(h*h + 0.25*rx*rx);\\n  vec2 unit_normal = vec2(h, 0.5*rx) / len_normal;\\n  float dist = max(dot(p, unit_normal) - rx*h/len_normal,  // Distance from sloping line.\\n                   p.y - h);  // Distance from horizontal line.\\n\\n  if (line_join != miter_join) {\\n    dist = max(dist, line_join_distance_no_miter(\\n      p, vec2(rx, 0.0), vec2(1.0, 0.0), 0.5*v_linewidth*unit_normal.x, line_join));\\n\\n    unit_normal = normalize(unit_normal + vec2(0.0, 1.0));  // At (rx/2, h) corner.\\n    dist = max(dist, line_join_distance_no_miter(\\n      p, vec2(0.5*rx, h), unit_normal, 0.5*v_linewidth*unit_normal.y, line_join));\\n  }\\n  return dist;\\n}\\n#endif\\n\\n#ifdef USE_PLUS\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  // Assuming v_size.x == v.size_y\\n  // Only need to consider one octant, the +ve quadrant with x >= y.\\n  p = abs(p);\\n  p = (p.y > p.x) ? p.yx : p.xy;\\n\\n  // 3 corners are (r, 0), (r, 3r/8) and (3r/8, 3r/8).\\n  float r = 0.5*v_size.x;\\n  p = p - vec2(r, 0.375*r);  // Distance with respect to outside corner\\n  float dist = max(p.x, p.y);\\n\\n  if (line_join != miter_join) {\\n    // Outside corner\\n    dist = max(dist, line_join_distance_no_miter(\\n      p, vec2(0.0, 0.0), vec2(1.0/SQRT2, 1.0/SQRT2), v_linewidth/(2.0*SQRT2), line_join));\\n\\n    // Inside corner\\n    dist = min(dist, -line_join_distance_no_miter(\\n      p, vec2(-5.0*r/8.0, 0.0), vec2(-1.0/SQRT2, -1.0/SQRT2), v_linewidth/(2.0*SQRT2), line_join));\\n  }\\n\\n  return dist;\\n}\\n#endif\\n\\n#if defined(USE_SQUARE) || defined(USE_SQUARE_CROSS) || defined(USE_SQUARE_DOT) ||     defined(USE_SQUARE_X)\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  vec2 p2 = abs(p) - v_size/2.0;  // Offset from corner\\n  float dist = max(p2.x, p2.y);\\n\\n  if (line_join != miter_join)\\n    dist = max(dist, line_join_distance_no_miter(\\n      p2, vec2(0.0, 0.0), vec2(1.0/SQRT2, 1.0/SQRT2), v_linewidth/(2.0*SQRT2), line_join));\\n\\n  return dist;\\n}\\n#endif\\n\\n#ifdef USE_SQUARE_PIN\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  // Assuming v_size.x == v.size_y\\n  p = abs(p);\\n  p = (p.y > p.x) ? p.yx : p.xy;\\n  // p is in octant between y=0 and y=x.\\n  // Quadratic bezier curve passes through (r, r), (11r/16, 0) and (r, -r).\\n  // Circular arc that passes through the same points has center at\\n  // x = r + 231r/160 = 2.44275r and y = 0 and hence radius is\\n  // x - 11r/16 = 1.75626 precisely.\\n  float r = 0.5*v_size.x;\\n  float center_x = r*2.44375;\\n  float radius = r*1.75626;\\n  float dist = radius - distance(p, vec2(center_x, 0.0));\\n\\n  // Magic number is 0.5*sin(atan(8/5) - pi/4)\\n  dist = max(dist, line_join_distance_incl_miter(\\n    p, vec2(r, r), vec2(1.0/SQRT2, 1.0/SQRT2), v_linewidth*0.1124297533493792, line_join,\\n    vec2(8.0/sqrt(89.0), -5.0/sqrt(89.0))));\\n\\n  return dist;\\n}\\n#endif\\n\\n#if defined(USE_STAR) || defined(USE_STAR_DOT)\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  // Assuming v_size.x == v.size_y\\n  const float SQRT5 = sqrt(5.0);\\n  const float COS72 = 0.25*(SQRT5 - 1.0);\\n  const float SIN72 = sqrt((5.0+SQRT5) / 8.0);\\n\\n  float angle = atan(p.x, p.y);  // In range -pi to +pi clockwise from +y direction.\\n  angle = mod(angle, 0.4*PI) - 0.2*PI;  // In range -pi/5 to +pi/5 clockwise from +y direction.\\n  p = length(p)*vec2(cos(angle), abs(sin(angle)));  // (x,y) in pi/10 (36 degree) sector.\\n\\n  // 2 corners are at (r, 0) and (r-a*SIN72, a*COS72) where a = r sqrt(5-2*sqrt(5)).\\n  // Line has outward-facing unit normal vec2(COS72, SIN72) and distance from\\n  // origin of dot(vec2(r, 0), vec2(COS72, SIN72)) = r*COS72\\n  float r = 0.5*v_size.x;\\n  float a = r*sqrt(5.0 - 2.0*SQRT5);\\n  float dist = dot(p, vec2(COS72, SIN72)) - r*COS72;\\n\\n  if (line_join != miter_join) {\\n    // Outside corner\\n    dist = max(dist, line_join_distance_no_miter(\\n      p, vec2(r, 0.0), vec2(1.0, 0.0), v_linewidth*(0.5*COS72), line_join));\\n\\n    // Inside corner\\n    const float COS36 = sqrt(0.5 + COS72/2.0);\\n    const float SIN36 = sqrt(0.5 - COS72/2.0);\\n    dist = min(dist, -line_join_distance_no_miter(\\n      p, vec2(r-a*SIN72, a*COS72), vec2(-COS36, -SIN36), v_linewidth*(0.5*COS36), line_join));\\n  }\\n\\n  return dist;\\n}\\n#endif\\n\\n#if defined(USE_TRIANGLE) || defined(USE_TRIANGLE_DOT) || defined(USE_INVERTED_TRIANGLE)\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  // Assuming v_size.x == v.size_y\\n  // For normal triangle 3 corners are at (-r, a), (r, a), (0, a-h)=(0, -2h/3)\\n  // given r = radius = v_size.x/2, h = SQRT3*r, a = h/3.\\n  // Sloping line has outward-facing unit normal vec2(h, -r)/2r = vec2(SQRT3, -1)/2\\n  // and distance from origin of a.  Horizontal line has outward-facing unit normal\\n  // vec2(0, 1) and distance from origin of a.\\n  float r = 0.5*v_size.x;\\n  float a = r*SQRT3/3.0;\\n\\n  // Only need to consider +ve x.\\n#ifdef USE_INVERTED_TRIANGLE\\n  p = vec2(abs(p.x), -p.y);\\n#else\\n  p = vec2(abs(p.x), p.y);\\n#endif\\n\\n  float dist = max(0.5*dot(p, vec2(SQRT3, -1.0)) - a,  // Distance from sloping line.\\n                   p.y - a);  // Distance from horizontal line.\\n\\n  if (line_join != miter_join) {\\n    dist = max(dist, line_join_distance_no_miter(\\n      p, vec2(0.0, -(2.0/SQRT3)*r), vec2(0.0, -1.0), v_linewidth*0.25, line_join));\\n\\n    dist = max(dist, line_join_distance_no_miter(\\n      p, vec2(r, a), vec2(SQRT3/2.0, 0.5), v_linewidth*0.25, line_join));\\n  }\\n\\n  return dist;\\n}\\n#endif\\n\\n#ifdef USE_TRIANGLE_PIN\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  // Assuming v_size.x == v.size_y\\n  float angle = atan(p.x, -p.y);  // In range -pi to +pi.\\n  angle = mod(angle, PI*2.0/3.0) - PI/3.0;  // In range -pi/3 to pi/3.\\n  p = length(p)*vec2(cos(angle), abs(sin(angle)));  // (x,y) in range 0 to pi/3.\\n  // Quadratic bezier curve passes through (a, r), ((a+b)/2, 0) and (a, -r) where\\n  // a = r/SQRT3, b = 3a/8 = r SQRT3/8.  Circular arc that passes through the same points has\\n  // center at (a+x, 0) and radius x+c where c = (a-b)/2 and x = (r**2 - c**2) / (2c).\\n  // Ignore r factor until the end so can use const.\\n  const float a = 1.0/SQRT3;\\n  const float b = SQRT3/8.0;\\n  const float c = (a-b)/2.0;\\n  const float x = (1.0 - c*c) / (2.0*c);\\n  const float center_x = x + a;\\n  const float radius = x + c;\\n  float r = 0.5*v_size.x;\\n  float dist = r*radius - distance(p, vec2(r*center_x, 0.0));\\n\\n  // Magic number is 0.5*sin(atan(8*sqrt(3)/5) - pi/3)\\n  dist = max(dist, line_join_distance_incl_miter(\\n    p, vec2(a*r, r), vec2(0.5, 0.5*SQRT3), v_linewidth*0.0881844526878324, line_join,\\n    vec2(8.0*SQRT3, -5.0)/sqrt(217.0)));\\n\\n  return dist;\\n}\\n#endif\\n\\n#ifdef USE_X\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  // Assuming v_size.x == v.size_y\\n  p = vec2((p.x + p.y)/SQRT2, (p.x - p.y)/SQRT2);\\n  return one_cross(p, line_cap, 0.5*v_size.x);\\n}\\n#endif\\n\\n#ifdef USE_Y\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  // Assuming v_size.x == v.size_y\\n  return one_y(p, line_cap, 0.5*v_size.x);\\n}\\n#endif\\n\\n// Convert distance from edge of marker to fraction in range 0 to 1, depending\\n// on antialiasing width.\\nfloat distance_to_fraction(in float dist)\\n{\\n  return 1.0 - smoothstep(-0.5*u_antialias, 0.5*u_antialias, dist);\\n}\\n\\n// Return fraction from 0 (no fill color) to 1 (full fill color).\\nfloat fill_fraction(in float dist)\\n{\\n  return distance_to_fraction(dist);\\n}\\n\\n// Return fraction in range 0 (no line color) to 1 (full line color).\\nfloat line_fraction(in float dist)\\n{\\n  return distance_to_fraction(abs(dist) - 0.5*v_linewidth);\\n}\\n\\n// Return fraction (in range 0 to 1) of a color, with premultiplied alpha.\\nvec4 fractional_color(in vec4 color, in float fraction)\\n{\\n  color.a *= fraction;\\n  color.rgb *= color.a;\\n  return color;\\n}\\n\\n// Blend colors that have premultiplied alpha.\\nvec4 blend_colors(in vec4 src, in vec4 dest)\\n{\\n  return (1.0 - src.a)*dest + src;\\n}\\n\\n#ifdef APPEND_DOT\\nfloat dot_fraction(in vec2 p)\\n{\\n  // Assuming v_size.x == v_size.y\\n  float radius = 0.125*v_size.x;\\n  float dot_distance = max(length(p) - radius, -0.5*u_antialias);\\n  return fill_fraction(dot_distance);\\n}\\n#endif\\n\\n#ifdef HATCH\\n// Wrap coordinate(s) by removing integer part to give distance from center of\\n// repeat, in the range -0.5 to +0.5.\\nfloat wrap(in float x)\\n{\\n  return fract(x) - 0.5;\\n}\\n\\nvec2 wrap(in vec2 xy)\\n{\\n  return fract(xy) - 0.5;\\n}\\n\\n// Return fraction from 0 (no hatch color) to 1 (full hatch color).\\nfloat hatch_fraction(in vec2 coords, in int hatch_pattern)\\n{\\n  float scale = v_hatch_scale; // Hatch repeat distance.\\n\\n  // Coordinates and linewidth/halfwidth are scaled to hatch repeat distance.\\n  coords = coords / scale;\\n  float halfwidth = 0.5*v_hatch_weight / scale; // Half the hatch linewidth.\\n\\n  // Default is to return fraction of zero, i.e. no pattern.\\n  float dist = u_antialias;\\n\\n  if (hatch_pattern == hatch_dot) {\\n    const float dot_radius = 0.25;\\n    dist = length(wrap(coords)) - dot_radius;\\n  }\\n  else if (hatch_pattern == hatch_ring) {\\n    const float ring_radius = 0.25;\\n    dist = abs(length(wrap(coords)) - ring_radius) - halfwidth;\\n  }\\n  else if (hatch_pattern == hatch_horizontal_line) {\\n    dist = abs(wrap(coords.y)) - halfwidth;\\n  }\\n  else if (hatch_pattern == hatch_vertical_line) {\\n    dist = abs(wrap(coords.x)) - halfwidth;\\n  }\\n  else if (hatch_pattern == hatch_cross) {\\n    dist = min(abs(wrap(coords.x)), abs(wrap(coords.y))) - halfwidth;\\n  }\\n  else if (hatch_pattern == hatch_horizontal_dash) {\\n    // Dashes have square caps.\\n    const float halflength = 0.25;\\n    dist = max(abs(wrap(coords.y)),\\n               abs(wrap(coords.x) + 0.25) - halflength) - halfwidth;\\n  }\\n  else if (hatch_pattern == hatch_vertical_dash) {\\n    const float halflength = 0.25;\\n    dist = max(abs(wrap(coords.x)),\\n               abs(wrap(coords.y) + 0.25) - halflength) - halfwidth;\\n  }\\n  else if (hatch_pattern == hatch_spiral) {\\n    vec2 wrap2 = wrap(coords);\\n    float angle = wrap(atan(wrap2.y, wrap2.x) / (2.0*PI));\\n    // Canvas spiral radius increases by scale*pi/15 each rotation.\\n    const float dr = PI/15.0;\\n    float radius = length(wrap2);\\n    // At any angle, spiral lines are equally spaced dr apart.\\n    // Find distance to nearest of these lines.\\n    float frac = fract((radius - dr*angle) / dr); // 0 to 1.\\n    dist = dr*(abs(frac - 0.5));\\n    dist = min(dist, radius) - halfwidth; // Consider center point also.\\n  }\\n  else if (hatch_pattern == hatch_right_diagonal_line) {\\n    dist = abs(wrap(2.0*coords.x + coords.y))/sqrt(5.0) - halfwidth;\\n  }\\n  else if (hatch_pattern == hatch_left_diagonal_line) {\\n    dist = abs(wrap(2.0*coords.x - coords.y))/sqrt(5.0) - halfwidth;\\n  }\\n  else if (hatch_pattern == hatch_diagonal_cross) {\\n    coords = vec2(coords.x + coords.y + 0.5, coords.x - coords.y + 0.5);\\n    dist = min(abs(wrap(coords.x)), abs(wrap(coords.y))) / SQRT2 - halfwidth;\\n  }\\n  else if (hatch_pattern == hatch_right_diagonal_dash) {\\n    float across = coords.x + coords.y + 0.5;\\n    dist = abs(wrap(across)) / SQRT2; // Distance to nearest solid line.\\n\\n    across = floor(across); // Offset for dash.\\n    float along = wrap(0.5*(coords.x - coords.y + across));\\n    const float halflength = 0.25;\\n    along = abs(along) - halflength; // Distance along line.\\n\\n    dist = max(dist, along) - halfwidth;\\n  }\\n  else if (hatch_pattern == hatch_left_diagonal_dash) {\\n    float across = coords.x - coords.y + 0.5;\\n    dist = abs(wrap(across)) / SQRT2; // Distance to nearest solid line.\\n\\n    across = floor(across); // Offset for dash.\\n    float along = wrap(0.5*(coords.x + coords.y + across));\\n    const float halflength = 0.25;\\n    along = abs(along) - halflength; // Distance along line.\\n\\n    dist = max(dist, along) - halfwidth;\\n  }\\n  else if (hatch_pattern == hatch_horizontal_wave) {\\n    float wrapx = wrap(coords.x);\\n    float wrapy = wrap(coords.y - 0.25 + abs(wrapx));\\n    dist = abs(wrapy) / SQRT2 - halfwidth;\\n  }\\n  else if (hatch_pattern == hatch_vertical_wave) {\\n    float wrapy = wrap(coords.y);\\n    float wrapx = wrap(coords.x - 0.25 + abs(wrapy));\\n    dist = abs(wrapx) / SQRT2 - halfwidth;\\n  }\\n  else if (hatch_pattern == hatch_criss_cross) {\\n    float plus = min(abs(wrap(coords.x)), abs(wrap(coords.y)));\\n\\n    coords = vec2(coords.x + coords.y + 0.5, coords.x - coords.y + 0.5);\\n    float X = min(abs(wrap(coords.x)), abs(wrap(coords.y))) / SQRT2;\\n\\n    dist = min(plus, X) - halfwidth;\\n  }\\n\\n  return distance_to_fraction(dist*scale);\\n}\\n#endif\\n\\nvoid main()\\n{\\n  int line_cap = int(v_line_cap + 0.5);\\n  int line_join = int(v_line_join + 0.5);\\n#ifdef HATCH\\n  int hatch_pattern = int(v_hatch_pattern + 0.5);\\n#endif\\n\\n  float dist = marker_distance(v_coords, line_cap, line_join);\\n\\n#ifdef LINE_ONLY\\n  vec4 color = vec4(0.0, 0.0, 0.0, 0.0);\\n#else\\n  float fill_frac = fill_fraction(dist);\\n  vec4 color = fractional_color(v_fill_color, fill_frac);\\n#endif\\n\\n#if defined(HATCH) && !defined(LINE_ONLY)\\n  if (hatch_pattern > 0 && fill_frac > 0.0) {\\n    float hatch_frac = hatch_fraction(v_hatch_coords, hatch_pattern);\\n    vec4 hatch_color = fractional_color(v_hatch_color, hatch_frac*fill_frac);\\n    color = blend_colors(hatch_color, color);\\n  }\\n#endif\\n\\n  float line_frac = line_fraction(dist);\\n\\n#ifdef APPEND_DOT\\n  line_frac = max(line_frac, dot_fraction(v_coords));\\n#endif\\n#ifdef APPEND_CROSS\\n  line_frac = max(line_frac, line_fraction(one_cross(v_coords, line_cap, 0.5*v_size.x)));\\n#endif\\n#ifdef APPEND_CROSS_2\\n  vec2 lengths = vec2(v_size.x/3.0, v_size.x/2.0);\\n  line_frac = max(line_frac, line_fraction(one_cross_2(v_coords, line_cap, lengths)));\\n#endif\\n#ifdef APPEND_X\\n  vec2 p = vec2((v_coords.x + v_coords.y)/SQRT2, (v_coords.x - v_coords.y)/SQRT2);\\n  line_frac = max(line_frac, line_fraction(one_cross(p, line_cap, APPEND_X_LEN)));\\n#endif\\n#ifdef APPEND_Y\\n  line_frac = max(line_frac, line_fraction(one_y(v_coords, line_cap, 0.5*v_size.x)));\\n#endif\\n\\n  if (line_frac > 0.0) {\\n    vec4 line_color = fractional_color(v_line_color, line_frac);\\n    color = blend_colors(line_color, color);\\n  }\\n\\n  gl_FragColor = color;\\n}\\n\"},\n",
       "      419: function _(t,_,i,h,e){h();const s=t(420),a=t(421),r=t(422);class l extends s.BaseGLGlyph{constructor(t,_){super(t,_),this.glyph=_,this._antialias=1.5,this._show_all=!1}_draw_one_marker_type(t,_,i){const h={scissor:this.regl_wrapper.scissor,viewport:this.regl_wrapper.viewport,canvas_size:[_.width,_.height],pixel_ratio:_.pixel_ratio,center:i._centers,width:i._widths,height:i._heights,angle:i._angles,size_hint:(0,r.marker_type_to_size_hint)(t),nmarkers:i.nvertices,antialias:this._antialias,linewidth:this._linewidths,line_color:this._line_rgba,fill_color:this._fill_rgba,line_cap:this._line_caps,line_join:this._line_joins,show:this._show};if(this._have_hatch){const _=Object.assign(Object.assign({},h),{hatch_pattern:this._hatch_patterns,hatch_scale:this._hatch_scales,hatch_weight:this._hatch_weights,hatch_color:this._hatch_rgba});this.regl_wrapper.marker_hatch(t)(_)}else this.regl_wrapper.marker_no_hatch(t)(h)}_set_visuals(){const t=this._get_visuals(),_=t.fill,i=t.line;if(null==this._linewidths&&(this._linewidths=new a.Float32Buffer(this.regl_wrapper),this._line_caps=new a.Uint8Buffer(this.regl_wrapper),this._line_joins=new a.Uint8Buffer(this.regl_wrapper),this._line_rgba=new a.NormalizedUint8Buffer(this.regl_wrapper),this._fill_rgba=new a.NormalizedUint8Buffer(this.regl_wrapper)),this._linewidths.set_from_prop(i.line_width),this._line_caps.set_from_line_cap(i.line_cap),this._line_joins.set_from_line_join(i.line_join),this._line_rgba.set_from_color(i.line_color,i.line_alpha),this._fill_rgba.set_from_color(_.fill_color,_.fill_alpha),this._have_hatch=t.hatch.doit,this._have_hatch){const _=t.hatch;null==this._hatch_patterns&&(this._hatch_patterns=new a.Uint8Buffer(this.regl_wrapper),this._hatch_scales=new a.Float32Buffer(this.regl_wrapper),this._hatch_weights=new a.Float32Buffer(this.regl_wrapper),this._hatch_rgba=new a.NormalizedUint8Buffer(this.regl_wrapper)),this._hatch_patterns.set_from_hatch_pattern(_.hatch_pattern),this._hatch_scales.set_from_prop(_.hatch_scale),this._hatch_weights.set_from_prop(_.hatch_weight),this._hatch_rgba.set_from_color(_.hatch_color,_.hatch_alpha)}}}i.BaseMarkerGL=l,l.__name__=\"BaseMarkerGL\",l.missing_point=-1e4},\n",
       "      420: function _(e,t,s,i,h){i();class a{constructor(e,t){this.glyph=t,this.nvertices=0,this.size_changed=!1,this.data_changed=!1,this.visuals_changed=!1,this.regl_wrapper=e}set_data_changed(){const{data_size:e}=this.glyph;e!=this.nvertices&&(this.nvertices=e,this.size_changed=!0),this.data_changed=!0}set_visuals_changed(){this.visuals_changed=!0}render(e,t,s){if(0==t.length)return!0;const{width:i,height:h}=this.glyph.renderer.plot_view.canvas_view.webgl.canvas,a={pixel_ratio:this.glyph.renderer.plot_view.canvas_view.pixel_ratio,width:i,height:h};return this.draw(t,s,a),!0}}s.BaseGLGlyph=a,a.__name__=\"BaseGLGlyph\"},\n",
       "      421: function _(r,t,a,e,s){e();const i=r(422),_=r(22);class n{constructor(r){this.regl_wrapper=r,this.is_scalar=!0}get_sized_array(r){return null!=this.array&&this.array.length==r||(this.array=this.new_array(r)),this.array}is_normalized(){return!1}get length(){return null!=this.array?this.array.length:0}set_from_array(r){const t=r.length,a=this.get_sized_array(t);for(let e=0;e<t;e++)a[e]=r[e];this.update()}set_from_prop(r,t=4){const a=r.is_Scalar()?t:r.length,e=this.get_sized_array(a);for(let t=0;t<a;t++)e[t]=r.get(t);this.update(r.is_Scalar())}set_from_scalar(r,t=4){this.get_sized_array(t).fill(r),this.update(!0)}to_attribute_config(r=0){return{buffer:this.buffer,divisor:this.is_scalar?0:1,normalized:this.is_normalized(),offset:r}}update(r=!1){null==this.buffer?this.buffer=this.regl_wrapper.buffer({usage:\"dynamic\",data:this.array}):this.buffer({data:this.array}),this.is_scalar=r}}n.__name__=\"WrappedBuffer\";class l extends n{new_array(r){return new Float32Array(r)}}a.Float32Buffer=l,l.__name__=\"Float32Buffer\";class o extends n{new_array(r){return new Uint8Array(r)}set_from_color(r,t,a=4){const e=r.is_Scalar()&&t.is_Scalar(),s=e?a:r.length,i=this.get_sized_array(4*s);for(let a=0;a<s;a++){const[e,s,n,l]=(0,_.color2rgba)(r.get(a),t.get(a));i[4*a]=e,i[4*a+1]=s,i[4*a+2]=n,i[4*a+3]=l}this.update(e)}set_from_hatch_pattern(r,t=4){const a=r.is_Scalar()?t:r.length,e=this.get_sized_array(a);for(let t=0;t<a;t++)e[t]=(0,i.hatch_pattern_to_index)(r.get(t));this.update(r.is_Scalar())}set_from_line_cap(r,t=4){const a=r.is_Scalar()?t:r.length,e=this.get_sized_array(a);for(let t=0;t<a;t++)e[t]=i.cap_lookup[r.get(t)];this.update(r.is_Scalar())}set_from_line_join(r,t=4){const a=r.is_Scalar()?t:r.length,e=this.get_sized_array(a);for(let t=0;t<a;t++)e[t]=i.join_lookup[r.get(t)];this.update(r.is_Scalar())}}a.Uint8Buffer=o,o.__name__=\"Uint8Buffer\";class h extends o{is_normalized(){return!0}}a.NormalizedUint8Buffer=h,h.__name__=\"NormalizedUint8Buffer\"},\n",
       "      422: function _(a,e,r,n,t){n();const i=a(52);r.cap_lookup={butt:0,round:1,square:2},r.join_lookup={miter:0,round:1,bevel:2};const o={blank:0,dot:1,ring:2,horizontal_line:3,vertical_line:4,cross:5,horizontal_dash:6,vertical_dash:7,spiral:8,right_diagonal_line:9,left_diagonal_line:10,diagonal_cross:11,right_diagonal_dash:12,left_diagonal_dash:13,horizontal_wave:14,vertical_wave:15,criss_cross:16};r.hatch_pattern_to_index=function(a){var e,r;return null!==(r=o[null!==(e=i.hatch_aliases[a])&&void 0!==e?e:a])&&void 0!==r?r:0},r.marker_type_to_size_hint=function(a){switch(a){case\"dash\":return 1;case\"dot\":return 2;case\"diamond\":case\"diamond_cross\":case\"diamond_dot\":return 3;case\"hex\":return 4;case\"square_pin\":return 5;case\"inverted_triangle\":case\"triangle\":case\"triangle_dot\":return 6;case\"triangle_pin\":return 7;case\"star\":case\"star_dot\":return 8;default:return 0}}},\n",
       "      423: function _(s,t,i,e,r){e();const h=s(421),_=s(424);class l extends _.SingleMarkerGL{constructor(s,t){super(s,t),this.glyph=t}draw(s,t,i){this._draw_impl(s,i,t.glglyph,\"circle\")}_get_visuals(){return this.glyph.visuals}_set_data(){const s=this.nvertices;null==this._centers&&(this._centers=new h.Float32Buffer(this.regl_wrapper),this._widths=new h.Float32Buffer(this.regl_wrapper),this._heights=this._widths,this._angles=new h.Float32Buffer(this.regl_wrapper));const t=this._centers.get_sized_array(2*s),i=this._widths.get_sized_array(s);for(let e=0;e<s;e++)isFinite(this.glyph.sx[e])&&isFinite(this.glyph.sy[e])?(t[2*e]=this.glyph.sx[e],t[2*e+1]=this.glyph.sy[e]):(t[2*e]=_.SingleMarkerGL.missing_point,t[2*e+1]=_.SingleMarkerGL.missing_point),i[e]=2*this.glyph.sradius[e];this._centers.update(),this._widths.update(),this._angles.set_from_prop(this.glyph.angle)}}i.CircleGL=l,l.__name__=\"CircleGL\"},\n",
       "      424: function _(s,t,e,_,h){_();const a=s(419),i=s(421);class l extends a.BaseMarkerGL{constructor(s,t){super(s,t),this.glyph=t}_draw_impl(s,t,e,_){e.data_changed&&(e._set_data(),e.data_changed=!1),this.visuals_changed&&(this._set_visuals(),this.visuals_changed=!1);const h=e.nvertices;null==this._show&&(this._show=new i.Uint8Buffer(this.regl_wrapper));const a=this._show.length,l=this._show.get_sized_array(h);if(s.length<h){this._show_all=!1;for(let s=0;s<h;s++)l[s]=0;for(let t=0;t<s.length;t++)l[s[t]]=255}else if(!this._show_all||a!=h){this._show_all=!0;for(let s=0;s<h;s++)l[s]=255}this._show.update(),this._draw_one_marker_type(_,t,e)}}e.SingleMarkerGL=l,l.__name__=\"SingleMarkerGL\"},\n",
       "      425: function _(s,t,e,i,h){i();const r=s(421),_=s(424);class l extends _.SingleMarkerGL{constructor(s,t){super(s,t),this.glyph=t}draw(s,t,e){this._draw_impl(s,e,t.glglyph,\"hex\")}_get_visuals(){return this.glyph.visuals}_set_data(){const s=this.nvertices;null==this._centers&&(this._centers=new r.Float32Buffer(this.regl_wrapper),this._widths=new r.Float32Buffer(this.regl_wrapper),this._heights=new r.Float32Buffer(this.regl_wrapper),this._angles=new r.Float32Buffer(this.regl_wrapper));const t=this._centers.get_sized_array(2*s);for(let e=0;e<s;e++)isFinite(this.glyph.sx[e])&&isFinite(this.glyph.sy[e])?(t[2*e]=this.glyph.sx[e],t[2*e+1]=this.glyph.sy[e]):(t[2*e]=_.SingleMarkerGL.missing_point,t[2*e+1]=_.SingleMarkerGL.missing_point);this._centers.update(),\"pointytop\"==this.glyph.model.orientation?(this._angles.set_from_scalar(.5*Math.PI),this._widths.set_from_scalar(2*this.glyph.svy[0]),this._heights.set_from_scalar(4*this.glyph.svx[4]/Math.sqrt(3))):(this._angles.set_from_scalar(0),this._widths.set_from_scalar(2*this.glyph.svx[0]),this._heights.set_from_scalar(4*this.glyph.svy[4]/Math.sqrt(3)))}}e.HexTileGL=l,l.__name__=\"HexTileGL\"},\n",
       "      426: function _(s,i,t,h,e){h();const _=s(420),l=s(22),a=s(46),n=s(422),o=s(421);class r extends _.BaseGLGlyph{constructor(s,i){super(s,i),this.glyph=i,this._antialias=1.5,this._miter_limit=5}draw(s,i,t){const h=i.glglyph;this.visuals_changed&&(this._set_visuals(),this.visuals_changed=!1),h.data_changed&&(h._set_data(),h.data_changed=!1);const e=this.glyph.visuals.line,_=n.cap_lookup[e.line_cap.value],l=n.join_lookup[e.line_join.value],a=h._points,o={scissor:this.regl_wrapper.scissor,viewport:this.regl_wrapper.viewport,canvas_size:[t.width,t.height],pixel_ratio:t.pixel_ratio,line_color:this._color,linewidth:this._linewidth,antialias:this._antialias,miter_limit:this._miter_limit,points:a,show:h._show,nsegments:a.length/2-3,line_join:l,line_cap:_};if(this._is_dashed()){const s=Object.assign(Object.assign({},o),{length_so_far:this._length_so_far,dash_tex:this._dash_tex,dash_tex_info:this._dash_tex_info,dash_scale:this._dash_scale,dash_offset:this._dash_offset});this.regl_wrapper.dashed_line()(s)}else this.regl_wrapper.solid_line()(o)}_is_dashed(){return this._line_dash.length>0}_set_data(){const s=this.glyph.sx.length,i=s-1;this._is_closed=s>2&&this.glyph.sx[0]==this.glyph.sx[s-1]&&this.glyph.sy[0]==this.glyph.sy[s-1]&&isFinite(this.glyph.sx[0])&&isFinite(this.glyph.sy[0]),null==this._points&&(this._points=new o.Float32Buffer(this.regl_wrapper));const t=this._points.get_sized_array(2*(s+2));for(let i=1;i<s+1;i++)t[2*i]=this.glyph.sx[i-1],t[2*i+1]=this.glyph.sy[i-1];this._is_closed?(t[0]=t[2*s-2],t[1]=t[2*s-1],t[2*s+2]=t[4],t[2*s+3]=t[5]):(t[0]=0,t[1]=0,t[2*s+2]=0,t[2*s+3]=0),this._points.update(),null==this._show&&(this._show=new o.Uint8Buffer(this.regl_wrapper));const h=this._show.get_sized_array(s+1);let e=isFinite(this.glyph.sx[0])&&isFinite(this.glyph.sy[0]);for(let i=1;i<s;i++){const s=isFinite(this.glyph.sx[i])&&isFinite(this.glyph.sy[i]);h[i]=e&&s?1:0,e=s}if(this._is_closed?(h[0]=h[s-1],h[s]=h[1]):(h[0]=0,h[s]=0),this._show.update(),this._is_dashed()){null==this._length_so_far&&(this._length_so_far=new o.Float32Buffer(this.regl_wrapper));const s=this._length_so_far.get_sized_array(i);let e=0;for(let _=0;_<i;_++)s[_]=e,1==h[_+1]&&(e+=Math.sqrt((t[2*_+4]-t[2*_+2])**2+(t[2*_+5]-t[2*_+3])**2));this._length_so_far.update()}}_set_visuals(){const s=this.glyph.visuals.line,i=(0,l.color2rgba)(s.line_color.value,s.line_alpha.value);this._color=i.map((s=>s/255)),this._linewidth=s.line_width.value,this._linewidth<1&&(this._color[3]*=this._linewidth,this._linewidth=1),this._line_dash=(0,a.resolve_line_dash)(s.line_dash.value),this._is_dashed()&&([this._dash_tex_info,this._dash_tex,this._dash_scale]=this.regl_wrapper.get_dash(this._line_dash),this._dash_offset=s.line_dash_offset.value)}}t.LineGL=r,r.__name__=\"LineGL\"},\n",
       "      427: function _(s,t,i,e,r){e();const h=s(421),a=s(424);class n extends a.SingleMarkerGL{constructor(s,t){super(s,t),this.glyph=t}draw(s,t,i){this._draw_impl(s,i,t.glglyph,\"square\")}_get_visuals(){return this.glyph.visuals}_set_data(){const s=this.nvertices;null==this._centers&&(this._centers=new h.Float32Buffer(this.regl_wrapper),this._widths=new h.Float32Buffer(this.regl_wrapper),this._heights=new h.Float32Buffer(this.regl_wrapper),this._angles=new h.Float32Buffer(this.regl_wrapper),this._angles.set_from_scalar(0));const t=this._centers.get_sized_array(2*s),i=this._heights.get_sized_array(s),e=this._widths.get_sized_array(s);for(let r=0;r<s;r++){const s=this.glyph.sleft[r],h=this.glyph.sright[r],n=this.glyph.stop[r],_=this.glyph.sbottom[r];isFinite(s)&&isFinite(h)&&isFinite(n)&&isFinite(_)?(t[2*r]=(s+h)/2,t[2*r+1]=(n+_)/2,i[r]=Math.abs(n-_),e[r]=Math.abs(h-s)):(t[2*r]=a.SingleMarkerGL.missing_point,t[2*r+1]=a.SingleMarkerGL.missing_point,i[r]=a.SingleMarkerGL.missing_point,e[r]=a.SingleMarkerGL.missing_point)}this._centers.update(),this._heights.update(),this._widths.update()}}i.LRTBGL=n,n.__name__=\"LRTBGL\"},\n",
       "      428: function _(s,t,e,i,_){i();const h=s(419),r=s(421);class a extends h.BaseMarkerGL{constructor(s,t){super(s,t),this.glyph=t}draw(s,t,e){const i=t.glglyph;i.data_changed&&(i._set_data(),i.data_changed=!1),this.visuals_changed&&(this._set_visuals(),this.visuals_changed=!1);const _=i.nvertices;null==this._show&&(this._show=new r.Uint8Buffer(this.regl_wrapper));const h=i._unique_marker_types.length;for(const t of i._unique_marker_types){if(null==t)continue;let r=_;const a=this._show.length,n=this._show.get_sized_array(_);if(h>1||s.length<_){this._show_all=!1,n.fill(0),r=0;for(const e of s)1!=h&&i._marker_types.get(e)!=t||(n[e]=255,r++)}else this._show_all&&a==_||(this._show_all=!0,n.fill(255));this._show.update(),0!=r&&this._draw_one_marker_type(t,e,i)}}_get_visuals(){return this.glyph.visuals}_set_data(){const s=this.nvertices;null==this._centers&&(this._centers=new r.Float32Buffer(this.regl_wrapper),this._widths=new r.Float32Buffer(this.regl_wrapper),this._heights=this._widths,this._angles=new r.Float32Buffer(this.regl_wrapper));const t=this._centers.get_sized_array(2*s);for(let e=0;e<s;e++)isFinite(this.glyph.sx[e])&&isFinite(this.glyph.sy[e])?(t[2*e]=this.glyph.sx[e],t[2*e+1]=this.glyph.sy[e]):(t[2*e]=h.BaseMarkerGL.missing_point,t[2*e+1]=h.BaseMarkerGL.missing_point);this._centers.update(),this._widths.set_from_prop(this.glyph.size),this._angles.set_from_prop(this.glyph.angle),this._marker_types=this.glyph.marker,this._unique_marker_types=[...new Set(this._marker_types)]}}e.MultiMarkerGL=a,a.__name__=\"MultiMarkerGL\"},\n",
       "      429: function _(s,t,e,i,r){i();const h=s(421),_=s(424);class l extends _.SingleMarkerGL{constructor(s,t){super(s,t),this.glyph=t}draw(s,t,e){this._draw_impl(s,e,t.glglyph,\"square\")}_get_visuals(){return this.glyph.visuals}_set_data(){const s=this.nvertices;null==this._centers&&(this._centers=new h.Float32Buffer(this.regl_wrapper),this._widths=new h.Float32Buffer(this.regl_wrapper),this._heights=new h.Float32Buffer(this.regl_wrapper),this._angles=new h.Float32Buffer(this.regl_wrapper));const t=this._centers.get_sized_array(2*s);for(let e=0;e<s;e++)isFinite(this.glyph.sx[e])&&isFinite(this.glyph.sy[e])?(t[2*e]=this.glyph.sx[e],t[2*e+1]=this.glyph.sy[e]):(t[2*e]=_.SingleMarkerGL.missing_point,t[2*e+1]=_.SingleMarkerGL.missing_point);this._centers.update(),this._widths.set_from_array(this.glyph.sw),this._heights.set_from_array(this.glyph.sh),this._angles.set_from_prop(this.glyph.angle)}}e.RectGL=l,l.__name__=\"RectGL\"},\n",
       "      }, 409, {\"models/glyphs/webgl/main\":409,\"models/glyphs/webgl/index\":410,\"models/glyphs/webgl/regl_wrap\":411,\"models/glyphs/webgl/dash_cache\":413,\"models/glyphs/webgl/utils/math\":414,\"models/glyphs/webgl/regl_line.vert\":415,\"models/glyphs/webgl/regl_line.frag\":416,\"models/glyphs/webgl/marker.vert\":417,\"models/glyphs/webgl/marker.frag\":418,\"models/glyphs/webgl/base_marker\":419,\"models/glyphs/webgl/base\":420,\"models/glyphs/webgl/buffer\":421,\"models/glyphs/webgl/webgl_utils\":422,\"models/glyphs/webgl/circle\":423,\"models/glyphs/webgl/single_marker\":424,\"models/glyphs/webgl/hex_tile\":425,\"models/glyphs/webgl/line_gl\":426,\"models/glyphs/webgl/lrtb\":427,\"models/glyphs/webgl/multi_marker\":428,\"models/glyphs/webgl/rect\":429}, {});});\n",
       "\n",
       "      /* END bokeh-gl.min.js */\n",
       "    },\n",
       "    function(Bokeh) {\n",
       "      /* BEGIN bokeh-widgets.min.js */\n",
       "      /*!\n",
       "       * Copyright (c) 2012 - 2022, 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(root, factory) {\n",
       "        factory(root[\"Bokeh\"], \"2.4.3\");\n",
       "      })(this, function(Bokeh, version) {\n",
       "        let define;\n",
       "        return (function(modules, entry, aliases, externals) {\n",
       "          const bokeh = typeof Bokeh !== \"undefined\" && (version != null ? Bokeh[version] : Bokeh);\n",
       "          if (bokeh != null) {\n",
       "            return bokeh.register_plugin(modules, entry, aliases);\n",
       "          } else {\n",
       "            throw new Error(\"Cannot find Bokeh \" + version + \". You have to load it prior to loading plugins.\");\n",
       "          }\n",
       "        })\n",
       "      ({\n",
       "      439: function _(t,e,i,o,r){o();const s=(0,t(1).__importStar)(t(440));i.Widgets=s;(0,t(7).register_models)(s)},\n",
       "      440: function _(t,e,r,o,u){o(),u(\"AbstractButton\",t(441).AbstractButton),u(\"AbstractIcon\",t(444).AbstractIcon),u(\"AutocompleteInput\",t(445).AutocompleteInput),u(\"Button\",t(450).Button),u(\"CheckboxButtonGroup\",t(451).CheckboxButtonGroup),u(\"CheckboxGroup\",t(454).CheckboxGroup),u(\"ColorPicker\",t(456).ColorPicker),u(\"DatePicker\",t(457).DatePicker),u(\"DateRangeSlider\",t(460).DateRangeSlider),u(\"DateSlider\",t(465).DateSlider),u(\"DatetimeRangeSlider\",t(466).DatetimeRangeSlider),u(\"Div\",t(467).Div),u(\"Dropdown\",t(470).Dropdown),u(\"FileInput\",t(471).FileInput),u(\"InputWidget\",t(448).InputWidget),u(\"Markup\",t(468).Markup),u(\"MultiSelect\",t(472).MultiSelect),u(\"Paragraph\",t(473).Paragraph),u(\"PasswordInput\",t(474).PasswordInput),u(\"MultiChoice\",t(475).MultiChoice),u(\"NumericInput\",t(478).NumericInput),u(\"PreText\",t(479).PreText),u(\"RadioButtonGroup\",t(480).RadioButtonGroup),u(\"RadioGroup\",t(481).RadioGroup),u(\"RangeSlider\",t(482).RangeSlider),u(\"Select\",t(483).Select),u(\"Slider\",t(484).Slider),u(\"Spinner\",t(485).Spinner),u(\"TextInput\",t(446).TextInput),u(\"TextAreaInput\",t(486).TextAreaInput),u(\"Toggle\",t(487).Toggle),u(\"Widget\",t(512).Widget)},\n",
       "      441: function _(t,e,n,i,s){i();const l=t(1);var o;const r=t(20),c=t(43),u=t(113),_=t(442),a=t(444),d=(0,l.__importStar)(t(318)),h=d;class b extends _.ControlView{*controls(){yield this.button_el}async lazy_initialize(){await super.lazy_initialize();const{icon:t}=this.model;null!=t&&(this.icon_view=await(0,u.build_view)(t,{parent:this}))}connect_signals(){super.connect_signals(),this.connect(this.model.change,(()=>this.render()))}remove(){null!=this.icon_view&&this.icon_view.remove(),super.remove()}styles(){return[...super.styles(),d.default]}_render_button(...t){return(0,c.button)({type:\"button\",disabled:this.model.disabled,class:[h.btn,h[`btn_${this.model.button_type}`]]},...t)}render(){super.render(),this.button_el=this._render_button(this.model.label),this.button_el.addEventListener(\"click\",(()=>this.click())),null!=this.icon_view&&(\"\"!=this.model.label?(0,c.prepend)(this.button_el,this.icon_view.el,(0,c.nbsp)()):(0,c.prepend)(this.button_el,this.icon_view.el),this.icon_view.render()),this.group_el=(0,c.div)({class:h.btn_group},this.button_el),this.el.appendChild(this.group_el)}click(){}}n.AbstractButtonView=b,b.__name__=\"AbstractButtonView\";class p extends _.Control{constructor(t){super(t)}}n.AbstractButton=p,o=p,p.__name__=\"AbstractButton\",o.define((({String:t,Ref:e,Nullable:n})=>({label:[t,\"Button\"],icon:[n(e(a.AbstractIcon)),null],button_type:[r.ButtonType,\"default\"]})))},\n",
       "      442: function _(t,e,o,s,n){s();const i=t(512),l=t(43);class c extends i.WidgetView{connect_signals(){super.connect_signals();const t=this.model.properties;this.on_change(t.disabled,(()=>{for(const t of this.controls())(0,l.toggle_attribute)(t,\"disabled\",this.model.disabled)}))}}o.ControlView=c,c.__name__=\"ControlView\";class r extends i.Widget{constructor(t){super(t)}}o.Control=r,r.__name__=\"Control\"},\n",
       "      512: function _(i,e,t,n,o){var r;n();const s=i(312);class _ extends s.HTMLBoxView{get orientation(){return\"horizontal\"}get default_size(){return this.model.default_size}_width_policy(){return\"horizontal\"==this.orientation?super._width_policy():\"fixed\"}_height_policy(){return\"horizontal\"==this.orientation?\"fixed\":super._height_policy()}box_sizing(){const i=super.box_sizing();return\"horizontal\"==this.orientation?null==i.width&&(i.width=this.default_size):null==i.height&&(i.height=this.default_size),i}}t.WidgetView=_,_.__name__=\"WidgetView\";class h extends s.HTMLBox{constructor(i){super(i)}}t.Widget=h,r=h,h.__name__=\"Widget\",r.define((({Number:i})=>({default_size:[i,300]}))),r.override({margin:[5,5,5,5]})},\n",
       "      444: function _(c,t,s,n,e){n();const o=c(53),_=c(226);class a extends _.DOMView{}s.AbstractIconView=a,a.__name__=\"AbstractIconView\";class r extends o.Model{constructor(c){super(c)}}s.AbstractIcon=r,r.__name__=\"AbstractIcon\"},\n",
       "      445: function _(e,t,n,s,i){s();const h=e(1);var o;const _=e(446),u=e(43),r=e(10),c=(0,h.__importStar)(e(229)),a=c;class l extends _.TextInputView{constructor(){super(...arguments),this._open=!1,this._last_value=\"\",this._hover_index=0}styles(){return[...super.styles(),c.default]}render(){super.render(),this.input_el.addEventListener(\"keydown\",(e=>this._keydown(e))),this.input_el.addEventListener(\"keyup\",(e=>this._keyup(e))),this.menu=(0,u.div)({class:[a.menu,a.below]}),this.menu.addEventListener(\"click\",(e=>this._menu_click(e))),this.menu.addEventListener(\"mouseover\",(e=>this._menu_hover(e))),this.el.appendChild(this.menu),(0,u.undisplay)(this.menu)}change_input(){this._open&&this.menu.children.length>0?(this.model.value=this.menu.children[this._hover_index].textContent,this.input_el.focus(),this._hide_menu()):this.model.restrict||super.change_input()}_update_completions(e){(0,u.empty)(this.menu);for(const t of e){const e=(0,u.div)(t);this.menu.appendChild(e)}e.length>0&&this.menu.children[0].classList.add(a.active)}_show_menu(){if(!this._open){this._open=!0,this._hover_index=0,this._last_value=this.model.value,(0,u.display)(this.menu);const e=t=>{const{target:n}=t;n instanceof HTMLElement&&!this.el.contains(n)&&(document.removeEventListener(\"click\",e),this._hide_menu())};document.addEventListener(\"click\",e)}}_hide_menu(){this._open&&(this._open=!1,(0,u.undisplay)(this.menu))}_menu_click(e){e.target!=e.currentTarget&&e.target instanceof Element&&(this.model.value=e.target.textContent,this.input_el.focus(),this._hide_menu())}_menu_hover(e){if(e.target!=e.currentTarget&&e.target instanceof Element){let t=0;for(t=0;t<this.menu.children.length&&this.menu.children[t].textContent!=e.target.textContent;t++);this._bump_hover(t)}}_bump_hover(e){const t=this.menu.children.length;this._open&&t>0&&(this.menu.children[this._hover_index].classList.remove(a.active),this._hover_index=(0,r.clamp)(e,0,t-1),this.menu.children[this._hover_index].classList.add(a.active))}_keydown(e){}_keyup(e){switch(e.keyCode){case u.Keys.Enter:this.change_input();break;case u.Keys.Esc:this._hide_menu();break;case u.Keys.Up:this._bump_hover(this._hover_index-1);break;case u.Keys.Down:this._bump_hover(this._hover_index+1);break;default:{const e=this.input_el.value;if(e.length<this.model.min_characters)return void this._hide_menu();const t=[],{case_sensitive:n}=this.model;let s;s=n?e=>e:e=>e.toLowerCase();for(const n of this.model.completions)s(n).startsWith(s(e))&&t.push(n);this._update_completions(t),0==t.length?this._hide_menu():this._show_menu()}}}}n.AutocompleteInputView=l,l.__name__=\"AutocompleteInputView\";class d extends _.TextInput{constructor(e){super(e)}}n.AutocompleteInput=d,o=d,d.__name__=\"AutocompleteInput\",o.prototype.default_view=l,o.define((({Boolean:e,Int:t,String:n,Array:s})=>({completions:[s(n),[]],min_characters:[t,2],case_sensitive:[e,!0],restrict:[e,!0]})))},\n",
       "      446: function _(t,e,n,p,_){p();const u=t(1);var i;const s=t(447),r=t(43),x=(0,u.__importStar)(t(449));class a extends s.TextLikeInputView{_render_input(){this.input_el=(0,r.input)({type:\"text\",class:x.input})}}n.TextInputView=a,a.__name__=\"TextInputView\";class c extends s.TextLikeInput{constructor(t){super(t)}}n.TextInput=c,i=c,c.__name__=\"TextInput\",i.prototype.default_view=a},\n",
       "      447: function _(e,t,n,i,l){var s;i();const h=e(448);class a extends h.InputWidgetView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.name.change,(()=>{var e;return this.input_el.name=null!==(e=this.model.name)&&void 0!==e?e:\"\"})),this.connect(this.model.properties.value.change,(()=>this.input_el.value=this.model.value)),this.connect(this.model.properties.value_input.change,(()=>this.input_el.value=this.model.value_input)),this.connect(this.model.properties.disabled.change,(()=>this.input_el.disabled=this.model.disabled)),this.connect(this.model.properties.placeholder.change,(()=>this.input_el.placeholder=this.model.placeholder)),this.connect(this.model.properties.max_length.change,(()=>{const{max_length:e}=this.model;null!=e?this.input_el.maxLength=e:this.input_el.removeAttribute(\"maxLength\")}))}render(){var e;super.render(),this._render_input();const{input_el:t}=this;t.name=null!==(e=this.model.name)&&void 0!==e?e:\"\",t.value=this.model.value,t.disabled=this.model.disabled,t.placeholder=this.model.placeholder,null!=this.model.max_length&&(t.maxLength=this.model.max_length),t.addEventListener(\"change\",(()=>this.change_input())),t.addEventListener(\"input\",(()=>this.change_input_value())),this.group_el.appendChild(t)}change_input(){this.model.value=this.input_el.value,super.change_input()}change_input_value(){this.model.value_input=this.input_el.value,super.change_input()}}n.TextLikeInputView=a,a.__name__=\"TextLikeInputView\";class u extends h.InputWidget{constructor(e){super(e)}}n.TextLikeInput=u,s=u,u.__name__=\"TextLikeInput\",s.define((({Int:e,String:t,Nullable:n})=>({value:[t,\"\"],value_input:[t,\"\"],placeholder:[t,\"\"],max_length:[n(e),null]})))},\n",
       "      448: function _(e,t,n,s,l){s();const i=e(1);var o;const r=e(442),_=e(43),p=(0,i.__importStar)(e(449)),a=p;class c extends r.ControlView{*controls(){yield this.input_el}connect_signals(){super.connect_signals(),this.connect(this.model.properties.title.change,(()=>{this.label_el.textContent=this.model.title}))}styles(){return[...super.styles(),p.default]}render(){super.render();const{title:e}=this.model;this.label_el=(0,_.label)({style:{display:0==e.length?\"none\":\"\"}},e),this.group_el=(0,_.div)({class:a.input_group},this.label_el),this.el.appendChild(this.group_el)}change_input(){}}n.InputWidgetView=c,c.__name__=\"InputWidgetView\";class d extends r.Control{constructor(e){super(e)}}n.InputWidget=d,o=d,d.__name__=\"InputWidget\",o.define((({String:e})=>({title:[e,\"\"]})))},\n",
       "      449: function _(o,p,t,n,i){n(),t.root=\"bk-root\",t.input=\"bk-input\",t.input_group=\"bk-input-group\",t.inline=\"bk-inline\",t.spin_wrapper=\"bk-spin-wrapper\",t.spin_btn=\"bk-spin-btn\",t.spin_btn_up=\"bk-spin-btn-up\",t.spin_btn_down=\"bk-spin-btn-down\",t.default='.bk-root .bk-input{display:inline-block;width:100%;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]{cursor:not-allowed;background-color:#eee;opacity:1;}.bk-root select:not([multiple]).bk-input,.bk-root select:not([size]).bk-input{height:auto;appearance:none;-webkit-appearance:none;background-image:url(\\'data:image/svg+xml;utf8,<svg version=\"1.1\" viewBox=\"0 0 25 20\" xmlns=\"http://www.w3.org/2000/svg\"><path d=\"M 0,0 25,0 12.5,20 Z\" fill=\"black\" /></svg>\\');background-position:right 0.5em center;background-size:8px 6px;background-repeat:no-repeat;}.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;flex-wrap:nowrap;align-items:start;flex-direction:column;white-space:nowrap;}.bk-root .bk-input-group.bk-inline{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-input-group > .bk-spin-wrapper{display:inherit;width:inherit;height:inherit;position:relative;overflow:hidden;padding:0;vertical-align:middle;}.bk-root .bk-input-group > .bk-spin-wrapper input{padding-right:20px;}.bk-root .bk-input-group > .bk-spin-wrapper > .bk-spin-btn{position:absolute;display:block;height:50%;min-height:0;min-width:0;width:30px;padding:0;margin:0;right:0;border:none;background:none;cursor:pointer;}.bk-root .bk-input-group > .bk-spin-wrapper > .bk-spin-btn:before{content:\"\";display:inline-block;transform:translateY(-50%);border-left:5px solid transparent;border-right:5px solid transparent;}.bk-root .bk-input-group > .bk-spin-wrapper > .bk-spin-btn.bk-spin-btn-up{top:0;}.bk-root .bk-input-group > .bk-spin-wrapper > .bk-spin-btn.bk-spin-btn-up:before{border-bottom:5px solid black;}.bk-root .bk-input-group > .bk-spin-wrapper > .bk-spin-btn.bk-spin-btn-up:disabled:before{border-bottom-color:grey;}.bk-root .bk-input-group > .bk-spin-wrapper > .bk-spin-btn.bk-spin-btn-down{bottom:0;}.bk-root .bk-input-group > .bk-spin-wrapper > .bk-spin-btn.bk-spin-btn-down:before{border-top:5px solid black;}.bk-root .bk-input-group > .bk-spin-wrapper > .bk-spin-btn.bk-spin-btn-down:disabled:before{border-top-color:grey;}'},\n",
       "      450: function _(t,e,n,o,c){var s;o();const u=t(441),r=t(251);class i extends u.AbstractButtonView{click(){this.model.trigger_event(new r.ButtonClick),super.click()}}n.ButtonView=i,i.__name__=\"ButtonView\";class _ extends u.AbstractButton{constructor(t){super(t)}}n.Button=_,s=_,_.__name__=\"Button\",s.prototype.default_view=i,s.override({label:\"Button\"})},\n",
       "      451: function _(t,e,o,c,a){c();const s=t(1);var n;const i=t(452),r=t(43),u=(0,s.__importStar)(t(318));class _ extends i.ButtonGroupView{get active(){return new Set(this.model.active)}change_active(t){const{active:e}=this;e.has(t)?e.delete(t):e.add(t),this.model.active=[...e].sort()}_update_active(){const{active:t}=this;this._buttons.forEach(((e,o)=>{(0,r.classes)(e).toggle(u.active,t.has(o))}))}}o.CheckboxButtonGroupView=_,_.__name__=\"CheckboxButtonGroupView\";class h extends i.ButtonGroup{constructor(t){super(t)}}o.CheckboxButtonGroup=h,n=h,h.__name__=\"CheckboxButtonGroup\",n.prototype.default_view=_,n.define((({Int:t,Array:e})=>({active:[e(t),[]]})))},\n",
       "      452: function _(t,e,n,s,i){s();const o=t(1);var r;const a=t(453),l=t(20),d=t(43),u=(0,o.__importStar)(t(318)),_=u;class c extends a.OrientedControlView{get default_size(){return\"horizontal\"==this.orientation?this.model.default_size:void 0}*controls(){yield*this._buttons}connect_signals(){super.connect_signals();const t=this.model.properties;this.on_change(t.button_type,(()=>this.render())),this.on_change(t.labels,(()=>this.render())),this.on_change(t.active,(()=>this._update_active()))}styles(){return[...super.styles(),u.default]}render(){super.render(),this._buttons=this.model.labels.map(((t,e)=>{const n=(0,d.div)({class:[_.btn,_[`btn_${this.model.button_type}`]],disabled:this.model.disabled},t);return n.addEventListener(\"click\",(()=>this.change_active(e))),n})),this._update_active();const t=\"horizontal\"==this.model.orientation?_.horizontal:_.vertical,e=(0,d.div)({class:[_.btn_group,t]},this._buttons);this.el.appendChild(e)}}n.ButtonGroupView=c,c.__name__=\"ButtonGroupView\";class h extends a.OrientedControl{constructor(t){super(t)}}n.ButtonGroup=h,r=h,h.__name__=\"ButtonGroup\",r.define((({String:t,Array:e})=>({labels:[e(t),[]],button_type:[l.ButtonType,\"default\"]})))},\n",
       "      453: function _(n,t,e,o,r){var i;o();const a=n(442),l=n(20);class s extends a.ControlView{get orientation(){return this.model.orientation}}e.OrientedControlView=s,s.__name__=\"OrientedControlView\";class _ extends a.Control{constructor(n){super(n)}}e.OrientedControl=_,i=_,_.__name__=\"OrientedControl\",i.define((()=>({orientation:[l.Orientation,\"horizontal\"]})))},\n",
       "      454: function _(e,t,n,i,s){i();const o=e(1);var a;const c=e(455),l=e(43),d=e(9),p=(0,o.__importStar)(e(449));class r extends c.InputGroupView{render(){super.render();const e=(0,l.div)({class:[p.input_group,this.model.inline?p.inline:null]});this.el.appendChild(e);const{active:t,labels:n}=this.model;this._inputs=[];for(let i=0;i<n.length;i++){const s=(0,l.input)({type:\"checkbox\",value:`${i}`});s.addEventListener(\"change\",(()=>this.change_active(i))),this._inputs.push(s),this.model.disabled&&(s.disabled=!0),(0,d.includes)(t,i)&&(s.checked=!0);const o=(0,l.label)(s,(0,l.span)(n[i]));e.appendChild(o)}}change_active(e){const t=new Set(this.model.active);t.has(e)?t.delete(e):t.add(e),this.model.active=[...t].sort()}}n.CheckboxGroupView=r,r.__name__=\"CheckboxGroupView\";class h extends c.InputGroup{constructor(e){super(e)}}n.CheckboxGroup=h,a=h,h.__name__=\"CheckboxGroup\",a.prototype.default_view=r,a.define((({Boolean:e,Int:t,String:n,Array:i})=>({active:[i(t),[]],labels:[i(n),[]],inline:[e,!1]})))},\n",
       "      455: function _(n,t,e,s,o){s();const r=n(1),u=n(442),c=(0,r.__importDefault)(n(449));class _ extends u.ControlView{*controls(){yield*this._inputs}connect_signals(){super.connect_signals(),this.connect(this.model.change,(()=>this.render()))}styles(){return[...super.styles(),c.default]}}e.InputGroupView=_,_.__name__=\"InputGroupView\";class i extends u.Control{constructor(n){super(n)}}e.InputGroup=i,i.__name__=\"InputGroup\"},\n",
       "      456: function _(e,t,i,n,o){n();const s=e(1);var l;const r=e(448),c=e(43),a=e(22),d=(0,s.__importStar)(e(449));class h extends r.InputWidgetView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.name.change,(()=>{var e;return this.input_el.name=null!==(e=this.model.name)&&void 0!==e?e:\"\"})),this.connect(this.model.properties.color.change,(()=>this.input_el.value=(0,a.color2hexrgb)(this.model.color))),this.connect(this.model.properties.disabled.change,(()=>this.input_el.disabled=this.model.disabled))}render(){super.render(),this.input_el=(0,c.input)({type:\"color\",class:d.input,name:this.model.name,value:this.model.color,disabled:this.model.disabled}),this.input_el.addEventListener(\"change\",(()=>this.change_input())),this.group_el.appendChild(this.input_el)}change_input(){this.model.color=this.input_el.value,super.change_input()}}i.ColorPickerView=h,h.__name__=\"ColorPickerView\";class p extends r.InputWidget{constructor(e){super(e)}}i.ColorPicker=p,l=p,p.__name__=\"ColorPicker\",l.prototype.default_view=h,l.define((({Color:e})=>({color:[e,\"#000000\"]})))},\n",
       "      457: function _(e,t,i,n,s){n();const a=e(1);var l;const o=(0,a.__importDefault)(e(458)),d=e(448),r=e(43),c=e(20),u=e(8),h=(0,a.__importStar)(e(449)),_=(0,a.__importDefault)(e(459));function p(e){const t=[];for(const i of e)if((0,u.isString)(i))t.push(i);else{const[e,n]=i;t.push({from:e,to:n})}return t}class m extends d.InputWidgetView{connect_signals(){super.connect_signals();const{value:e,min_date:t,max_date:i,disabled_dates:n,enabled_dates:s,position:a,inline:l}=this.model.properties;this.connect(e.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.setDate(this.model.value)})),this.connect(t.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"minDate\",this.model.min_date)})),this.connect(i.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"maxDate\",this.model.max_date)})),this.connect(n.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"disable\",this.model.disabled_dates)})),this.connect(s.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"enable\",this.model.enabled_dates)})),this.connect(a.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"position\",this.model.position)})),this.connect(l.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"inline\",this.model.inline)}))}remove(){var e;null===(e=this._picker)||void 0===e||e.destroy(),super.remove()}styles(){return[...super.styles(),_.default]}render(){var e,t;null==this._picker&&(super.render(),this.input_el=(0,r.input)({type:\"text\",class:h.input,disabled:this.model.disabled}),this.group_el.appendChild(this.input_el),this._picker=(0,o.default)(this.input_el,{defaultDate:this.model.value,minDate:null!==(e=this.model.min_date)&&void 0!==e?e:void 0,maxDate:null!==(t=this.model.max_date)&&void 0!==t?t:void 0,inline:this.model.inline,position:this.model.position,disable:p(this.model.disabled_dates),enable:p(this.model.enabled_dates),onChange:(e,t,i)=>this._on_change(e,t,i)}))}_on_change(e,t,i){this.model.value=t,this.change_input()}}i.DatePickerView=m,m.__name__=\"DatePickerView\";class v extends d.InputWidget{constructor(e){super(e)}}i.DatePicker=v,l=v,v.__name__=\"DatePicker\",l.prototype.default_view=m,l.define((({Boolean:e,String:t,Array:i,Tuple:n,Or:s,Nullable:a})=>{const l=i(s(t,n(t,t)));return{value:[t],min_date:[a(t),null],max_date:[a(t),null],disabled_dates:[l,[]],enabled_dates:[l,[]],position:[c.CalendarPosition,\"auto\"],inline:[e,!1]}}))},\n",
       "      458: function _(e,n,t,a,i){\n",
       "      /* flatpickr v4.6.6, @license MIT */var o,r;o=this,r=function(){\"use strict\";\n",
       "      /*! *****************************************************************************\n",
       "              Copyright (c) Microsoft Corporation.\n",
       "          \n",
       "              Permission to use, copy, modify, and/or distribute this software for any\n",
       "              purpose with or without fee is hereby granted.\n",
       "          \n",
       "              THE SOFTWARE IS PROVIDED \"AS IS\" AND THE AUTHOR DISCLAIMS ALL WARRANTIES WITH\n",
       "              REGARD TO THIS SOFTWARE INCLUDING ALL IMPLIED WARRANTIES OF MERCHANTABILITY\n",
       "              AND FITNESS. IN NO EVENT SHALL THE AUTHOR BE LIABLE FOR ANY SPECIAL, DIRECT,\n",
       "              INDIRECT, OR CONSEQUENTIAL DAMAGES OR ANY DAMAGES WHATSOEVER RESULTING FROM\n",
       "              LOSS OF USE, DATA OR PROFITS, WHETHER IN AN ACTION OF CONTRACT, NEGLIGENCE OR\n",
       "              OTHER TORTIOUS ACTION, ARISING OUT OF OR IN CONNECTION WITH THE USE OR\n",
       "              PERFORMANCE OF THIS SOFTWARE.\n",
       "              ***************************************************************************** */var e=function(){return e=Object.assign||function(e){for(var n,t=1,a=arguments.length;t<a;t++)for(var i in n=arguments[t])Object.prototype.hasOwnProperty.call(n,i)&&(e[i]=n[i]);return e},e.apply(this,arguments)};function n(){for(var e=0,n=0,t=arguments.length;n<t;n++)e+=arguments[n].length;var a=Array(e),i=0;for(n=0;n<t;n++)for(var o=arguments[n],r=0,l=o.length;r<l;r++,i++)a[i]=o[r];return a}var t=[\"onChange\",\"onClose\",\"onDayCreate\",\"onDestroy\",\"onKeyDown\",\"onMonthChange\",\"onOpen\",\"onParseConfig\",\"onReady\",\"onValueUpdate\",\"onYearChange\",\"onPreCalendarPosition\"],a={_disable:[],_enable:[],allowInput:!1,allowInvalidPreload:!1,altFormat:\"F j, Y\",altInput:!1,altInputClass:\"form-control input\",animate:\"object\"==typeof window&&-1===window.navigator.userAgent.indexOf(\"MSIE\"),ariaDateFormat:\"F j, Y\",autoFillDefaultTime:!0,clickOpens:!0,closeOnSelect:!0,conjunction:\", \",dateFormat:\"Y-m-d\",defaultHour:12,defaultMinute:0,defaultSeconds:0,disable:[],disableMobile:!1,enable:[],enableSeconds:!1,enableTime:!1,errorHandler:function(e){return\"undefined\"!=typeof console&&console.warn(e)},getWeek:function(e){var n=new Date(e.getTime());n.setHours(0,0,0,0),n.setDate(n.getDate()+3-(n.getDay()+6)%7);var t=new Date(n.getFullYear(),0,4);return 1+Math.round(((n.getTime()-t.getTime())/864e5-3+(t.getDay()+6)%7)/7)},hourIncrement:1,ignoredFocusElements:[],inline:!1,locale:\"default\",minuteIncrement:5,mode:\"single\",monthSelectorType:\"dropdown\",nextArrow:\"<svg version='1.1' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink' viewBox='0 0 17 17'><g></g><path d='M13.207 8.472l-7.854 7.854-0.707-0.707 7.146-7.146-7.146-7.148 0.707-0.707 7.854 7.854z' /></svg>\",noCalendar:!1,now:new 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n=e,t=w.currentYear!==n;w.currentYear=n||w.currentYear,w.config.maxDate&&w.currentYear===w.config.maxDate.getFullYear()?w.currentMonth=Math.min(w.config.maxDate.getMonth(),w.currentMonth):w.config.minDate&&w.currentYear===w.config.minDate.getFullYear()&&(w.currentMonth=Math.max(w.config.minDate.getMonth(),w.currentMonth)),t&&(w.redraw(),pe(\"onYearChange\"),K())}}function X(e,n){void 0===n&&(n=!0);var t=w.parseDate(e,void 0,n);if(w.config.minDate&&t&&M(t,w.config.minDate,void 0!==n?n:!w.minDateHasTime)<0||w.config.maxDate&&t&&M(t,w.config.maxDate,void 0!==n?n:!w.maxDateHasTime)>0)return!1;if(0===w.config.enable.length&&0===w.config.disable.length)return!0;if(void 0===t)return!1;for(var a=w.config.enable.length>0,i=a?w.config.enable:w.config.disable,o=0,r=void 0;o<i.length;o++){if(\"function\"==typeof(r=i[o])&&r(t))return a;if(r instanceof Date&&void 0!==t&&r.getTime()===t.getTime())return a;if(\"string\"==typeof r&&void 0!==t){var l=w.parseDate(r,void 0,!0);return l&&l.getTime()===t.getTime()?a:!a}if(\"object\"==typeof r&&void 0!==t&&r.from&&r.to&&t.getTime()>=r.from.getTime()&&t.getTime()<=r.to.getTime())return a}return!a}function ee(e){return void 0!==w.daysContainer&&-1===e.className.indexOf(\"hidden\")&&-1===e.className.indexOf(\"flatpickr-disabled\")&&w.daysContainer.contains(e)}function ne(e){e.target!==w._input||e.relatedTarget&&V(e.relatedTarget)||w.setDate(w._input.value,!0,e.target===w.altInput?w.config.altFormat:w.config.dateFormat)}function te(e){var n=g(e),t=w.config.wrap?p.contains(n):n===w._input,a=w.config.allowInput,i=w.isOpen&&(!a||!t),o=w.config.inline&&t&&!a;if(13===e.keyCode&&t){if(a)return w.setDate(w._input.value,!0,n===w.altInput?w.config.altFormat:w.config.dateFormat),n.blur();w.open()}else if(V(n)||i||o){var r=!!w.timeContainer&&w.timeContainer.contains(n);switch(e.keyCode){case 13:r?(e.preventDefault(),T(),se()):ue(e);break;case 27:e.preventDefault(),se();break;case 8:case 46:t&&!w.config.allowInput&&(e.preventDefault(),w.clear());break;case 37:case 39:if(r||t)w.hourElement&&w.hourElement.focus();else if(e.preventDefault(),void 0!==w.daysContainer&&(!1===a||document.activeElement&&ee(document.activeElement))){var l=39===e.keyCode?1:-1;e.ctrlKey?(e.stopPropagation(),G(l),R(W(1),0)):R(void 0,l)}break;case 38:case 40:e.preventDefault();var c=40===e.keyCode?1:-1;w.daysContainer&&void 0!==n.$i||n===w.input||n===w.altInput?e.ctrlKey?(e.stopPropagation(),Q(w.currentYear-c),R(W(1),0)):r||R(void 0,7*c):n===w.currentYearElement?Q(w.currentYear-c):w.config.enableTime&&(!r&&w.hourElement&&w.hourElement.focus(),T(e),w._debouncedChange());break;case 9:if(r){var d=[w.hourElement,w.minuteElement,w.secondElement,w.amPM].concat(w.pluginElements).filter((function(e){return e})),s=d.indexOf(n);if(-1!==s){var u=d[s+(e.shiftKey?-1:1)];e.preventDefault(),(u||w._input).focus()}}else!w.config.noCalendar&&w.daysContainer&&w.daysContainer.contains(n)&&e.shiftKey&&(e.preventDefault(),w._input.focus())}}if(void 0!==w.amPM&&n===w.amPM)switch(e.key){case w.l10n.amPM[0].charAt(0):case w.l10n.amPM[0].charAt(0).toLowerCase():w.amPM.textContent=w.l10n.amPM[0],I(),be();break;case w.l10n.amPM[1].charAt(0):case w.l10n.amPM[1].charAt(0).toLowerCase():w.amPM.textContent=w.l10n.amPM[1],I(),be()}(t||V(n))&&pe(\"onKeyDown\",e)}function ae(e){if(1===w.selectedDates.length&&(!e||e.classList.contains(\"flatpickr-day\")&&!e.classList.contains(\"flatpickr-disabled\"))){for(var n=e?e.dateObj.getTime():w.days.firstElementChild.dateObj.getTime(),t=w.parseDate(w.selectedDates[0],void 0,!0).getTime(),a=Math.min(n,w.selectedDates[0].getTime()),i=Math.max(n,w.selectedDates[0].getTime()),o=!1,r=0,l=0,c=a;c<i;c+=y)X(new Date(c),!0)||(o=o||c>a&&c<i,c<t&&(!r||c>r)?r=c:c>t&&(!l||c<l)&&(l=c));for(var d=0;d<w.config.showMonths;d++)for(var s=w.daysContainer.children[d],u=function(a,i){var c,d,u,f=s.children[a],m=f.dateObj.getTime(),g=r>0&&m<r||l>0&&m>l;return g?(f.classList.add(\"notAllowed\"),[\"inRange\",\"startRange\",\"endRange\"].forEach((function(e){f.classList.remove(e)})),\"continue\"):o&&!g?\"continue\":([\"startRange\",\"inRange\",\"endRange\",\"notAllowed\"].forEach((function(e){f.classList.remove(e)})),void(void 0!==e&&(e.classList.add(n<=w.selectedDates[0].getTime()?\"startRange\":\"endRange\"),t<n&&m===t?f.classList.add(\"startRange\"):t>n&&m===t&&f.classList.add(\"endRange\"),m>=r&&(0===l||m<=l)&&(d=t,u=n,(c=m)>Math.min(d,u)&&c<Math.max(d,u))&&f.classList.add(\"inRange\"))))},f=0,m=s.children.length;f<m;f++)u(f)}}function ie(){!w.isOpen||w.config.static||w.config.inline||ce()}function oe(e){return function(n){var t=w.config[\"_\"+e+\"Date\"]=w.parseDate(n,w.config.dateFormat),a=w.config[\"_\"+(\"min\"===e?\"max\":\"min\")+\"Date\"];void 0!==t&&(w[\"min\"===e?\"minDateHasTime\":\"maxDateHasTime\"]=t.getHours()>0||t.getMinutes()>0||t.getSeconds()>0),w.selectedDates&&(w.selectedDates=w.selectedDates.filter((function(e){return X(e)})),w.selectedDates.length||\"min\"!==e||S(t),be()),w.daysContainer&&(de(),void 0!==t?w.currentYearElement[e]=t.getFullYear().toString():w.currentYearElement.removeAttribute(e),w.currentYearElement.disabled=!!a&&void 0!==t&&a.getFullYear()===t.getFullYear())}}function re(){return w.config.wrap?p.querySelector(\"[data-input]\"):p}function le(){\"object\"!=typeof w.config.locale&&void 0===k.l10ns[w.config.locale]&&w.config.errorHandler(new Error(\"flatpickr: invalid locale \"+w.config.locale)),w.l10n=e(e({},k.l10ns.default),\"object\"==typeof w.config.locale?w.config.locale:\"default\"!==w.config.locale?k.l10ns[w.config.locale]:void 0),D.K=\"(\"+w.l10n.amPM[0]+\"|\"+w.l10n.amPM[1]+\"|\"+w.l10n.amPM[0].toLowerCase()+\"|\"+w.l10n.amPM[1].toLowerCase()+\")\",void 0===e(e({},v),JSON.parse(JSON.stringify(p.dataset||{}))).time_24hr&&void 0===k.defaultConfig.time_24hr&&(w.config.time_24hr=w.l10n.time_24hr),w.formatDate=b(w),w.parseDate=C({config:w.config,l10n:w.l10n})}function ce(e){if(void 0!==w.calendarContainer){pe(\"onPreCalendarPosition\");var n=e||w._positionElement,t=Array.prototype.reduce.call(w.calendarContainer.children,(function(e,n){return e+n.offsetHeight}),0),a=w.calendarContainer.offsetWidth,i=w.config.position.split(\" \"),o=i[0],r=i.length>1?i[1]:null,l=n.getBoundingClientRect(),c=window.innerHeight-l.bottom,s=\"above\"===o||\"below\"!==o&&c<t&&l.top>t,u=window.pageYOffset+l.top+(s?-t-2:n.offsetHeight+2);if(d(w.calendarContainer,\"arrowTop\",!s),d(w.calendarContainer,\"arrowBottom\",s),!w.config.inline){var f=window.pageXOffset+l.left,m=!1,g=!1;\"center\"===r?(f-=(a-l.width)/2,m=!0):\"right\"===r&&(f-=a-l.width,g=!0),d(w.calendarContainer,\"arrowLeft\",!m&&!g),d(w.calendarContainer,\"arrowCenter\",m),d(w.calendarContainer,\"arrowRight\",g);var p=window.document.body.offsetWidth-(window.pageXOffset+l.right),h=f+a>window.document.body.offsetWidth,v=p+a>window.document.body.offsetWidth;if(d(w.calendarContainer,\"rightMost\",h),!w.config.static)if(w.calendarContainer.style.top=u+\"px\",h)if(v){var D=function(){for(var e=null,n=0;n<document.styleSheets.length;n++){var t=document.styleSheets[n];try{t.cssRules}catch(e){continue}e=t;break}return null!=e?e:(a=document.createElement(\"style\"),document.head.appendChild(a),a.sheet);var a}();if(void 0===D)return;var b=window.document.body.offsetWidth,C=Math.max(0,b/2-a/2),M=D.cssRules.length,y=\"{left:\"+l.left+\"px;right:auto;}\";d(w.calendarContainer,\"rightMost\",!1),d(w.calendarContainer,\"centerMost\",!0),D.insertRule(\".flatpickr-calendar.centerMost:before,.flatpickr-calendar.centerMost:after\"+y,M),w.calendarContainer.style.left=C+\"px\",w.calendarContainer.style.right=\"auto\"}else w.calendarContainer.style.left=\"auto\",w.calendarContainer.style.right=p+\"px\";else w.calendarContainer.style.left=f+\"px\",w.calendarContainer.style.right=\"auto\"}}}function de(){w.config.noCalendar||w.isMobile||(K(),De(),J())}function se(){w._input.focus(),-1!==window.navigator.userAgent.indexOf(\"MSIE\")||void 0!==navigator.msMaxTouchPoints?setTimeout(w.close,0):w.close()}function ue(e){e.preventDefault(),e.stopPropagation();var n=f(g(e),(function(e){return e.classList&&e.classList.contains(\"flatpickr-day\")&&!e.classList.contains(\"flatpickr-disabled\")&&!e.classList.contains(\"notAllowed\")}));if(void 0!==n){var t=n,a=w.latestSelectedDateObj=new Date(t.dateObj.getTime()),i=(a.getMonth()<w.currentMonth||a.getMonth()>w.currentMonth+w.config.showMonths-1)&&\"range\"!==w.config.mode;if(w.selectedDateElem=t,\"single\"===w.config.mode)w.selectedDates=[a];else if(\"multiple\"===w.config.mode){var o=ve(a);o?w.selectedDates.splice(parseInt(o),1):w.selectedDates.push(a)}else\"range\"===w.config.mode&&(2===w.selectedDates.length&&w.clear(!1,!1),w.latestSelectedDateObj=a,w.selectedDates.push(a),0!==M(a,w.selectedDates[0],!0)&&w.selectedDates.sort((function(e,n){return e.getTime()-n.getTime()})));if(I(),i){var r=w.currentYear!==a.getFullYear();w.currentYear=a.getFullYear(),w.currentMonth=a.getMonth(),r&&(pe(\"onYearChange\"),K()),pe(\"onMonthChange\")}if(De(),J(),be(),i||\"range\"===w.config.mode||1!==w.config.showMonths?void 0!==w.selectedDateElem&&void 0===w.hourElement&&w.selectedDateElem&&w.selectedDateElem.focus():L(t),void 0!==w.hourElement&&void 0!==w.hourElement&&w.hourElement.focus(),w.config.closeOnSelect){var l=\"single\"===w.config.mode&&!w.config.enableTime,c=\"range\"===w.config.mode&&2===w.selectedDates.length&&!w.config.enableTime;(l||c)&&se()}A()}}w.parseDate=C({config:w.config,l10n:w.l10n}),w._handlers=[],w.pluginElements=[],w.loadedPlugins=[],w._bind=N,w._setHoursFromDate=S,w._positionCalendar=ce,w.changeMonth=G,w.changeYear=Q,w.clear=function(e,n){if(void 0===e&&(e=!0),void 0===n&&(n=!0),w.input.value=\"\",void 0!==w.altInput&&(w.altInput.value=\"\"),void 0!==w.mobileInput&&(w.mobileInput.value=\"\"),w.selectedDates=[],w.latestSelectedDateObj=void 0,!0===n&&(w.currentYear=w._initialDate.getFullYear(),w.currentMonth=w._initialDate.getMonth()),!0===w.config.enableTime){var t=_(),a=t.hours,i=t.minutes,o=t.seconds;O(a,i,o)}w.redraw(),e&&pe(\"onChange\")},w.close=function(){w.isOpen=!1,w.isMobile||(void 0!==w.calendarContainer&&w.calendarContainer.classList.remove(\"open\"),void 0!==w._input&&w._input.classList.remove(\"active\")),pe(\"onClose\")},w._createElement=s,w.destroy=function(){void 0!==w.config&&pe(\"onDestroy\");for(var e=w._handlers.length;e--;){var n=w._handlers[e];n.element.removeEventListener(n.event,n.handler,n.options)}if(w._handlers=[],w.mobileInput)w.mobileInput.parentNode&&w.mobileInput.parentNode.removeChild(w.mobileInput),w.mobileInput=void 0;else if(w.calendarContainer&&w.calendarContainer.parentNode)if(w.config.static&&w.calendarContainer.parentNode){var t=w.calendarContainer.parentNode;if(t.lastChild&&t.removeChild(t.lastChild),t.parentNode){for(;t.firstChild;)t.parentNode.insertBefore(t.firstChild,t);t.parentNode.removeChild(t)}}else w.calendarContainer.parentNode.removeChild(w.calendarContainer);w.altInput&&(w.input.type=\"text\",w.altInput.parentNode&&w.altInput.parentNode.removeChild(w.altInput),delete w.altInput),w.input&&(w.input.type=w.input._type,w.input.classList.remove(\"flatpickr-input\"),w.input.removeAttribute(\"readonly\")),[\"_showTimeInput\",\"latestSelectedDateObj\",\"_hideNextMonthArrow\",\"_hidePrevMonthArrow\",\"__hideNextMonthArrow\",\"__hidePrevMonthArrow\",\"isMobile\",\"isOpen\",\"selectedDateElem\",\"minDateHasTime\",\"maxDateHasTime\",\"days\",\"daysContainer\",\"_input\",\"_positionElement\",\"innerContainer\",\"rContainer\",\"monthNav\",\"todayDateElem\",\"calendarContainer\",\"weekdayContainer\",\"prevMonthNav\",\"nextMonthNav\",\"monthsDropdownContainer\",\"currentMonthElement\",\"currentYearElement\",\"navigationCurrentMonth\",\"selectedDateElem\",\"config\"].forEach((function(e){try{delete w[e]}catch(e){}}))},w.isEnabled=X,w.jumpToDate=P,w.open=function(e,n){if(void 0===n&&(n=w._positionElement),!0===w.isMobile){if(e){e.preventDefault();var t=g(e);t&&t.blur()}return void 0!==w.mobileInput&&(w.mobileInput.focus(),w.mobileInput.click()),void pe(\"onOpen\")}if(!w._input.disabled&&!w.config.inline){var a=w.isOpen;w.isOpen=!0,a||(w.calendarContainer.classList.add(\"open\"),w._input.classList.add(\"active\"),pe(\"onOpen\"),ce(n)),!0===w.config.enableTime&&!0===w.config.noCalendar&&(!1!==w.config.allowInput||void 0!==e&&w.timeContainer.contains(e.relatedTarget)||setTimeout((function(){return w.hourElement.select()}),50))}},w.redraw=de,w.set=function(e,n){if(null!==e&&\"object\"==typeof e)for(var a in Object.assign(w.config,e),e)void 0!==fe[a]&&fe[a].forEach((function(e){return e()}));else w.config[e]=n,void 0!==fe[e]?fe[e].forEach((function(e){return e()})):t.indexOf(e)>-1&&(w.config[e]=c(n));w.redraw(),be(!0)},w.setDate=function(e,n,t){if(void 0===n&&(n=!1),void 0===t&&(t=w.config.dateFormat),0!==e&&!e||e instanceof Array&&0===e.length)return w.clear(n);me(e,t),w.latestSelectedDateObj=w.selectedDates[w.selectedDates.length-1],w.redraw(),P(void 0,n),S(),0===w.selectedDates.length&&w.clear(!1),be(n),n&&pe(\"onChange\")},w.toggle=function(e){if(!0===w.isOpen)return w.close();w.open(e)};var fe={locale:[le,z],showMonths:[q,E,$],minDate:[P],maxDate:[P]};function me(e,n){var t=[];if(e instanceof Array)t=e.map((function(e){return w.parseDate(e,n)}));else if(e instanceof Date||\"number\"==typeof e)t=[w.parseDate(e,n)];else if(\"string\"==typeof e)switch(w.config.mode){case\"single\":case\"time\":t=[w.parseDate(e,n)];break;case\"multiple\":t=e.split(w.config.conjunction).map((function(e){return w.parseDate(e,n)}));break;case\"range\":t=e.split(w.l10n.rangeSeparator).map((function(e){return w.parseDate(e,n)}))}else w.config.errorHandler(new Error(\"Invalid date supplied: \"+JSON.stringify(e)));w.selectedDates=w.config.allowInvalidPreload?t:t.filter((function(e){return e instanceof Date&&X(e,!1)})),\"range\"===w.config.mode&&w.selectedDates.sort((function(e,n){return e.getTime()-n.getTime()}))}function ge(e){return e.slice().map((function(e){return\"string\"==typeof e||\"number\"==typeof e||e instanceof Date?w.parseDate(e,void 0,!0):e&&\"object\"==typeof e&&e.from&&e.to?{from:w.parseDate(e.from,void 0),to:w.parseDate(e.to,void 0)}:e})).filter((function(e){return e}))}function pe(e,n){if(void 0!==w.config){var t=w.config[e];if(void 0!==t&&t.length>0)for(var a=0;t[a]&&a<t.length;a++)t[a](w.selectedDates,w.input.value,w,n);\"onChange\"===e&&(w.input.dispatchEvent(he(\"change\")),w.input.dispatchEvent(he(\"input\")))}}function he(e){var n=document.createEvent(\"Event\");return n.initEvent(e,!0,!0),n}function ve(e){for(var n=0;n<w.selectedDates.length;n++)if(0===M(w.selectedDates[n],e))return\"\"+n;return!1}function De(){w.config.noCalendar||w.isMobile||!w.monthNav||(w.yearElements.forEach((function(e,n){var t=new Date(w.currentYear,w.currentMonth,1);t.setMonth(w.currentMonth+n),w.config.showMonths>1||\"static\"===w.config.monthSelectorType?w.monthElements[n].textContent=h(t.getMonth(),w.config.shorthandCurrentMonth,w.l10n)+\" \":w.monthsDropdownContainer.value=t.getMonth().toString(),e.value=t.getFullYear().toString()})),w._hidePrevMonthArrow=void 0!==w.config.minDate&&(w.currentYear===w.config.minDate.getFullYear()?w.currentMonth<=w.config.minDate.getMonth():w.currentYear<w.config.minDate.getFullYear()),w._hideNextMonthArrow=void 0!==w.config.maxDate&&(w.currentYear===w.config.maxDate.getFullYear()?w.currentMonth+1>w.config.maxDate.getMonth():w.currentYear>w.config.maxDate.getFullYear()))}function we(e){return w.selectedDates.map((function(n){return w.formatDate(n,e)})).filter((function(e,n,t){return\"range\"!==w.config.mode||w.config.enableTime||t.indexOf(e)===n})).join(\"range\"!==w.config.mode?w.config.conjunction:w.l10n.rangeSeparator)}function be(e){void 0===e&&(e=!0),void 0!==w.mobileInput&&w.mobileFormatStr&&(w.mobileInput.value=void 0!==w.latestSelectedDateObj?w.formatDate(w.latestSelectedDateObj,w.mobileFormatStr):\"\"),w.input.value=we(w.config.dateFormat),void 0!==w.altInput&&(w.altInput.value=we(w.config.altFormat)),!1!==e&&pe(\"onValueUpdate\")}function Ce(e){var n=g(e),t=w.prevMonthNav.contains(n),a=w.nextMonthNav.contains(n);t||a?G(t?-1:1):w.yearElements.indexOf(n)>=0?n.select():n.classList.contains(\"arrowUp\")?w.changeYear(w.currentYear+1):n.classList.contains(\"arrowDown\")&&w.changeYear(w.currentYear-1)}return function(){w.element=w.input=p,w.isOpen=!1,function(){var 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transparent;border-radius:150px;-webkit-box-sizing:border-box;box-sizing:border-box;color:#484848;cursor:pointer;font-weight:400;width:14.2857143%;-webkit-flex-basis:14.2857143%;-ms-flex-preferred-size:14.2857143%;flex-basis:14.2857143%;max-width:39px;height:39px;line-height:39px;margin:0;display:inline-block;position:relative;-webkit-box-pack:center;-webkit-justify-content:center;-ms-flex-pack:center;justify-content:center;text-align:center;}.flatpickr-day.inRange,.flatpickr-day.prevMonthDay.inRange,.flatpickr-day.nextMonthDay.inRange,.flatpickr-day.today.inRange,.flatpickr-day.prevMonthDay.today.inRange,.flatpickr-day.nextMonthDay.today.inRange,.flatpickr-day:hover,.flatpickr-day.prevMonthDay:hover,.flatpickr-day.nextMonthDay:hover,.flatpickr-day:focus,.flatpickr-day.prevMonthDay:focus,.flatpickr-day.nextMonthDay:focus{cursor:pointer;outline:0;background:#e2e2e2;border-color:#e2e2e2;}.flatpickr-day.today{border-color:#bbb;}.flatpickr-day.today:hover,.flatpickr-day.today:focus{border-color:#bbb;background:#bbb;color:#fff;}.flatpickr-day.selected,.flatpickr-day.startRange,.flatpickr-day.endRange,.flatpickr-day.selected.inRange,.flatpickr-day.startRange.inRange,.flatpickr-day.endRange.inRange,.flatpickr-day.selected:focus,.flatpickr-day.startRange:focus,.flatpickr-day.endRange:focus,.flatpickr-day.selected:hover,.flatpickr-day.startRange:hover,.flatpickr-day.endRange:hover,.flatpickr-day.selected.prevMonthDay,.flatpickr-day.startRange.prevMonthDay,.flatpickr-day.endRange.prevMonthDay,.flatpickr-day.selected.nextMonthDay,.flatpickr-day.startRange.nextMonthDay,.flatpickr-day.endRange.nextMonthDay{background:#ff5a5f;-webkit-box-shadow:none;box-shadow:none;color:#fff;border-color:#ff5a5f;}.flatpickr-day.selected.startRange,.flatpickr-day.startRange.startRange,.flatpickr-day.endRange.startRange{border-radius:50px 0 0 50px;}.flatpickr-day.selected.endRange,.flatpickr-day.startRange.endRange,.flatpickr-day.endRange.endRange{border-radius:0 50px 50px 0;}.flatpickr-day.selected.startRange + .endRange:not(:nth-child(7n+1)),.flatpickr-day.startRange.startRange + .endRange:not(:nth-child(7n+1)),.flatpickr-day.endRange.startRange + .endRange:not(:nth-child(7n+1)){-webkit-box-shadow:-10px 0 0 #ff5a5f;box-shadow:-10px 0 0 #ff5a5f;}.flatpickr-day.selected.startRange.endRange,.flatpickr-day.startRange.startRange.endRange,.flatpickr-day.endRange.startRange.endRange{border-radius:50px;}.flatpickr-day.inRange{border-radius:0;-webkit-box-shadow:-5px 0 0 #e2e2e2, 5px 0 0 #e2e2e2;box-shadow:-5px 0 0 #e2e2e2, 5px 0 0 #e2e2e2;}.flatpickr-day.flatpickr-disabled,.flatpickr-day.flatpickr-disabled:hover,.flatpickr-day.prevMonthDay,.flatpickr-day.nextMonthDay,.flatpickr-day.notAllowed,.flatpickr-day.notAllowed.prevMonthDay,.flatpickr-day.notAllowed.nextMonthDay{color:rgba(72, 72, 72, 0.3);background:transparent;border-color:transparent;cursor:default;}.flatpickr-day.flatpickr-disabled,.flatpickr-day.flatpickr-disabled:hover{cursor:not-allowed;color:rgba(72, 72, 72, 0.1);}.flatpickr-day.week.selected{border-radius:0;-webkit-box-shadow:-5px 0 0 #ff5a5f, 5px 0 0 #ff5a5f;box-shadow:-5px 0 0 #ff5a5f, 5px 0 0 #ff5a5f;}.flatpickr-day.hidden{visibility:hidden;}.rangeMode .flatpickr-day{margin-top:1px;}.flatpickr-weekwrapper{float:left;}.flatpickr-weekwrapper .flatpickr-weeks{padding:0 12px;border-left:1px solid #eceef1;}.flatpickr-weekwrapper .flatpickr-weekday{float:none;width:100%;line-height:28px;}.flatpickr-weekwrapper span.flatpickr-day,.flatpickr-weekwrapper span.flatpickr-day:hover{display:block;width:100%;max-width:none;color:rgba(72, 72, 72, 0.3);background:transparent;cursor:default;border:none;}.flatpickr-innerContainer{display:block;display:-webkit-box;display:-webkit-flex;display:-ms-flexbox;display:flex;-webkit-box-sizing:border-box;box-sizing:border-box;overflow:hidden;background:#fff;border-bottom:1px solid #eceef1;}.flatpickr-rContainer{display:inline-block;padding:0;-webkit-box-sizing:border-box;box-sizing:border-box;}.flatpickr-time{text-align:center;outline:0;display:block;height:0;line-height:40px;max-height:40px;-webkit-box-sizing:border-box;box-sizing:border-box;overflow:hidden;display:-webkit-box;display:-webkit-flex;display:-ms-flexbox;display:flex;background:#fff;border-radius:0 0 5px 5px;}.flatpickr-time:after{content:\"\";display:table;clear:both;}.flatpickr-time .numInputWrapper{-webkit-box-flex:1;-webkit-flex:1;-ms-flex:1;flex:1;width:40%;height:40px;float:left;}.flatpickr-time .numInputWrapper span.arrowUp:after{border-bottom-color:#484848;}.flatpickr-time .numInputWrapper span.arrowDown:after{border-top-color:#484848;}.flatpickr-time.hasSeconds .numInputWrapper{width:26%;}.flatpickr-time.time24hr .numInputWrapper{width:49%;}.flatpickr-time input{background:transparent;-webkit-box-shadow:none;box-shadow:none;border:0;border-radius:0;text-align:center;margin:0;padding:0;height:inherit;line-height:inherit;color:#484848;font-size:14px;position:relative;-webkit-box-sizing:border-box;box-sizing:border-box;-webkit-appearance:textfield;-moz-appearance:textfield;appearance:textfield;}.flatpickr-time input.flatpickr-hour{font-weight:bold;}.flatpickr-time input.flatpickr-minute,.flatpickr-time input.flatpickr-second{font-weight:400;}.flatpickr-time input:focus{outline:0;border:0;}.flatpickr-time .flatpickr-time-separator,.flatpickr-time .flatpickr-am-pm{height:inherit;float:left;line-height:inherit;color:#484848;font-weight:bold;width:2%;-webkit-user-select:none;-moz-user-select:none;-ms-user-select:none;user-select:none;-webkit-align-self:center;-ms-flex-item-align:center;align-self:center;}.flatpickr-time .flatpickr-am-pm{outline:0;width:18%;cursor:pointer;text-align:center;font-weight:400;}.flatpickr-time input:hover,.flatpickr-time .flatpickr-am-pm:hover,.flatpickr-time input:focus,.flatpickr-time .flatpickr-am-pm:focus{background:#eaeaea;}.flatpickr-input[readonly]{cursor:pointer;}@-webkit-keyframes fpFadeInDown{from{opacity:0;-webkit-transform:translate3d(0, -20px, 0);transform:translate3d(0, -20px, 0);}to{opacity:1;-webkit-transform:translate3d(0, 0, 0);transform:translate3d(0, 0, 0);}}@keyframes fpFadeInDown{from{opacity:0;-webkit-transform:translate3d(0, -20px, 0);transform:translate3d(0, -20px, 0);}to{opacity:1;-webkit-transform:translate3d(0, 0, 0);transform:translate3d(0, 0, 0);}}span.flatpickr-day.selected{font-weight:bold;}'},\n",
       "      460: function _(e,t,r,a,i){a();var n;const d=(0,e(1).__importDefault)(e(151)),s=e(461),o=e(8);class _ extends s.AbstractRangeSliderView{}r.DateRangeSliderView=_,_.__name__=\"DateRangeSliderView\";class c extends s.AbstractSlider{constructor(e){super(e),this.behaviour=\"drag\",this.connected=[!1,!0,!1]}_formatter(e,t){return(0,o.isString)(t)?(0,d.default)(e,t):t.compute(e)}}r.DateRangeSlider=c,n=c,c.__name__=\"DateRangeSlider\",n.prototype.default_view=_,n.override({format:\"%d %b %Y\"})},\n",
       "      461: function _(t,e,i,s,l){s();const o=t(1);var r;const n=(0,o.__importDefault)(t(462)),a=t(43),d=t(9),_=t(22),h=t(453),c=t(131),u=(0,o.__importStar)(t(463)),m=u,p=(0,o.__importDefault)(t(464)),v=(0,o.__importStar)(t(449));class b extends h.OrientedControlView{*controls(){yield this.slider_el}connect_signals(){super.connect_signals();const{direction:t,orientation:e,tooltips:i}=this.model.properties;this.on_change([t,e,i],(()=>this.render()));const{start:s,end:l,value:o,step:r,title:n}=this.model.properties;this.on_change([s,l,o,r],(()=>{const{start:t,end:e,value:i,step:s}=this._calc_to();this._noUiSlider.updateOptions({range:{min:t,max:e},start:i,step:s},!0)}));const{bar_color:a}=this.model.properties;this.on_change(a,(()=>{this._set_bar_color()}));const{show_value:d}=this.model.properties;this.on_change([o,n,d],(()=>this._update_title()))}styles(){return[...super.styles(),p.default,u.default]}_update_title(){var t;(0,a.empty)(this.title_el);const e=null==this.model.title||0==this.model.title.length&&!this.model.show_value;if(this.title_el.style.display=e?\"none\":\"\",!e&&(0!=(null===(t=this.model.title)||void 0===t?void 0:t.length)&&(this.title_el.textContent=`${this.model.title}: `),this.model.show_value)){const{value:t}=this._calc_to(),e=t.map((t=>this.model.pretty(t))).join(\" .. \");this.title_el.appendChild((0,a.span)({class:m.slider_value},e))}}_set_bar_color(){if(!this.model.disabled){this.slider_el.querySelector(\".noUi-connect\").style.backgroundColor=(0,_.color2css)(this.model.bar_color)}}render(){super.render();const{start:t,end:e,value:i,step:s}=this._calc_to();let l;if(this.model.tooltips){const t={to:t=>this.model.pretty(t)};l=(0,d.repeat)(t,i.length)}else l=!1;if(null==this.slider_el){this.slider_el=(0,a.div)(),this._noUiSlider=n.default.create(this.slider_el,{range:{min:t,max:e},start:i,step:s,behaviour:this.model.behaviour,connect:this.model.connected,tooltips:l,orientation:this.model.orientation,direction:this.model.direction}),this._noUiSlider.on(\"slide\",((t,e,i)=>this._slide(i))),this._noUiSlider.on(\"change\",((t,e,i)=>this._change(i)));const o=(t,e)=>{if(!l)return;this.slider_el.querySelectorAll(\".noUi-handle\")[t].querySelector(\".noUi-tooltip\").style.display=e?\"block\":\"\"};this._noUiSlider.on(\"start\",((t,e)=>o(e,!0))),this._noUiSlider.on(\"end\",((t,e)=>o(e,!1)))}else this._noUiSlider.updateOptions({range:{min:t,max:e},start:i,step:s},!0);this._set_bar_color(),this.model.disabled?this.slider_el.setAttribute(\"disabled\",\"true\"):this.slider_el.removeAttribute(\"disabled\"),this.title_el=(0,a.div)({class:m.slider_title}),this._update_title(),this.group_el=(0,a.div)({class:v.input_group},this.title_el,this.slider_el),this.el.appendChild(this.group_el)}_slide(t){this.model.value=this._calc_from(t)}_change(t){const e=this._calc_from(t);this.model.setv({value:e,value_throttled:e})}}b.__name__=\"AbstractBaseSliderView\";class g extends b{_calc_to(){return{start:this.model.start,end:this.model.end,value:[this.model.value],step:this.model.step}}_calc_from([t]){return Number.isInteger(this.model.start)&&Number.isInteger(this.model.end)&&Number.isInteger(this.model.step)?Math.round(t):t}}i.AbstractSliderView=g,g.__name__=\"AbstractSliderView\";class f extends b{_calc_to(){return{start:this.model.start,end:this.model.end,value:this.model.value,step:this.model.step}}_calc_from(t){return t}}i.AbstractRangeSliderView=f,f.__name__=\"AbstractRangeSliderView\";class S extends h.OrientedControl{constructor(t){super(t),this.connected=!1}pretty(t){return this._formatter(t,this.format)}}i.AbstractSlider=S,r=S,S.__name__=\"AbstractSlider\",r.define((({Any:t,Boolean:e,Number:i,String:s,Color:l,Or:o,Enum:r,Ref:n,Nullable:a})=>({title:[a(s),\"\"],show_value:[e,!0],start:[t],end:[t],value:[t],value_throttled:[t],step:[i,1],format:[o(s,n(c.TickFormatter))],direction:[r(\"ltr\",\"rtl\"),\"ltr\"],tooltips:[e,!0],bar_color:[l,\"#e6e6e6\"]})))},\n",
       "      462: function _(t,e,r,n,i){var o,s;o=this,s=function(t){\"use strict\";var e,r;function n(t){return\"object\"==typeof t&&\"function\"==typeof t.to}function i(t){t.parentElement.removeChild(t)}function o(t){return null!=t}function s(t){t.preventDefault()}function a(t){return\"number\"==typeof t&&!isNaN(t)&&isFinite(t)}function l(t,e,r){r>0&&(f(t,e),setTimeout((function(){d(t,e)}),r))}function u(t){return Math.max(Math.min(t,100),0)}function c(t){return Array.isArray(t)?t:[t]}function p(t){var e=(t=String(t)).split(\".\");return e.length>1?e[1].length:0}function f(t,e){t.classList&&!/\\s/.test(e)?t.classList.add(e):t.className+=\" \"+e}function d(t,e){t.classList&&!/\\s/.test(e)?t.classList.remove(e):t.className=t.className.replace(new RegExp(\"(^|\\\\b)\"+e.split(\" \").join(\"|\")+\"(\\\\b|$)\",\"gi\"),\" \")}function h(t){var e=void 0!==window.pageXOffset,r=\"CSS1Compat\"===(t.compatMode||\"\");return{x:e?window.pageXOffset:r?t.documentElement.scrollLeft:t.body.scrollLeft,y:e?window.pageYOffset:r?t.documentElement.scrollTop:t.body.scrollTop}}function m(t,e){return 100/(e-t)}function g(t,e,r){return 100*e/(t[r+1]-t[r])}function v(t,e){for(var r=1;t>=e[r];)r+=1;return r}function b(t,e,r){if(r>=t.slice(-1)[0])return 100;var n=v(r,t),i=t[n-1],o=t[n],s=e[n-1],a=e[n];return s+function(t,e){return g(t,t[0]<0?e+Math.abs(t[0]):e-t[0],0)}([i,o],r)/m(s,a)}function S(t,e,r,n){if(100===n)return n;var i=v(n,t),o=t[i-1],s=t[i];return r?n-o>(s-o)/2?s:o:e[i-1]?t[i-1]+function(t,e){return Math.round(t/e)*e}(n-t[i-1],e[i-1]):n}t.PipsMode=void 0,(e=t.PipsMode||(t.PipsMode={})).Range=\"range\",e.Steps=\"steps\",e.Positions=\"positions\",e.Count=\"count\",e.Values=\"values\",t.PipsType=void 0,(r=t.PipsType||(t.PipsType={}))[r.None=-1]=\"None\",r[r.NoValue=0]=\"NoValue\",r[r.LargeValue=1]=\"LargeValue\",r[r.SmallValue=2]=\"SmallValue\";var x=function(){function t(t,e,r){var n;this.xPct=[],this.xVal=[],this.xSteps=[],this.xNumSteps=[],this.xHighestCompleteStep=[],this.xSteps=[r||!1],this.xNumSteps=[!1],this.snap=e;var i=[];for(Object.keys(t).forEach((function(e){i.push([c(t[e]),e])})),i.sort((function(t,e){return t[0][0]-e[0][0]})),n=0;n<i.length;n++)this.handleEntryPoint(i[n][1],i[n][0]);for(this.xNumSteps=this.xSteps.slice(0),n=0;n<this.xNumSteps.length;n++)this.handleStepPoint(n,this.xNumSteps[n])}return t.prototype.getDistance=function(t){var e,r=[];for(e=0;e<this.xNumSteps.length-1;e++){var n=this.xNumSteps[e];if(n&&t/n%1!=0)throw new Error(\"noUiSlider: 'limit', 'margin' and 'padding' of \"+this.xPct[e]+\"% range must be divisible by step.\");r[e]=g(this.xVal,t,e)}return r},t.prototype.getAbsoluteDistance=function(t,e,r){var n,i=0;if(t<this.xPct[this.xPct.length-1])for(;t>this.xPct[i+1];)i++;else t===this.xPct[this.xPct.length-1]&&(i=this.xPct.length-2);r||t!==this.xPct[i+1]||i++,null===e&&(e=[]);var o=1,s=e[i],a=0,l=0,u=0,c=0;for(n=r?(t-this.xPct[i])/(this.xPct[i+1]-this.xPct[i]):(this.xPct[i+1]-t)/(this.xPct[i+1]-this.xPct[i]);s>0;)a=this.xPct[i+1+c]-this.xPct[i+c],e[i+c]*o+100-100*n>100?(l=a*n,o=(s-100*n)/e[i+c],n=1):(l=e[i+c]*a/100*o,o=0),r?(u-=l,this.xPct.length+c>=1&&c--):(u+=l,this.xPct.length-c>=1&&c++),s=e[i+c]*o;return t+u},t.prototype.toStepping=function(t){return t=b(this.xVal,this.xPct,t)},t.prototype.fromStepping=function(t){return function(t,e,r){if(r>=100)return t.slice(-1)[0];var n=v(r,e),i=t[n-1],o=t[n],s=e[n-1];return function(t,e){return e*(t[1]-t[0])/100+t[0]}([i,o],(r-s)*m(s,e[n]))}(this.xVal,this.xPct,t)},t.prototype.getStep=function(t){return t=S(this.xPct,this.xSteps,this.snap,t)},t.prototype.getDefaultStep=function(t,e,r){var n=v(t,this.xPct);return(100===t||e&&t===this.xPct[n-1])&&(n=Math.max(n-1,1)),(this.xVal[n]-this.xVal[n-1])/r},t.prototype.getNearbySteps=function(t){var e=v(t,this.xPct);return{stepBefore:{startValue:this.xVal[e-2],step:this.xNumSteps[e-2],highestStep:this.xHighestCompleteStep[e-2]},thisStep:{startValue:this.xVal[e-1],step:this.xNumSteps[e-1],highestStep:this.xHighestCompleteStep[e-1]},stepAfter:{startValue:this.xVal[e],step:this.xNumSteps[e],highestStep:this.xHighestCompleteStep[e]}}},t.prototype.countStepDecimals=function(){var t=this.xNumSteps.map(p);return Math.max.apply(null,t)},t.prototype.hasNoSize=function(){return this.xVal[0]===this.xVal[this.xVal.length-1]},t.prototype.convert=function(t){return this.getStep(this.toStepping(t))},t.prototype.handleEntryPoint=function(t,e){var r;if(!a(r=\"min\"===t?0:\"max\"===t?100:parseFloat(t))||!a(e[0]))throw new Error(\"noUiSlider: 'range' value isn't numeric.\");this.xPct.push(r),this.xVal.push(e[0]);var n=Number(e[1]);r?this.xSteps.push(!isNaN(n)&&n):isNaN(n)||(this.xSteps[0]=n),this.xHighestCompleteStep.push(0)},t.prototype.handleStepPoint=function(t,e){if(e)if(this.xVal[t]!==this.xVal[t+1]){this.xSteps[t]=g([this.xVal[t],this.xVal[t+1]],e,0)/m(this.xPct[t],this.xPct[t+1]);var r=(this.xVal[t+1]-this.xVal[t])/this.xNumSteps[t],n=Math.ceil(Number(r.toFixed(3))-1),i=this.xVal[t]+this.xNumSteps[t]*n;this.xHighestCompleteStep[t]=i}else this.xSteps[t]=this.xHighestCompleteStep[t]=this.xVal[t]},t}(),y={to:function(t){return void 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0===e||e,r.animate&&!o&&l(w,r.cssClasses.tap,r.animationDuration),k.forEach((function(t){ft(t,ht(i[t],t),!0,!1,n)}));var s=1===k.length?0:1;if(o&&C.hasNoSize()&&(n=!0,V[0]=0,k.length>1)){var a=100/(k.length-1);k.forEach((function(t){V[t]=t*a}))}for(;s<k.length;++s)k.forEach((function(t){ft(t,V[t],!0,!0,n)}));pt(),k.forEach((function(t){st(\"update\",t),null!==i[t]&&e&&st(\"set\",t)}))}function gt(t){if(void 0===t&&(t=!1),t)return 1===N.length?N[0]:N.slice(0);var e=N.map(r.format.to);return 1===e.length?e[0]:e}function vt(t){var e=V[t],n=C.getNearbySteps(e),i=N[t],o=n.thisStep.step,s=null;if(r.snap)return[i-n.stepBefore.startValue||null,n.stepAfter.startValue-i||null];!1!==o&&i+o>n.stepAfter.startValue&&(o=n.stepAfter.startValue-i),s=i>n.thisStep.startValue?n.thisStep.step:!1!==n.stepBefore.step&&i-n.stepBefore.highestStep,100===e?o=null:0===e&&(s=null);var a=C.countStepDecimals();return null!==o&&!1!==o&&(o=Number(o.toFixed(a))),null!==s&&!1!==s&&(s=Number(s.toFixed(a))),[s,o]}f(b=w,r.cssClasses.target),0===r.dir?f(b,r.cssClasses.ltr):f(b,r.cssClasses.rtl),0===r.ort?f(b,r.cssClasses.horizontal):f(b,r.cssClasses.vertical),f(b,\"rtl\"===getComputedStyle(b).direction?r.cssClasses.textDirectionRtl:r.cssClasses.textDirectionLtr),a=T(b,r.cssClasses.base),function(t,e){var n=T(e,r.cssClasses.connects);p=[],(m=[]).push(z(n,t[0]));for(var i=0;i<r.handles;i++)p.push(j(e,i)),k[i]=i,m.push(z(n,t[i+1]))}(r.connect,a),(S=r.events).fixed||p.forEach((function(t,e){J(x.start,t.children[0],et,{handleNumbers:[e]})})),S.tap&&J(x.start,a,rt,{}),S.hover&&J(x.move,a,nt,{hover:!0}),S.drag&&m.forEach((function(t,e){if(!1!==t&&0!==e&&e!==m.length-1){var n=p[e-1],i=p[e],o=[t],s=[n,i],a=[e-1,e];f(t,r.cssClasses.draggable),S.fixed&&(o.push(n.children[0]),o.push(i.children[0])),S.dragAll&&(s=p,a=k),o.forEach((function(e){J(x.start,e,et,{handles:s,handleNumbers:a,connect:t})}))}})),mt(r.start),r.pips&&W(r.pips),r.tooltips&&B(),ot(\"update\"+P),it(\"update\"+P,(function(t,e,n,i,o){k.forEach((function(t){var e=p[t],i=at(V,t,0,!0,!0,!0),s=at(V,t,100,!0,!0,!0),a=o[t],l=String(r.ariaFormat.to(n[t]));i=C.fromStepping(i).toFixed(1),s=C.fromStepping(s).toFixed(1),a=C.fromStepping(a).toFixed(1),e.children[0].setAttribute(\"aria-valuemin\",i),e.children[0].setAttribute(\"aria-valuemax\",s),e.children[0].setAttribute(\"aria-valuenow\",a),e.children[0].setAttribute(\"aria-valuetext\",l)}))}));var bt={destroy:function(){for(ot(P),ot(E),Object.keys(r.cssClasses).forEach((function(t){d(w,r.cssClasses[t])}));w.firstChild;)w.removeChild(w.firstChild);delete w.noUiSlider},steps:function(){return k.map(vt)},on:it,off:ot,get:gt,set:mt,setHandle:function(t,e,r,n){if(!((t=Number(t))>=0&&t<k.length))throw new Error(\"noUiSlider: invalid handle number, got: \"+t);ft(t,ht(e,t),!0,!0,n),st(\"update\",t),r&&st(\"set\",t)},reset:function(t){mt(r.start,t)},__moveHandles:function(t,e,r){ut(t,e,V,r)},options:n,updateOptions:function(t,e){var i=gt(),s=[\"margin\",\"limit\",\"padding\",\"range\",\"animate\",\"snap\",\"step\",\"format\",\"pips\",\"tooltips\"];s.forEach((function(e){void 0!==t[e]&&(n[e]=t[e])}));var a=G(n);s.forEach((function(e){void 0!==t[e]&&(r[e]=a[e])})),C=a.spectrum,r.margin=a.margin,r.limit=a.limit,r.padding=a.padding,r.pips?W(r.pips):I(),r.tooltips?B():_(),V=[],mt(o(t.start)?t.start:i,e)},target:w,removePips:I,removeTooltips:_,getPositions:function(){return V.slice()},getTooltips:function(){return v},getOrigins:function(){return p},pips:W};return bt}function K(t,e){if(!t||!t.nodeName)throw new Error(\"noUiSlider: create requires a single element, got: \"+t);if(t.noUiSlider)throw new Error(\"noUiSlider: Slider was already initialized.\");var r=J(t,G(e),e);return t.noUiSlider=r,r}var Q={__spectrum:x,cssClasses:w,create:K};t.create=K,t.cssClasses=w,t.default=Q,Object.defineProperty(t,\"__esModule\",{value:!0})},\"object\"==typeof r&&void 0!==e?s(r):\"function\"==typeof define&&define.amd?define([\"exports\"],s):s((o=\"undefined\"!=typeof globalThis?globalThis:o||self).noUiSlider={})},\n",
       "      463: function _(e,t,l,i,o){i(),l.root=\"bk-root\",l.slider_title=\"bk-slider-title\",l.slider_value=\"bk-slider-value\",l.default=\".bk-root .bk-slider-title{white-space:nowrap;}.bk-root .bk-slider-value{font-weight:600;}\"},\n",
       "      464: function _(o,t,r,i,n){i(),r.root=\"bk-root\",r.default='.bk-root{}.bk-root .noUi-target,.bk-root .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 .noUi-target{position:relative;}.bk-root .noUi-base,.bk-root .noUi-connects{width:100%;height:100%;position:relative;z-index:1;}.bk-root .noUi-connects{overflow:hidden;z-index:0;}.bk-root .noUi-connect,.bk-root .noUi-origin{will-change:transform;position:absolute;z-index:1;top:0;right:0;-ms-transform-origin:0 0;-webkit-transform-origin:0 0;-webkit-transform-style:preserve-3d;transform-origin:0 0;transform-style:flat;}.bk-root .noUi-connect{height:100%;width:100%;}.bk-root .noUi-origin{height:10%;width:10%;}.bk-root .noUi-txt-dir-rtl.noUi-horizontal .noUi-origin{left:0;right:auto;}.bk-root .noUi-vertical .noUi-origin{width:0;}.bk-root .noUi-horizontal .noUi-origin{height:0;}.bk-root .noUi-handle{-webkit-backface-visibility:hidden;backface-visibility:hidden;position:absolute;}.bk-root .noUi-touch-area{height:100%;width:100%;}.bk-root .noUi-state-tap .noUi-connect,.bk-root .noUi-state-tap .noUi-origin{-webkit-transition:transform 0.3s;transition:transform 0.3s;}.bk-root .noUi-state-drag *{cursor:inherit !important;}.bk-root .noUi-horizontal{height:18px;}.bk-root .noUi-horizontal .noUi-handle{width:34px;height:28px;right:-17px;top:-6px;}.bk-root .noUi-vertical{width:18px;}.bk-root .noUi-vertical .noUi-handle{width:28px;height:34px;right:-6px;top:-17px;}.bk-root .noUi-txt-dir-rtl.noUi-horizontal .noUi-handle{left:-17px;right:auto;}.bk-root .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 .noUi-connects{border-radius:3px;}.bk-root .noUi-connect{background:#3FB8AF;}.bk-root .noUi-draggable{cursor:ew-resize;}.bk-root .noUi-vertical .noUi-draggable{cursor:ns-resize;}.bk-root .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 .noUi-active{box-shadow:inset 0 0 1px #FFF, inset 0 1px 7px #DDD, 0 3px 6px -3px #BBB;}.bk-root .noUi-handle:before,.bk-root .noUi-handle:after{content:\"\";display:block;position:absolute;height:14px;width:1px;background:#E8E7E6;left:14px;top:6px;}.bk-root .noUi-handle:after{left:17px;}.bk-root .noUi-vertical .noUi-handle:before,.bk-root .noUi-vertical .noUi-handle:after{width:14px;height:1px;left:6px;top:14px;}.bk-root .noUi-vertical .noUi-handle:after{top:17px;}.bk-root [disabled] .noUi-connect{background:#B8B8B8;}.bk-root [disabled].noUi-target,.bk-root [disabled].noUi-handle,.bk-root [disabled] .noUi-handle{cursor:not-allowed;}.bk-root .noUi-pips,.bk-root .noUi-pips *{-moz-box-sizing:border-box;box-sizing:border-box;}.bk-root .noUi-pips{position:absolute;color:#999;}.bk-root .noUi-value{position:absolute;white-space:nowrap;text-align:center;}.bk-root .noUi-value-sub{color:#ccc;font-size:10px;}.bk-root .noUi-marker{position:absolute;background:#CCC;}.bk-root .noUi-marker-sub{background:#AAA;}.bk-root .noUi-marker-large{background:#AAA;}.bk-root .noUi-pips-horizontal{padding:10px 0;height:80px;top:100%;left:0;width:100%;}.bk-root .noUi-value-horizontal{-webkit-transform:translate(-50%, 50%);transform:translate(-50%, 50%);}.bk-root .noUi-rtl .noUi-value-horizontal{-webkit-transform:translate(50%, 50%);transform:translate(50%, 50%);}.bk-root .noUi-marker-horizontal.noUi-marker{margin-left:-1px;width:2px;height:5px;}.bk-root .noUi-marker-horizontal.noUi-marker-sub{height:10px;}.bk-root .noUi-marker-horizontal.noUi-marker-large{height:15px;}.bk-root .noUi-pips-vertical{padding:0 10px;height:100%;top:0;left:100%;}.bk-root .noUi-value-vertical{-webkit-transform:translate(0, -50%);transform:translate(0, -50%);padding-left:25px;}.bk-root .noUi-rtl .noUi-value-vertical{-webkit-transform:translate(0, 50%);transform:translate(0, 50%);}.bk-root .noUi-marker-vertical.noUi-marker{width:5px;height:2px;margin-top:-1px;}.bk-root .noUi-marker-vertical.noUi-marker-sub{width:10px;}.bk-root .noUi-marker-vertical.noUi-marker-large{width:15px;}.bk-root .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 .noUi-horizontal .noUi-tooltip{-webkit-transform:translate(-50%, 0);transform:translate(-50%, 0);left:50%;bottom:120%;}.bk-root .noUi-vertical .noUi-tooltip{-webkit-transform:translate(0, -50%);transform:translate(0, -50%);top:50%;right:120%;}.bk-root .noUi-horizontal .noUi-origin > .noUi-tooltip{-webkit-transform:translate(50%, 0);transform:translate(50%, 0);left:auto;bottom:10px;}.bk-root .noUi-vertical .noUi-origin > .noUi-tooltip{-webkit-transform:translate(0, -18px);transform:translate(0, -18px);top:auto;right:28px;}.bk-root .noUi-handle{cursor:grab;cursor:-webkit-grab;}.bk-root .noUi-handle.noUi-active{cursor:grabbing;cursor:-webkit-grabbing;}.bk-root .noUi-handle:after,.bk-root .noUi-handle:before{display:none;}.bk-root .noUi-tooltip{display:none;white-space:nowrap;}.bk-root .noUi-handle:hover .noUi-tooltip{display:block;}.bk-root .noUi-horizontal{width:100%;height:10px;}.bk-root .noUi-vertical{width:10px;height:100%;}.bk-root .noUi-horizontal .noUi-handle{width:14px;height:18px;right:-7px;top:-5px;}.bk-root .noUi-vertical .noUi-handle{width:18px;height:14px;right:-5px;top:-7px;}.bk-root .noUi-target.noUi-horizontal{margin:5px 0px;}.bk-root .noUi-target.noUi-vertical{margin:0px 5px;}'},\n",
       "      465: function _(e,t,r,a,i){a();var s;const d=(0,e(1).__importDefault)(e(151)),o=e(461),_=e(8);class n extends o.AbstractSliderView{}r.DateSliderView=n,n.__name__=\"DateSliderView\";class c extends o.AbstractSlider{constructor(e){super(e),this.behaviour=\"tap\",this.connected=[!0,!1]}_formatter(e,t){return(0,_.isString)(t)?(0,d.default)(e,t):t.compute(e)}}r.DateSlider=c,s=c,c.__name__=\"DateSlider\",s.prototype.default_view=n,s.override({format:\"%d %b %Y\"})},\n",
       "      466: function _(e,t,r,a,i){a();var n;const s=(0,e(1).__importDefault)(e(151)),d=e(461),o=e(8);class _ extends d.AbstractRangeSliderView{}r.DatetimeRangeSliderView=_,_.__name__=\"DatetimeRangeSliderView\";class c extends d.AbstractSlider{constructor(e){super(e),this.behaviour=\"drag\",this.connected=[!1,!0,!1]}_formatter(e,t){return(0,o.isString)(t)?(0,s.default)(e,t):t.compute(e)}}r.DatetimeRangeSlider=c,n=c,c.__name__=\"DatetimeRangeSlider\",n.prototype.default_view=_,n.override({format:\"%d %b %Y %H:%M:%S\",step:36e5})},\n",
       "      467: function _(e,t,s,r,i){var _;r();const n=e(468);class a extends n.MarkupView{render(){super.render(),this.model.render_as_text?this.markup_el.textContent=this.model.text:this.markup_el.innerHTML=this.has_math_disabled()?this.model.text:this.process_tex()}}s.DivView=a,a.__name__=\"DivView\";class d extends n.Markup{constructor(e){super(e)}}s.Div=d,_=d,d.__name__=\"Div\",_.prototype.default_view=a,_.define((({Boolean:e})=>({render_as_text:[e,!1]})))},\n",
       "      468: function _(t,e,s,i,r){i();const a=t(1);var n;const o=t(210),d=t(43),h=t(137),l=t(512),_=(0,a.__importStar)(t(469));class u extends l.WidgetView{get provider(){return h.default_provider}async lazy_initialize(){await super.lazy_initialize(),\"not_started\"==this.provider.status&&await this.provider.fetch(),\"not_started\"!=this.provider.status&&\"loading\"!=this.provider.status||this.provider.ready.connect((()=>{this.contains_tex_string()&&this.rerender()}))}after_layout(){super.after_layout(),\"loading\"===this.provider.status&&(this._has_finished=!1)}rerender(){this.layout.invalidate_cache(),this.render(),this.root.compute_layout()}connect_signals(){super.connect_signals(),this.connect(this.model.change,(()=>{this.rerender()}))}styles(){return[...super.styles(),_.default]}_update_layout(){this.layout=new o.CachedVariadicBox(this.el),this.layout.set_sizing(this.box_sizing())}render(){super.render();const t=Object.assign(Object.assign({},this.model.style),{display:\"inline-block\"});this.markup_el=(0,d.div)({class:_.clearfix,style:t}),this.el.appendChild(this.markup_el),\"failed\"!=this.provider.status&&\"loaded\"!=this.provider.status||(this._has_finished=!0)}has_math_disabled(){return this.model.disable_math||!this.contains_tex_string()}process_tex(){if(!this.provider.MathJax)return this.model.text;const{text:t}=this.model,e=this.provider.MathJax.find_tex(t),s=[];let i=0;for(const r of e)s.push(t.slice(i,r.start.n)),s.push(this.provider.MathJax.tex2svg(r.math,{display:r.display}).outerHTML),i=r.end.n;return i<t.length&&s.push(t.slice(i)),s.join(\"\")}contains_tex_string(){return!!this.provider.MathJax&&this.provider.MathJax.find_tex(this.model.text).length>0}}s.MarkupView=u,u.__name__=\"MarkupView\";class p extends l.Widget{constructor(t){super(t)}}s.Markup=p,n=p,p.__name__=\"Markup\",n.define((({Boolean:t,String:e,Dict:s})=>({text:[e,\"\"],style:[s(e),{}],disable_math:[t,!1]})))},\n",
       "      469: function _(o,r,e,t,a){t(),e.root=\"bk-root\",e.clearfix=\"bk-clearfix\",e.default='.bk-root .bk-clearfix:before,.bk-root .bk-clearfix:after{content:\"\";display:table;}.bk-root .bk-clearfix:after{clear:both;}'},\n",
       "      470: function _(e,t,i,n,s){n();const o=e(1);var l;const r=e(441),d=e(251),_=e(43),u=e(8),c=(0,o.__importStar)(e(318)),h=(0,o.__importStar)(e(229)),m=h;class p extends r.AbstractButtonView{constructor(){super(...arguments),this._open=!1}styles(){return[...super.styles(),h.default]}render(){super.render();const e=(0,_.div)({class:[m.caret,m.down]});if(this.model.is_split){const t=this._render_button(e);t.classList.add(c.dropdown_toggle),t.addEventListener(\"click\",(()=>this._toggle_menu())),this.group_el.appendChild(t)}else this.button_el.appendChild(e);const t=this.model.menu.map(((e,t)=>{if(null==e)return(0,_.div)({class:m.divider});{const i=(0,u.isString)(e)?e:e[0],n=(0,_.div)(i);return n.addEventListener(\"click\",(()=>this._item_click(t))),n}}));this.menu=(0,_.div)({class:[m.menu,m.below]},t),this.el.appendChild(this.menu),(0,_.undisplay)(this.menu)}_show_menu(){if(!this._open){this._open=!0,(0,_.display)(this.menu);const e=t=>{const{target:i}=t;i instanceof HTMLElement&&!this.el.contains(i)&&(document.removeEventListener(\"click\",e),this._hide_menu())};document.addEventListener(\"click\",e)}}_hide_menu(){this._open&&(this._open=!1,(0,_.undisplay)(this.menu))}_toggle_menu(){this._open?this._hide_menu():this._show_menu()}click(){this.model.is_split?(this._hide_menu(),this.model.trigger_event(new d.ButtonClick),super.click()):this._toggle_menu()}_item_click(e){this._hide_menu();const t=this.model.menu[e];if(null!=t){const i=(0,u.isString)(t)?t:t[1];(0,u.isString)(i)?this.model.trigger_event(new d.MenuItemClick(i)):i.execute(this.model,{index:e})}}}i.DropdownView=p,p.__name__=\"DropdownView\";class a extends r.AbstractButton{constructor(e){super(e)}get is_split(){return this.split}}i.Dropdown=a,l=a,a.__name__=\"Dropdown\",l.prototype.default_view=p,l.define((({Null:e,Boolean:t,String:i,Array:n,Tuple:s,Or:o})=>({split:[t,!1],menu:[n(o(i,s(i,o(i)),e)),[]]}))),l.override({label:\"Dropdown\"})},\n",
       "      471: function _(e,l,i,t,s){var n;t();const a=e(43),o=e(512);class d extends o.WidgetView{connect_signals(){super.connect_signals(),this.connect(this.model.change,(()=>this.render()))}render(){const{multiple:e,accept:l,disabled:i,width:t}=this.model;null==this.dialog_el&&(this.dialog_el=(0,a.input)({type:\"file\",multiple:e}),this.dialog_el.onchange=()=>{const{files:e}=this.dialog_el;null!=e&&this.load_files(e)},this.el.appendChild(this.dialog_el)),null!=l&&\"\"!=l&&(this.dialog_el.accept=l),this.dialog_el.style.width=`${t}px`,this.dialog_el.disabled=i}async load_files(e){const l=[],i=[],t=[];for(const s of e){const e=await this._read_file(s),[,n=\"\",,a=\"\"]=e.split(/[:;,]/,4);l.push(a),i.push(s.name),t.push(n)}this.model.multiple?this.model.setv({value:l,filename:i,mime_type:t}):this.model.setv({value:l[0],filename:i[0],mime_type:t[0]})}_read_file(e){return new Promise(((l,i)=>{const t=new FileReader;t.onload=()=>{var s;const{result:n}=t;null!=n?l(n):i(null!==(s=t.error)&&void 0!==s?s:new Error(`unable to read '${e.name}'`))},t.readAsDataURL(e)}))}}i.FileInputView=d,d.__name__=\"FileInputView\";class r extends o.Widget{constructor(e){super(e)}}i.FileInput=r,n=r,r.__name__=\"FileInput\",n.prototype.default_view=d,n.define((({Boolean:e,String:l,Array:i,Or:t})=>({value:[t(l,i(l)),\"\"],mime_type:[t(l,i(l)),\"\"],filename:[t(l,i(l)),\"\"],accept:[l,\"\"],multiple:[e,!1]})))},\n",
       "      472: function _(e,t,i,s,n){s();const l=e(1);var o;const r=e(43),c=e(8),h=e(448),p=(0,l.__importStar)(e(449));class d extends h.InputWidgetView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.value.change,(()=>this.render_selection())),this.connect(this.model.properties.options.change,(()=>this.render())),this.connect(this.model.properties.name.change,(()=>this.render())),this.connect(this.model.properties.title.change,(()=>this.render())),this.connect(this.model.properties.size.change,(()=>this.render())),this.connect(this.model.properties.disabled.change,(()=>this.render()))}render(){super.render();const e=this.model.options.map((e=>{let t,i;return(0,c.isString)(e)?t=i=e:[t,i]=e,(0,r.option)({value:t},i)}));this.input_el=(0,r.select)({multiple:!0,class:p.input,name:this.model.name,disabled:this.model.disabled},e),this.input_el.addEventListener(\"change\",(()=>this.change_input())),this.group_el.appendChild(this.input_el),this.render_selection()}render_selection(){const e=new Set(this.model.value);for(const t of this.el.querySelectorAll(\"option\"))t.selected=e.has(t.value);this.input_el.size=this.model.size}change_input(){const e=null!=this.el.querySelector(\"select:focus\"),t=[];for(const e of this.el.querySelectorAll(\"option\"))e.selected&&t.push(e.value);this.model.value=t,super.change_input(),e&&this.input_el.focus()}}i.MultiSelectView=d,d.__name__=\"MultiSelectView\";class u extends h.InputWidget{constructor(e){super(e)}}i.MultiSelect=u,o=u,u.__name__=\"MultiSelect\",o.prototype.default_view=d,o.define((({Int:e,String:t,Array:i,Tuple:s,Or:n})=>({value:[i(t),[]],options:[i(n(t,s(t,t))),[]],size:[e,4]})))},\n",
       "      473: function _(e,a,r,t,s){var n;t();const p=e(468),_=e(43);class i extends p.MarkupView{render(){super.render();const e=(0,_.p)({style:{margin:0}});this.has_math_disabled()?e.textContent=this.model.text:e.innerHTML=this.process_tex(),this.markup_el.appendChild(e)}}r.ParagraphView=i,i.__name__=\"ParagraphView\";class h extends p.Markup{constructor(e){super(e)}}r.Paragraph=h,n=h,h.__name__=\"Paragraph\",n.prototype.default_view=i},\n",
       "      474: function _(e,s,t,n,r){var p;n();const u=e(446);class a extends u.TextInputView{render(){super.render(),this.input_el.type=\"password\"}}t.PasswordInputView=a,a.__name__=\"PasswordInputView\";class o extends u.TextInput{constructor(e){super(e)}}t.PasswordInput=o,p=o,o.__name__=\"PasswordInput\",p.prototype.default_view=a},\n",
       "      475: function _(e,t,i,l,s){l();const o=e(1);var n;const h=(0,o.__importDefault)(e(476)),a=e(43),u=e(8),c=e(210),_=(0,o.__importStar)(e(449)),d=(0,o.__importDefault)(e(477)),r=e(448);class m extends r.InputWidgetView{constructor(){super(...arguments),this._last_height=null}connect_signals(){super.connect_signals(),this.connect(this.model.properties.disabled.change,(()=>this.set_disabled()));const{value:e,max_items:t,option_limit:i,search_option_limit:l,delete_button:s,placeholder:o,options:n,name:h,title:a}=this.model.properties;this.on_change([e,t,i,l,s,o,n,h,a],(()=>this.render()))}styles(){return[...super.styles(),d.default]}_update_layout(){this.layout=new c.CachedVariadicBox(this.el),this.layout.set_sizing(this.box_sizing())}render(){super.render(),this.input_el=(0,a.select)({multiple:!0,class:_.input,name:this.model.name,disabled:this.model.disabled}),this.group_el.appendChild(this.input_el);const e=new Set(this.model.value),t=this.model.options.map((t=>{let i,l;return(0,u.isString)(t)?i=l=t:[i,l]=t,{value:i,label:l,selected:e.has(i)}})),i=this.model.solid?\"solid\":\"light\",l=`choices__item ${i}`,s=`choices__button ${i}`,o={choices:t,duplicateItemsAllowed:!1,removeItemButton:this.model.delete_button,classNames:{item:l,button:s}};null!=this.model.placeholder&&(o.placeholderValue=this.model.placeholder),null!=this.model.max_items&&(o.maxItemCount=this.model.max_items),null!=this.model.option_limit&&(o.renderChoiceLimit=this.model.option_limit),null!=this.model.search_option_limit&&(o.searchResultLimit=this.model.search_option_limit),this.choice_el=new h.default(this.input_el,o);const n=()=>this.choice_el.containerOuter.element.getBoundingClientRect().height;null!=this._last_height&&this._last_height!=n()&&this.root.invalidate_layout(),this._last_height=n(),this.input_el.addEventListener(\"change\",(()=>this.change_input()))}set_disabled(){this.model.disabled?this.choice_el.disable():this.choice_el.enable()}change_input(){const e=null!=this.el.querySelector(\"select:focus\"),t=[];for(const e of this.el.querySelectorAll(\"option\"))e.selected&&t.push(e.value);this.model.value=t,super.change_input(),e&&this.input_el.focus()}}i.MultiChoiceView=m,m.__name__=\"MultiChoiceView\";class p extends r.InputWidget{constructor(e){super(e)}}i.MultiChoice=p,n=p,p.__name__=\"MultiChoice\",n.prototype.default_view=m,n.define((({Boolean:e,Int:t,String:i,Array:l,Tuple:s,Or:o,Nullable:n})=>({value:[l(i),[]],options:[l(o(i,s(i,i))),[]],max_items:[n(t),null],delete_button:[e,!0],placeholder:[n(i),null],option_limit:[n(t),null],search_option_limit:[n(t),null],solid:[e,!0]})))},\n",
       "      476: function _(e,t,i,n,s){\n",
       "      /*! choices.js v9.0.1 | © 2019 Josh Johnson | https://github.com/jshjohnson/Choices#readme */\n",
       "      var r,o;r=window,o=function(){return function(e){var t={};function i(n){if(t[n])return t[n].exports;var s=t[n]={i:n,l:!1,exports:{}};return e[n].call(s.exports,s,s.exports,i),s.l=!0,s.exports}return i.m=e,i.c=t,i.d=function(e,t,n){i.o(e,t)||Object.defineProperty(e,t,{enumerable:!0,get:n})},i.r=function(e){\"undefined\"!=typeof Symbol&&Symbol.toStringTag&&Object.defineProperty(e,Symbol.toStringTag,{value:\"Module\"}),Object.defineProperty(e,\"__esModule\",{value:!0})},i.t=function(e,t){if(1&t&&(e=i(e)),8&t)return e;if(4&t&&\"object\"==typeof e&&e&&e.__esModule)return e;var n=Object.create(null);if(i.r(n),Object.defineProperty(n,\"default\",{enumerable:!0,value:e}),2&t&&\"string\"!=typeof e)for(var s in e)i.d(n,s,function(t){return e[t]}.bind(null,s));return n},i.n=function(e){var t=e&&e.__esModule?function(){return e.default}:function(){return e};return i.d(t,\"a\",t),t},i.o=function(e,t){return Object.prototype.hasOwnProperty.call(e,t)},i.p=\"/public/assets/scripts/\",i(i.s=4)}([function(e,t,i){\"use strict\";var n=function(e){return function(e){return!!e&&\"object\"==typeof e}(e)&&!function(e){var t=Object.prototype.toString.call(e);return\"[object RegExp]\"===t||\"[object Date]\"===t||function(e){return e.$$typeof===s}(e)}(e)},s=\"function\"==typeof Symbol&&Symbol.for?Symbol.for(\"react.element\"):60103;function r(e,t){return!1!==t.clone&&t.isMergeableObject(e)?l((i=e,Array.isArray(i)?[]:{}),e,t):e;var i}function o(e,t,i){return e.concat(t).map((function(e){return r(e,i)}))}function a(e){return Object.keys(e).concat(function(e){return Object.getOwnPropertySymbols?Object.getOwnPropertySymbols(e).filter((function(t){return e.propertyIsEnumerable(t)})):[]}(e))}function c(e,t,i){var n={};return i.isMergeableObject(e)&&a(e).forEach((function(t){n[t]=r(e[t],i)})),a(t).forEach((function(s){(function(e,t){try{return t in e&&!(Object.hasOwnProperty.call(e,t)&&Object.propertyIsEnumerable.call(e,t))}catch(e){return!1}})(e,s)||(i.isMergeableObject(t[s])&&e[s]?n[s]=function(e,t){if(!t.customMerge)return l;var i=t.customMerge(e);return\"function\"==typeof i?i:l}(s,i)(e[s],t[s],i):n[s]=r(t[s],i))})),n}function l(e,t,i){(i=i||{}).arrayMerge=i.arrayMerge||o,i.isMergeableObject=i.isMergeableObject||n,i.cloneUnlessOtherwiseSpecified=r;var s=Array.isArray(t);return s===Array.isArray(e)?s?i.arrayMerge(e,t,i):c(e,t,i):r(t,i)}l.all=function(e,t){if(!Array.isArray(e))throw new Error(\"first argument should be an array\");return e.reduce((function(e,i){return l(e,i,t)}),{})};var h=l;e.exports=h},function(e,t,i){\"use strict\";(function(e,n){var s,r=i(3);s=\"undefined\"!=typeof self?self:\"undefined\"!=typeof window?window:void 0!==e?e:n;var o=Object(r.a)(s);t.a=o}).call(this,i(5),i(6)(e))},function(e,t,i){\n",
       "      /*!\n",
       "                       * Fuse.js v3.4.5 - Lightweight fuzzy-search (http://fusejs.io)\n",
       "                       *\n",
       "                       * Copyright (c) 2012-2017 Kirollos Risk (http://kiro.me)\n",
       "                       * All Rights Reserved. Apache Software License 2.0\n",
       "                       *\n",
       "                       * http://www.apache.org/licenses/LICENSE-2.0\n",
       "                       */\n",
       "      e.exports=function(e){var t={};function i(n){if(t[n])return t[n].exports;var s=t[n]={i:n,l:!1,exports:{}};return e[n].call(s.exports,s,s.exports,i),s.l=!0,s.exports}return i.m=e,i.c=t,i.d=function(e,t,n){i.o(e,t)||Object.defineProperty(e,t,{enumerable:!0,get:n})},i.r=function(e){\"undefined\"!=typeof Symbol&&Symbol.toStringTag&&Object.defineProperty(e,Symbol.toStringTag,{value:\"Module\"}),Object.defineProperty(e,\"__esModule\",{value:!0})},i.t=function(e,t){if(1&t&&(e=i(e)),8&t)return e;if(4&t&&\"object\"==typeof e&&e&&e.__esModule)return e;var n=Object.create(null);if(i.r(n),Object.defineProperty(n,\"default\",{enumerable:!0,value:e}),2&t&&\"string\"!=typeof e)for(var s in e)i.d(n,s,function(t){return e[t]}.bind(null,s));return n},i.n=function(e){var t=e&&e.__esModule?function(){return e.default}:function(){return e};return i.d(t,\"a\",t),t},i.o=function(e,t){return Object.prototype.hasOwnProperty.call(e,t)},i.p=\"\",i(i.s=1)}([function(e,t){e.exports=function(e){return Array.isArray?Array.isArray(e):\"[object Array]\"===Object.prototype.toString.call(e)}},function(e,t,i){function n(e){return(n=\"function\"==typeof Symbol&&\"symbol\"==typeof Symbol.iterator?function(e){return typeof e}:function(e){return e&&\"function\"==typeof Symbol&&e.constructor===Symbol&&e!==Symbol.prototype?\"symbol\":typeof e})(e)}function s(e,t){for(var i=0;i<t.length;i++){var n=t[i];n.enumerable=n.enumerable||!1,n.configurable=!0,\"value\"in n&&(n.writable=!0),Object.defineProperty(e,n.key,n)}}var r=i(2),o=i(8),a=i(0),c=function(){function e(t,i){var n=i.location,s=void 0===n?0:n,r=i.distance,a=void 0===r?100:r,c=i.threshold,l=void 0===c?.6:c,h=i.maxPatternLength,u=void 0===h?32:h,d=i.caseSensitive,p=void 0!==d&&d,m=i.tokenSeparator,f=void 0===m?/ +/g:m,v=i.findAllMatches,g=void 0!==v&&v,_=i.minMatchCharLength,b=void 0===_?1:_,y=i.id,E=void 0===y?null:y,I=i.keys,S=void 0===I?[]:I,w=i.shouldSort,O=void 0===w||w,C=i.getFn,A=void 0===C?o:C,L=i.sortFn,T=void 0===L?function(e,t){return e.score-t.score}:L,x=i.tokenize,k=void 0!==x&&x,P=i.matchAllTokens,D=void 0!==P&&P,M=i.includeMatches,N=void 0!==M&&M,F=i.includeScore,j=void 0!==F&&F,K=i.verbose,R=void 0!==K&&K;!function(e,t){if(!(e instanceof t))throw new TypeError(\"Cannot call a class as a function\")}(this,e),this.options={location:s,distance:a,threshold:l,maxPatternLength:u,isCaseSensitive:p,tokenSeparator:f,findAllMatches:g,minMatchCharLength:b,id:E,keys:S,includeMatches:N,includeScore:j,shouldSort:O,getFn:A,sortFn:T,verbose:R,tokenize:k,matchAllTokens:D},this.setCollection(t)}var t,i,c;return t=e,(i=[{key:\"setCollection\",value:function(e){return this.list=e,e}},{key:\"search\",value:function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:{limit:!1};this._log('---------\\nSearch pattern: \"'.concat(e,'\"'));var i=this._prepareSearchers(e),n=i.tokenSearchers,s=i.fullSearcher,r=this._search(n,s),o=r.weights,a=r.results;return this._computeScore(o,a),this.options.shouldSort&&this._sort(a),t.limit&&\"number\"==typeof t.limit&&(a=a.slice(0,t.limit)),this._format(a)}},{key:\"_prepareSearchers\",value:function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:\"\",t=[];if(this.options.tokenize)for(var i=e.split(this.options.tokenSeparator),n=0,s=i.length;n<s;n+=1)t.push(new r(i[n],this.options));return{tokenSearchers:t,fullSearcher:new r(e,this.options)}}},{key:\"_search\",value:function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:[],t=arguments.length>1?arguments[1]:void 0,i=this.list,n={},s=[];if(\"string\"==typeof i[0]){for(var r=0,o=i.length;r<o;r+=1)this._analyze({key:\"\",value:i[r],record:r,index:r},{resultMap:n,results:s,tokenSearchers:e,fullSearcher:t});return{weights:null,results:s}}for(var a={},c=0,l=i.length;c<l;c+=1)for(var h=i[c],u=0,d=this.options.keys.length;u<d;u+=1){var p=this.options.keys[u];if(\"string\"!=typeof p){if(a[p.name]={weight:1-p.weight||1},p.weight<=0||p.weight>1)throw new Error(\"Key weight has to be > 0 and <= 1\");p=p.name}else a[p]={weight:1};this._analyze({key:p,value:this.options.getFn(h,p),record:h,index:c},{resultMap:n,results:s,tokenSearchers:e,fullSearcher:t})}return{weights:a,results:s}}},{key:\"_analyze\",value:function(e,t){var i=e.key,n=e.arrayIndex,s=void 0===n?-1:n,r=e.value,o=e.record,c=e.index,l=t.tokenSearchers,h=void 0===l?[]:l,u=t.fullSearcher,d=void 0===u?[]:u,p=t.resultMap,m=void 0===p?{}:p,f=t.results,v=void 0===f?[]:f;if(null!=r){var g=!1,_=-1,b=0;if(\"string\"==typeof r){this._log(\"\\nKey: \".concat(\"\"===i?\"-\":i));var y=d.search(r);if(this._log('Full text: \"'.concat(r,'\", score: ').concat(y.score)),this.options.tokenize){for(var E=r.split(this.options.tokenSeparator),I=[],S=0;S<h.length;S+=1){var w=h[S];this._log('\\nPattern: \"'.concat(w.pattern,'\"'));for(var O=!1,C=0;C<E.length;C+=1){var A=E[C],L=w.search(A),T={};L.isMatch?(T[A]=L.score,g=!0,O=!0,I.push(L.score)):(T[A]=1,this.options.matchAllTokens||I.push(1)),this._log('Token: \"'.concat(A,'\", score: ').concat(T[A]))}O&&(b+=1)}_=I[0];for(var x=I.length,k=1;k<x;k+=1)_+=I[k];_/=x,this._log(\"Token score average:\",_)}var P=y.score;_>-1&&(P=(P+_)/2),this._log(\"Score average:\",P);var D=!this.options.tokenize||!this.options.matchAllTokens||b>=h.length;if(this._log(\"\\nCheck Matches: \".concat(D)),(g||y.isMatch)&&D){var M=m[c];M?M.output.push({key:i,arrayIndex:s,value:r,score:P,matchedIndices:y.matchedIndices}):(m[c]={item:o,output:[{key:i,arrayIndex:s,value:r,score:P,matchedIndices:y.matchedIndices}]},v.push(m[c]))}}else if(a(r))for(var N=0,F=r.length;N<F;N+=1)this._analyze({key:i,arrayIndex:N,value:r[N],record:o,index:c},{resultMap:m,results:v,tokenSearchers:h,fullSearcher:d})}}},{key:\"_computeScore\",value:function(e,t){this._log(\"\\n\\nComputing score:\\n\");for(var i=0,n=t.length;i<n;i+=1){for(var 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e(e){var t=e.element,i=e.type,n=e.classNames,s=e.position;this.element=t,this.classNames=n,this.type=i,this.position=s,this.isOpen=!1,this.isFlipped=!1,this.isFocussed=!1,this.isDisabled=!1,this.isLoading=!1,this._onFocus=this._onFocus.bind(this),this._onBlur=this._onBlur.bind(this)}var t=e.prototype;return t.addEventListeners=function(){this.element.addEventListener(\"focus\",this._onFocus),this.element.addEventListener(\"blur\",this._onBlur)},t.removeEventListeners=function(){this.element.removeEventListener(\"focus\",this._onFocus),this.element.removeEventListener(\"blur\",this._onBlur)},t.shouldFlip=function(e){if(\"number\"!=typeof e)return!1;var t=!1;return\"auto\"===this.position?t=!window.matchMedia(\"(min-height: \"+(e+1)+\"px)\").matches:\"top\"===this.position&&(t=!0),t},t.setActiveDescendant=function(e){this.element.setAttribute(\"aria-activedescendant\",e)},t.removeActiveDescendant=function(){this.element.removeAttribute(\"aria-activedescendant\")},t.open=function(e){this.element.classList.add(this.classNames.openState),this.element.setAttribute(\"aria-expanded\",\"true\"),this.isOpen=!0,this.shouldFlip(e)&&(this.element.classList.add(this.classNames.flippedState),this.isFlipped=!0)},t.close=function(){this.element.classList.remove(this.classNames.openState),this.element.setAttribute(\"aria-expanded\",\"false\"),this.removeActiveDescendant(),this.isOpen=!1,this.isFlipped&&(this.element.classList.remove(this.classNames.flippedState),this.isFlipped=!1)},t.focus=function(){this.isFocussed||this.element.focus()},t.addFocusState=function(){this.element.classList.add(this.classNames.focusState)},t.removeFocusState=function(){this.element.classList.remove(this.classNames.focusState)},t.enable=function(){this.element.classList.remove(this.classNames.disabledState),this.element.removeAttribute(\"aria-disabled\"),this.type===oe&&this.element.setAttribute(\"tabindex\",\"0\"),this.isDisabled=!1},t.disable=function(){this.element.classList.add(this.classNames.disabledState),this.element.setAttribute(\"aria-disabled\",\"true\"),this.type===oe&&this.element.setAttribute(\"tabindex\",\"-1\"),this.isDisabled=!0},t.wrap=function(e){!function(e,t){void 0===t&&(t=document.createElement(\"div\")),e.nextSibling?e.parentNode.insertBefore(t,e.nextSibling):e.parentNode.appendChild(t),t.appendChild(e)}(e,this.element)},t.unwrap=function(e){this.element.parentNode.insertBefore(e,this.element),this.element.parentNode.removeChild(this.element)},t.addLoadingState=function(){this.element.classList.add(this.classNames.loadingState),this.element.setAttribute(\"aria-busy\",\"true\"),this.isLoading=!0},t.removeLoadingState=function(){this.element.classList.remove(this.classNames.loadingState),this.element.removeAttribute(\"aria-busy\"),this.isLoading=!1},t._onFocus=function(){this.isFocussed=!0},t._onBlur=function(){this.isFocussed=!1},e}();function le(e,t){for(var i=0;i<t.length;i++){var n=t[i];n.enumerable=n.enumerable||!1,n.configurable=!0,\"value\"in n&&(n.writable=!0),Object.defineProperty(e,n.key,n)}}var he=function(){function e(e){var t=e.element,i=e.type,n=e.classNames,s=e.preventPaste;this.element=t,this.type=i,this.classNames=n,this.preventPaste=s,this.isFocussed=this.element===document.activeElement,this.isDisabled=t.disabled,this._onPaste=this._onPaste.bind(this),this._onInput=this._onInput.bind(this),this._onFocus=this._onFocus.bind(this),this._onBlur=this._onBlur.bind(this)}var t,i,n,s=e.prototype;return s.addEventListeners=function(){this.element.addEventListener(\"paste\",this._onPaste),this.element.addEventListener(\"input\",this._onInput,{passive:!0}),this.element.addEventListener(\"focus\",this._onFocus,{passive:!0}),this.element.addEventListener(\"blur\",this._onBlur,{passive:!0})},s.removeEventListeners=function(){this.element.removeEventListener(\"input\",this._onInput,{passive:!0}),this.element.removeEventListener(\"paste\",this._onPaste),this.element.removeEventListener(\"focus\",this._onFocus,{passive:!0}),this.element.removeEventListener(\"blur\",this._onBlur,{passive:!0})},s.enable=function(){this.element.removeAttribute(\"disabled\"),this.isDisabled=!1},s.disable=function(){this.element.setAttribute(\"disabled\",\"\"),this.isDisabled=!0},s.focus=function(){this.isFocussed||this.element.focus()},s.blur=function(){this.isFocussed&&this.element.blur()},s.clear=function(e){return void 0===e&&(e=!0),this.element.value&&(this.element.value=\"\"),e&&this.setWidth(),this},s.setWidth=function(){var e=this.element,t=e.style,i=e.value,n=e.placeholder;t.minWidth=n.length+1+\"ch\",t.width=i.length+1+\"ch\"},s.setActiveDescendant=function(e){this.element.setAttribute(\"aria-activedescendant\",e)},s.removeActiveDescendant=function(){this.element.removeAttribute(\"aria-activedescendant\")},s._onInput=function(){this.type!==oe&&this.setWidth()},s._onPaste=function(e){this.preventPaste&&e.preventDefault()},s._onFocus=function(){this.isFocussed=!0},s._onBlur=function(){this.isFocussed=!1},t=e,(i=[{key:\"placeholder\",set:function(e){this.element.placeholder=e}},{key:\"value\",get:function(){return I(this.element.value)},set:function(e){this.element.value=e}}])&&le(t.prototype,i),n&&le(t,n),e}(),ue=function(){function e(e){var t=e.element;this.element=t,this.scrollPos=this.element.scrollTop,this.height=this.element.offsetHeight}var t=e.prototype;return t.clear=function(){this.element.innerHTML=\"\"},t.append=function(e){this.element.appendChild(e)},t.getChild=function(e){return this.element.querySelector(e)},t.hasChildren=function(){return this.element.hasChildNodes()},t.scrollToTop=function(){this.element.scrollTop=0},t.scrollToChildElement=function(e,t){var i=this;if(e){var n=this.element.offsetHeight,s=this.element.scrollTop+n,r=e.offsetHeight,o=e.offsetTop+r,a=t>0?this.element.scrollTop+o-s:e.offsetTop;requestAnimationFrame((function(){i._animateScroll(a,t)}))}},t._scrollDown=function(e,t,i){var n=(i-e)/t,s=n>1?n:1;this.element.scrollTop=e+s},t._scrollUp=function(e,t,i){var n=(e-i)/t,s=n>1?n:1;this.element.scrollTop=e-s},t._animateScroll=function(e,t){var i=this,n=this.element.scrollTop,s=!1;t>0?(this._scrollDown(n,4,e),n<e&&(s=!0)):(this._scrollUp(n,4,e),n>e&&(s=!0)),s&&requestAnimationFrame((function(){i._animateScroll(e,t)}))},e}();function de(e,t){for(var i=0;i<t.length;i++){var n=t[i];n.enumerable=n.enumerable||!1,n.configurable=!0,\"value\"in n&&(n.writable=!0),Object.defineProperty(e,n.key,n)}}var pe=function(){function e(e){var t=e.element,i=e.classNames;if(this.element=t,this.classNames=i,!(t instanceof HTMLInputElement||t instanceof HTMLSelectElement))throw new TypeError(\"Invalid element passed\");this.isDisabled=!1}var t,i,n,s=e.prototype;return s.conceal=function(){this.element.classList.add(this.classNames.input),this.element.hidden=!0,this.element.tabIndex=-1;var e=this.element.getAttribute(\"style\");e&&this.element.setAttribute(\"data-choice-orig-style\",e),this.element.setAttribute(\"data-choice\",\"active\")},s.reveal=function(){this.element.classList.remove(this.classNames.input),this.element.hidden=!1,this.element.removeAttribute(\"tabindex\");var e=this.element.getAttribute(\"data-choice-orig-style\");e?(this.element.removeAttribute(\"data-choice-orig-style\"),this.element.setAttribute(\"style\",e)):this.element.removeAttribute(\"style\"),this.element.removeAttribute(\"data-choice\"),this.element.value=this.element.value},s.enable=function(){this.element.removeAttribute(\"disabled\"),this.element.disabled=!1,this.isDisabled=!1},s.disable=function(){this.element.setAttribute(\"disabled\",\"\"),this.element.disabled=!0,this.isDisabled=!0},s.triggerEvent=function(e,t){!function(e,t,i){void 0===i&&(i=null);var n=new CustomEvent(t,{detail:i,bubbles:!0,cancelable:!0});e.dispatchEvent(n)}(this.element,e,t)},t=e,(i=[{key:\"isActive\",get:function(){return\"active\"===this.element.dataset.choice}},{key:\"dir\",get:function(){return this.element.dir}},{key:\"value\",get:function(){return this.element.value},set:function(e){this.element.value=e}}])&&de(t.prototype,i),n&&de(t,n),e}();function me(e,t){for(var i=0;i<t.length;i++){var n=t[i];n.enumerable=n.enumerable||!1,n.configurable=!0,\"value\"in n&&(n.writable=!0),Object.defineProperty(e,n.key,n)}}var fe=function(e){var t,i,n,s,r;function o(t){var i,n=t.element,s=t.classNames,r=t.delimiter;return(i=e.call(this,{element:n,classNames:s})||this).delimiter=r,i}return i=e,(t=o).prototype=Object.create(i.prototype),t.prototype.constructor=t,t.__proto__=i,n=o,(s=[{key:\"value\",get:function(){return this.element.value},set:function(e){var t=e.map((function(e){return e.value})).join(this.delimiter);this.element.setAttribute(\"value\",t),this.element.value=t}}])&&me(n.prototype,s),r&&me(n,r),o}(pe);function ve(e,t){for(var i=0;i<t.length;i++){var n=t[i];n.enumerable=n.enumerable||!1,n.configurable=!0,\"value\"in n&&(n.writable=!0),Object.defineProperty(e,n.key,n)}}var ge=function(e){var t,i,n,s,r;function o(t){var i,n=t.element,s=t.classNames,r=t.template;return(i=e.call(this,{element:n,classNames:s})||this).template=r,i}return i=e,(t=o).prototype=Object.create(i.prototype),t.prototype.constructor=t,t.__proto__=i,o.prototype.appendDocFragment=function(e){this.element.innerHTML=\"\",this.element.appendChild(e)},n=o,(s=[{key:\"placeholderOption\",get:function(){return this.element.querySelector('option[value=\"\"]')||this.element.querySelector(\"option[placeholder]\")}},{key:\"optionGroups\",get:function(){return Array.from(this.element.getElementsByTagName(\"OPTGROUP\"))}},{key:\"options\",get:function(){return Array.from(this.element.options)},set:function(e){var t=this,i=document.createDocumentFragment();e.forEach((function(e){return n=e,s=t.template(n),void i.appendChild(s);var n,s})),this.appendDocFragment(i)}}])&&ve(n.prototype,s),r&&ve(n,r),o}(pe),_e={containerOuter:function(e,t,i,n,s,r){var o=e.containerOuter,a=Object.assign(document.createElement(\"div\"),{className:o});return a.dataset.type=r,t&&(a.dir=t),n&&(a.tabIndex=0),i&&(a.setAttribute(\"role\",s?\"combobox\":\"listbox\"),s&&a.setAttribute(\"aria-autocomplete\",\"list\")),a.setAttribute(\"aria-haspopup\",\"true\"),a.setAttribute(\"aria-expanded\",\"false\"),a},containerInner:function(e){var t=e.containerInner;return Object.assign(document.createElement(\"div\"),{className:t})},itemList:function(e,t){var i=e.list,n=e.listSingle,s=e.listItems;return Object.assign(document.createElement(\"div\"),{className:i+\" \"+(t?n:s)})},placeholder:function(e,t){var i=e.placeholder;return Object.assign(document.createElement(\"div\"),{className:i,innerHTML:t})},item:function(e,t,i){var n=e.item,s=e.button,r=e.highlightedState,o=e.itemSelectable,a=e.placeholder,c=t.id,l=t.value,h=t.label,u=t.customProperties,d=t.active,p=t.disabled,m=t.highlighted,f=t.placeholder,v=Object.assign(document.createElement(\"div\"),{className:n,innerHTML:h});if(Object.assign(v.dataset,{item:\"\",id:c,value:l,customProperties:u}),d&&v.setAttribute(\"aria-selected\",\"true\"),p&&v.setAttribute(\"aria-disabled\",\"true\"),f&&v.classList.add(a),v.classList.add(m?r:o),i){p&&v.classList.remove(o),v.dataset.deletable=\"\";var g=\"Remove item\",_=Object.assign(document.createElement(\"button\"),{type:\"button\",className:s,innerHTML:g});_.setAttribute(\"aria-label\",\"Remove item: '\"+l+\"'\"),_.dataset.button=\"\",v.appendChild(_)}return v},choiceList:function(e,t){var i=e.list,n=Object.assign(document.createElement(\"div\"),{className:i});return t||n.setAttribute(\"aria-multiselectable\",\"true\"),n.setAttribute(\"role\",\"listbox\"),n},choiceGroup:function(e,t){var i=e.group,n=e.groupHeading,s=e.itemDisabled,r=t.id,o=t.value,a=t.disabled,c=Object.assign(document.createElement(\"div\"),{className:i+\" \"+(a?s:\"\")});return c.setAttribute(\"role\",\"group\"),Object.assign(c.dataset,{group:\"\",id:r,value:o}),a&&c.setAttribute(\"aria-disabled\",\"true\"),c.appendChild(Object.assign(document.createElement(\"div\"),{className:n,innerHTML:o})),c},choice:function(e,t,i){var n=e.item,s=e.itemChoice,r=e.itemSelectable,o=e.selectedState,a=e.itemDisabled,c=e.placeholder,l=t.id,h=t.value,u=t.label,d=t.groupId,p=t.elementId,m=t.disabled,f=t.selected,v=t.placeholder,g=Object.assign(document.createElement(\"div\"),{id:p,innerHTML:u,className:n+\" \"+s});return f&&g.classList.add(o),v&&g.classList.add(c),g.setAttribute(\"role\",d>0?\"treeitem\":\"option\"),Object.assign(g.dataset,{choice:\"\",id:l,value:h,selectText:i}),m?(g.classList.add(a),g.dataset.choiceDisabled=\"\",g.setAttribute(\"aria-disabled\",\"true\")):(g.classList.add(r),g.dataset.choiceSelectable=\"\"),g},input:function(e,t){var i=e.input,n=e.inputCloned,s=Object.assign(document.createElement(\"input\"),{type:\"text\",className:i+\" \"+n,autocomplete:\"off\",autocapitalize:\"off\",spellcheck:!1});return s.setAttribute(\"role\",\"textbox\"),s.setAttribute(\"aria-autocomplete\",\"list\"),s.setAttribute(\"aria-label\",t),s},dropdown:function(e){var t=e.list,i=e.listDropdown,n=document.createElement(\"div\");return n.classList.add(t,i),n.setAttribute(\"aria-expanded\",\"false\"),n},notice:function(e,t,i){var n=e.item,s=e.itemChoice,r=e.noResults,o=e.noChoices;void 0===i&&(i=\"\");var a=[n,s];return\"no-choices\"===i?a.push(o):\"no-results\"===i&&a.push(r),Object.assign(document.createElement(\"div\"),{innerHTML:t,className:a.join(\" \")})},option:function(e){var t=e.label,i=e.value,n=e.customProperties,s=e.active,r=e.disabled,o=new Option(t,i,!1,s);return n&&(o.dataset.customProperties=n),o.disabled=r,o}},be=function(e){return void 0===e&&(e=!0),{type:q,active:e}},ye=function(e,t){return{type:$,id:e,highlighted:t}},Ee=function(e){var t=e.value,i=e.id,n=e.active,s=e.disabled;return{type:z,value:t,id:i,active:n,disabled:s}},Ie=function(e){return{type:\"SET_IS_LOADING\",isLoading:e}};function Se(e,t){for(var i=0;i<t.length;i++){var n=t[i];n.enumerable=n.enumerable||!1,n.configurable=!0,\"value\"in n&&(n.writable=!0),Object.defineProperty(e,n.key,n)}}var we=\"-ms-scroll-limit\"in document.documentElement.style&&\"-ms-ime-align\"in document.documentElement.style,Oe={},Ce=function(){var e,t,i;function n(e,t){var i=this;void 0===e&&(e=\"[data-choice]\"),void 0===t&&(t={}),this.config=o.a.all([P,n.defaults.options,t],{arrayMerge:function(e,t){return[].concat(t)}});var s,r,a,c,l=(s=this.config,r=P,a=Object.keys(s).sort(),c=Object.keys(r).sort(),a.filter((function(e){return c.indexOf(e)<0})));l.length&&console.warn(\"Unknown config option(s) passed\",l.join(\", \"));var h=\"string\"==typeof e?document.querySelector(e):e;if(!(h instanceof HTMLInputElement||h instanceof HTMLSelectElement))throw TypeError(\"Expected one of the following types text|select-one|select-multiple\");if(this._isTextElement=h.type===re,this._isSelectOneElement=h.type===oe,this._isSelectMultipleElement=h.type===ae,this._isSelectElement=this._isSelectOneElement||this._isSelectMultipleElement,this.config.searchEnabled=this._isSelectMultipleElement||this.config.searchEnabled,[\"auto\",\"always\"].includes(this.config.renderSelectedChoices)||(this.config.renderSelectedChoices=\"auto\"),t.addItemFilter&&\"function\"!=typeof t.addItemFilter){var u=t.addItemFilter instanceof RegExp?t.addItemFilter:new RegExp(t.addItemFilter);this.config.addItemFilter=u.test.bind(u)}if(this._isTextElement?this.passedElement=new fe({element:h,classNames:this.config.classNames,delimiter:this.config.delimiter}):this.passedElement=new ge({element:h,classNames:this.config.classNames,template:function(e){return i._templates.option(e)}}),this.initialised=!1,this._store=new T,this._initialState={},this._currentState={},this._prevState={},this._currentValue=\"\",this._canSearch=this.config.searchEnabled,this._isScrollingOnIe=!1,this._highlightPosition=0,this._wasTap=!0,this._placeholderValue=this._generatePlaceholderValue(),this._baseId=function(e,t){var i=e.id||e.name&&e.name+\"-\"+b(2)||b(4);return t+\"-\"+i.replace(/(:|\\.|\\[|\\]|,)/g,\"\")}(this.passedElement.element,\"choices-\"),this._direction=this.passedElement.dir,!this._direction){var d=window.getComputedStyle(this.passedElement.element).direction;d!==window.getComputedStyle(document.documentElement).direction&&(this._direction=d)}if(this._idNames={itemChoice:\"item-choice\"},this._presetGroups=this.passedElement.optionGroups,this._presetOptions=this.passedElement.options,this._presetChoices=this.config.choices,this._presetItems=this.config.items,this.passedElement.value&&(this._presetItems=this._presetItems.concat(this.passedElement.value.split(this.config.delimiter))),this.passedElement.options&&this.passedElement.options.forEach((function(e){i._presetChoices.push({value:e.value,label:e.innerHTML,selected:e.selected,disabled:e.disabled||e.parentNode.disabled,placeholder:\"\"===e.value||e.hasAttribute(\"placeholder\"),customProperties:e.getAttribute(\"data-custom-properties\")})})),this._render=this._render.bind(this),this._onFocus=this._onFocus.bind(this),this._onBlur=this._onBlur.bind(this),this._onKeyUp=this._onKeyUp.bind(this),this._onKeyDown=this._onKeyDown.bind(this),this._onClick=this._onClick.bind(this),this._onTouchMove=this._onTouchMove.bind(this),this._onTouchEnd=this._onTouchEnd.bind(this),this._onMouseDown=this._onMouseDown.bind(this),this._onMouseOver=this._onMouseOver.bind(this),this._onFormReset=this._onFormReset.bind(this),this._onAKey=this._onAKey.bind(this),this._onEnterKey=this._onEnterKey.bind(this),this._onEscapeKey=this._onEscapeKey.bind(this),this._onDirectionKey=this._onDirectionKey.bind(this),this._onDeleteKey=this._onDeleteKey.bind(this),this.passedElement.isActive)return this.config.silent||console.warn(\"Trying to initialise Choices on element already initialised\"),void(this.initialised=!0);this.init()}e=n,i=[{key:\"defaults\",get:function(){return Object.preventExtensions({get options(){return Oe},get templates(){return _e}})}}],(t=null)&&Se(e.prototype,t),i&&Se(e,i);var r=n.prototype;return r.init=function(){if(!this.initialised){this._createTemplates(),this._createElements(),this._createStructure(),this._initialState=O(this._store.state),this._store.subscribe(this._render),this._render(),this._addEventListeners(),(!this.config.addItems||this.passedElement.element.hasAttribute(\"disabled\"))&&this.disable(),this.initialised=!0;var e=this.config.callbackOnInit;e&&\"function\"==typeof e&&e.call(this)}},r.destroy=function(){this.initialised&&(this._removeEventListeners(),this.passedElement.reveal(),this.containerOuter.unwrap(this.passedElement.element),this.clearStore(),this._isSelectElement&&(this.passedElement.options=this._presetOptions),this._templates=null,this.initialised=!1)},r.enable=function(){return this.passedElement.isDisabled&&this.passedElement.enable(),this.containerOuter.isDisabled&&(this._addEventListeners(),this.input.enable(),this.containerOuter.enable()),this},r.disable=function(){return this.passedElement.isDisabled||this.passedElement.disable(),this.containerOuter.isDisabled||(this._removeEventListeners(),this.input.disable(),this.containerOuter.disable()),this},r.highlightItem=function(e,t){if(void 0===t&&(t=!0),!e)return this;var i=e.id,n=e.groupId,s=void 0===n?-1:n,r=e.value,o=void 0===r?\"\":r,a=e.label,c=void 0===a?\"\":a,l=s>=0?this._store.getGroupById(s):null;return this._store.dispatch(ye(i,!0)),t&&this.passedElement.triggerEvent(H,{id:i,value:o,label:c,groupValue:l&&l.value?l.value:null}),this},r.unhighlightItem=function(e){if(!e)return this;var t=e.id,i=e.groupId,n=void 0===i?-1:i,s=e.value,r=void 0===s?\"\":s,o=e.label,a=void 0===o?\"\":o,c=n>=0?this._store.getGroupById(n):null;return this._store.dispatch(ye(t,!1)),this.passedElement.triggerEvent(H,{id:t,value:r,label:a,groupValue:c&&c.value?c.value:null}),this},r.highlightAll=function(){var e=this;return this._store.items.forEach((function(t){return e.highlightItem(t)})),this},r.unhighlightAll=function(){var e=this;return this._store.items.forEach((function(t){return e.unhighlightItem(t)})),this},r.removeActiveItemsByValue=function(e){var t=this;return this._store.activeItems.filter((function(t){return t.value===e})).forEach((function(e){return t._removeItem(e)})),this},r.removeActiveItems=function(e){var t=this;return this._store.activeItems.filter((function(t){return t.id!==e})).forEach((function(e){return t._removeItem(e)})),this},r.removeHighlightedItems=function(e){var t=this;return void 0===e&&(e=!1),this._store.highlightedActiveItems.forEach((function(i){t._removeItem(i),e&&t._triggerChange(i.value)})),this},r.showDropdown=function(e){var t=this;return this.dropdown.isActive||requestAnimationFrame((function(){t.dropdown.show(),t.containerOuter.open(t.dropdown.distanceFromTopWindow),!e&&t._canSearch&&t.input.focus(),t.passedElement.triggerEvent(D,{})})),this},r.hideDropdown=function(e){var t=this;return this.dropdown.isActive?(requestAnimationFrame((function(){t.dropdown.hide(),t.containerOuter.close(),!e&&t._canSearch&&(t.input.removeActiveDescendant(),t.input.blur()),t.passedElement.triggerEvent(M,{})})),this):this},r.getValue=function(e){void 0===e&&(e=!1);var t=this._store.activeItems.reduce((function(t,i){var n=e?i.value:i;return t.push(n),t}),[]);return this._isSelectOneElement?t[0]:t},r.setValue=function(e){var t=this;return this.initialised?(e.forEach((function(e){return t._setChoiceOrItem(e)})),this):this},r.setChoiceByValue=function(e){var t=this;return!this.initialised||this._isTextElement||(Array.isArray(e)?e:[e]).forEach((function(e){return t._findAndSelectChoiceByValue(e)})),this},r.setChoices=function(e,t,i,n){var s=this;if(void 0===e&&(e=[]),void 0===t&&(t=\"value\"),void 0===i&&(i=\"label\"),void 0===n&&(n=!1),!this.initialised)throw new ReferenceError(\"setChoices was called on a non-initialized instance of Choices\");if(!this._isSelectElement)throw new TypeError(\"setChoices can't be used with INPUT based Choices\");if(\"string\"!=typeof t||!t)throw new TypeError(\"value parameter must be a name of 'value' field in passed objects\");if(n&&this.clearChoices(),\"function\"==typeof e){var r=e(this);if(\"function\"==typeof Promise&&r instanceof Promise)return new Promise((function(e){return requestAnimationFrame(e)})).then((function(){return s._handleLoadingState(!0)})).then((function(){return r})).then((function(e){return s.setChoices(e,t,i,n)})).catch((function(e){s.config.silent||console.error(e)})).then((function(){return s._handleLoadingState(!1)})).then((function(){return s}));if(!Array.isArray(r))throw new TypeError(\".setChoices first argument function must return either array of choices or Promise, got: \"+typeof r);return this.setChoices(r,t,i,!1)}if(!Array.isArray(e))throw new TypeError(\".setChoices must be called either with array of choices with a function resulting into Promise of array of choices\");return this.containerOuter.removeLoadingState(),this._startLoading(),e.forEach((function(e){e.choices?s._addGroup({id:parseInt(e.id,10)||null,group:e,valueKey:t,labelKey:i}):s._addChoice({value:e[t],label:e[i],isSelected:e.selected,isDisabled:e.disabled,customProperties:e.customProperties,placeholder:e.placeholder})})),this._stopLoading(),this},r.clearChoices=function(){return this._store.dispatch({type:U}),this},r.clearStore=function(){return this._store.dispatch({type:\"CLEAR_ALL\"}),this},r.clearInput=function(){var e=!this._isSelectOneElement;return this.input.clear(e),!this._isTextElement&&this._canSearch&&(this._isSearching=!1,this._store.dispatch(be(!0))),this},r._render=function(){if(!this._store.isLoading()){this._currentState=this._store.state;var e=this._currentState.choices!==this._prevState.choices||this._currentState.groups!==this._prevState.groups||this._currentState.items!==this._prevState.items,t=this._isSelectElement,i=this._currentState.items!==this._prevState.items;e&&(t&&this._renderChoices(),i&&this._renderItems(),this._prevState=this._currentState)}},r._renderChoices=function(){var e=this,t=this._store,i=t.activeGroups,n=t.activeChoices,s=document.createDocumentFragment();if(this.choiceList.clear(),this.config.resetScrollPosition&&requestAnimationFrame((function(){return e.choiceList.scrollToTop()})),i.length>=1&&!this._isSearching){var r=n.filter((function(e){return!0===e.placeholder&&-1===e.groupId}));r.length>=1&&(s=this._createChoicesFragment(r,s)),s=this._createGroupsFragment(i,n,s)}else n.length>=1&&(s=this._createChoicesFragment(n,s));if(s.childNodes&&s.childNodes.length>0){var o=this._store.activeItems,a=this._canAddItem(o,this.input.value);a.response?(this.choiceList.append(s),this._highlightChoice()):this.choiceList.append(this._getTemplate(\"notice\",a.notice))}else{var c,l;this._isSearching?(l=\"function\"==typeof this.config.noResultsText?this.config.noResultsText():this.config.noResultsText,c=this._getTemplate(\"notice\",l,\"no-results\")):(l=\"function\"==typeof this.config.noChoicesText?this.config.noChoicesText():this.config.noChoicesText,c=this._getTemplate(\"notice\",l,\"no-choices\")),this.choiceList.append(c)}},r._renderItems=function(){var e=this._store.activeItems||[];this.itemList.clear();var t=this._createItemsFragment(e);t.childNodes&&this.itemList.append(t)},r._createGroupsFragment=function(e,t,i){var n=this;return void 0===i&&(i=document.createDocumentFragment()),this.config.shouldSort&&e.sort(this.config.sorter),e.forEach((function(e){var s=function(e){return t.filter((function(t){return n._isSelectOneElement?t.groupId===e.id:t.groupId===e.id&&(\"always\"===n.config.renderSelectedChoices||!t.selected)}))}(e);if(s.length>=1){var r=n._getTemplate(\"choiceGroup\",e);i.appendChild(r),n._createChoicesFragment(s,i,!0)}})),i},r._createChoicesFragment=function(e,t,i){var n=this;void 0===t&&(t=document.createDocumentFragment()),void 0===i&&(i=!1);var s=this.config,r=s.renderSelectedChoices,o=s.searchResultLimit,a=s.renderChoiceLimit,c=this._isSearching?w:this.config.sorter,l=function(e){if(\"auto\"!==r||n._isSelectOneElement||!e.selected){var i=n._getTemplate(\"choice\",e,n.config.itemSelectText);t.appendChild(i)}},h=e;\"auto\"!==r||this._isSelectOneElement||(h=e.filter((function(e){return!e.selected})));var u=h.reduce((function(e,t){return t.placeholder?e.placeholderChoices.push(t):e.normalChoices.push(t),e}),{placeholderChoices:[],normalChoices:[]}),d=u.placeholderChoices,p=u.normalChoices;(this.config.shouldSort||this._isSearching)&&p.sort(c);var m=h.length,f=this._isSelectOneElement?[].concat(d,p):p;this._isSearching?m=o:a&&a>0&&!i&&(m=a);for(var v=0;v<m;v+=1)f[v]&&l(f[v]);return t},r._createItemsFragment=function(e,t){var i=this;void 0===t&&(t=document.createDocumentFragment());var n=this.config,s=n.shouldSortItems,r=n.sorter,o=n.removeItemButton;return s&&!this._isSelectOneElement&&e.sort(r),this._isTextElement?this.passedElement.value=e:this.passedElement.options=e,e.forEach((function(e){var n=i._getTemplate(\"item\",e,o);t.appendChild(n)})),t},r._triggerChange=function(e){null!=e&&this.passedElement.triggerEvent(N,{value:e})},r._selectPlaceholderChoice=function(){var e=this._store.placeholderChoice;e&&(this._addItem({value:e.value,label:e.label,choiceId:e.id,groupId:e.groupId,placeholder:e.placeholder}),this._triggerChange(e.value))},r._handleButtonAction=function(e,t){if(e&&t&&this.config.removeItems&&this.config.removeItemButton){var i=t.parentNode.getAttribute(\"data-id\"),n=e.find((function(e){return e.id===parseInt(i,10)}));this._removeItem(n),this._triggerChange(n.value),this._isSelectOneElement&&this._selectPlaceholderChoice()}},r._handleItemAction=function(e,t,i){var n=this;if(void 0===i&&(i=!1),e&&t&&this.config.removeItems&&!this._isSelectOneElement){var s=t.getAttribute(\"data-id\");e.forEach((function(e){e.id!==parseInt(s,10)||e.highlighted?!i&&e.highlighted&&n.unhighlightItem(e):n.highlightItem(e)})),this.input.focus()}},r._handleChoiceAction=function(e,t){if(e&&t){var i=t.dataset.id,n=this._store.getChoiceById(i);if(n){var s=e[0]&&e[0].keyCode?e[0].keyCode:null,r=this.dropdown.isActive;n.keyCode=s,this.passedElement.triggerEvent(F,{choice:n}),n.selected||n.disabled||this._canAddItem(e,n.value).response&&(this._addItem({value:n.value,label:n.label,choiceId:n.id,groupId:n.groupId,customProperties:n.customProperties,placeholder:n.placeholder,keyCode:n.keyCode}),this._triggerChange(n.value)),this.clearInput(),r&&this._isSelectOneElement&&(this.hideDropdown(!0),this.containerOuter.focus())}}},r._handleBackspace=function(e){if(this.config.removeItems&&e){var t=e[e.length-1],i=e.some((function(e){return e.highlighted}));this.config.editItems&&!i&&t?(this.input.value=t.value,this.input.setWidth(),this._removeItem(t),this._triggerChange(t.value)):(i||this.highlightItem(t,!1),this.removeHighlightedItems(!0))}},r._startLoading=function(){this._store.dispatch(Ie(!0))},r._stopLoading=function(){this._store.dispatch(Ie(!1))},r._handleLoadingState=function(e){void 0===e&&(e=!0);var t=this.itemList.getChild(\".\"+this.config.classNames.placeholder);e?(this.disable(),this.containerOuter.addLoadingState(),this._isSelectOneElement?t?t.innerHTML=this.config.loadingText:(t=this._getTemplate(\"placeholder\",this.config.loadingText),this.itemList.append(t)):this.input.placeholder=this.config.loadingText):(this.enable(),this.containerOuter.removeLoadingState(),this._isSelectOneElement?t.innerHTML=this._placeholderValue||\"\":this.input.placeholder=this._placeholderValue||\"\")},r._handleSearch=function(e){if(e&&this.input.isFocussed){var t=this._store.choices,i=this.config,n=i.searchFloor,s=i.searchChoices,r=t.some((function(e){return!e.active}));if(e&&e.length>=n){var o=s?this._searchChoices(e):0;this.passedElement.triggerEvent(j,{value:e,resultCount:o})}else r&&(this._isSearching=!1,this._store.dispatch(be(!0)))}},r._canAddItem=function(e,t){var i=!0,n=\"function\"==typeof this.config.addItemText?this.config.addItemText(t):this.config.addItemText;if(!this._isSelectOneElement){var s=function(e,t,i){return void 0===i&&(i=\"value\"),e.some((function(e){return\"string\"==typeof t?e[i]===t.trim():e[i]===t}))}(e,t);this.config.maxItemCount>0&&this.config.maxItemCount<=e.length&&(i=!1,n=\"function\"==typeof this.config.maxItemText?this.config.maxItemText(this.config.maxItemCount):this.config.maxItemText),!this.config.duplicateItemsAllowed&&s&&i&&(i=!1,n=\"function\"==typeof this.config.uniqueItemText?this.config.uniqueItemText(t):this.config.uniqueItemText),this._isTextElement&&this.config.addItems&&i&&\"function\"==typeof this.config.addItemFilter&&!this.config.addItemFilter(t)&&(i=!1,n=\"function\"==typeof this.config.customAddItemText?this.config.customAddItemText(t):this.config.customAddItemText)}return{response:i,notice:n}},r._searchChoices=function(e){var t=\"string\"==typeof e?e.trim():e,i=\"string\"==typeof this._currentValue?this._currentValue.trim():this._currentValue;if(t.length<1&&t===i+\" \")return 0;var n=this._store.searchableChoices,r=t,o=[].concat(this.config.searchFields),a=Object.assign(this.config.fuseOptions,{keys:o}),c=new s.a(n,a).search(r);return this._currentValue=t,this._highlightPosition=0,this._isSearching=!0,this._store.dispatch(function(e){return{type:G,results:e}}(c)),c.length},r._addEventListeners=function(){var e=document.documentElement;e.addEventListener(\"touchend\",this._onTouchEnd,!0),this.containerOuter.element.addEventListener(\"keydown\",this._onKeyDown,!0),this.containerOuter.element.addEventListener(\"mousedown\",this._onMouseDown,!0),e.addEventListener(\"click\",this._onClick,{passive:!0}),e.addEventListener(\"touchmove\",this._onTouchMove,{passive:!0}),this.dropdown.element.addEventListener(\"mouseover\",this._onMouseOver,{passive:!0}),this._isSelectOneElement&&(this.containerOuter.element.addEventListener(\"focus\",this._onFocus,{passive:!0}),this.containerOuter.element.addEventListener(\"blur\",this._onBlur,{passive:!0})),this.input.element.addEventListener(\"keyup\",this._onKeyUp,{passive:!0}),this.input.element.addEventListener(\"focus\",this._onFocus,{passive:!0}),this.input.element.addEventListener(\"blur\",this._onBlur,{passive:!0}),this.input.element.form&&this.input.element.form.addEventListener(\"reset\",this._onFormReset,{passive:!0}),this.input.addEventListeners()},r._removeEventListeners=function(){var e=document.documentElement;e.removeEventListener(\"touchend\",this._onTouchEnd,!0),this.containerOuter.element.removeEventListener(\"keydown\",this._onKeyDown,!0),this.containerOuter.element.removeEventListener(\"mousedown\",this._onMouseDown,!0),e.removeEventListener(\"click\",this._onClick),e.removeEventListener(\"touchmove\",this._onTouchMove),this.dropdown.element.removeEventListener(\"mouseover\",this._onMouseOver),this._isSelectOneElement&&(this.containerOuter.element.removeEventListener(\"focus\",this._onFocus),this.containerOuter.element.removeEventListener(\"blur\",this._onBlur)),this.input.element.removeEventListener(\"keyup\",this._onKeyUp),this.input.element.removeEventListener(\"focus\",this._onFocus),this.input.element.removeEventListener(\"blur\",this._onBlur),this.input.element.form&&this.input.element.form.removeEventListener(\"reset\",this._onFormReset),this.input.removeEventListeners()},r._onKeyDown=function(e){var t,i=e.target,n=e.keyCode,s=e.ctrlKey,r=e.metaKey,o=this._store.activeItems,a=this.input.isFocussed,c=this.dropdown.isActive,l=this.itemList.hasChildren(),h=String.fromCharCode(n),u=J,d=Y,p=Z,m=Q,f=ee,v=te,g=ie,_=ne,b=se,y=s||r;!this._isTextElement&&/[a-zA-Z0-9-_ ]/.test(h)&&this.showDropdown();var E=((t={})[m]=this._onAKey,t[p]=this._onEnterKey,t[f]=this._onEscapeKey,t[v]=this._onDirectionKey,t[_]=this._onDirectionKey,t[g]=this._onDirectionKey,t[b]=this._onDirectionKey,t[d]=this._onDeleteKey,t[u]=this._onDeleteKey,t);E[n]&&E[n]({event:e,target:i,keyCode:n,metaKey:r,activeItems:o,hasFocusedInput:a,hasActiveDropdown:c,hasItems:l,hasCtrlDownKeyPressed:y})},r._onKeyUp=function(e){var t=e.target,i=e.keyCode,n=this.input.value,s=this._store.activeItems,r=this._canAddItem(s,n),o=J,a=Y;if(this._isTextElement)if(r.notice&&n){var c=this._getTemplate(\"notice\",r.notice);this.dropdown.element.innerHTML=c.outerHTML,this.showDropdown(!0)}else this.hideDropdown(!0);else{var l=(i===o||i===a)&&!t.value,h=!this._isTextElement&&this._isSearching,u=this._canSearch&&r.response;l&&h?(this._isSearching=!1,this._store.dispatch(be(!0))):u&&this._handleSearch(this.input.value)}this._canSearch=this.config.searchEnabled},r._onAKey=function(e){var t=e.hasItems;e.hasCtrlDownKeyPressed&&t&&(this._canSearch=!1,this.config.removeItems&&!this.input.value&&this.input.element===document.activeElement&&this.highlightAll())},r._onEnterKey=function(e){var t=e.event,i=e.target,n=e.activeItems,s=e.hasActiveDropdown,r=Z,o=i.hasAttribute(\"data-button\");if(this._isTextElement&&i.value){var a=this.input.value;this._canAddItem(n,a).response&&(this.hideDropdown(!0),this._addItem({value:a}),this._triggerChange(a),this.clearInput())}if(o&&(this._handleButtonAction(n,i),t.preventDefault()),s){var c=this.dropdown.getChild(\".\"+this.config.classNames.highlightedState);c&&(n[0]&&(n[0].keyCode=r),this._handleChoiceAction(n,c)),t.preventDefault()}else this._isSelectOneElement&&(this.showDropdown(),t.preventDefault())},r._onEscapeKey=function(e){e.hasActiveDropdown&&(this.hideDropdown(!0),this.containerOuter.focus())},r._onDirectionKey=function(e){var t,i,n,s=e.event,r=e.hasActiveDropdown,o=e.keyCode,a=e.metaKey,c=ie,l=ne,h=se;if(r||this._isSelectOneElement){this.showDropdown(),this._canSearch=!1;var u,d=o===c||o===h?1:-1,p=\"[data-choice-selectable]\";if(a||o===h||o===l)u=d>0?this.dropdown.element.querySelector(\"[data-choice-selectable]:last-of-type\"):this.dropdown.element.querySelector(p);else{var m=this.dropdown.element.querySelector(\".\"+this.config.classNames.highlightedState);u=m?function(e,t,i){if(void 0===i&&(i=1),e instanceof Element&&\"string\"==typeof t){for(var n=(i>0?\"next\":\"previous\")+\"ElementSibling\",s=e[n];s;){if(s.matches(t))return s;s=s[n]}return s}}(m,p,d):this.dropdown.element.querySelector(p)}u&&(t=u,i=this.choiceList.element,void 0===(n=d)&&(n=1),t&&(n>0?i.scrollTop+i.offsetHeight>=t.offsetTop+t.offsetHeight:t.offsetTop>=i.scrollTop)||this.choiceList.scrollToChildElement(u,d),this._highlightChoice(u)),s.preventDefault()}},r._onDeleteKey=function(e){var t=e.event,i=e.target,n=e.hasFocusedInput,s=e.activeItems;!n||i.value||this._isSelectOneElement||(this._handleBackspace(s),t.preventDefault())},r._onTouchMove=function(){this._wasTap&&(this._wasTap=!1)},r._onTouchEnd=function(e){var t=(e||e.touches[0]).target;this._wasTap&&this.containerOuter.element.contains(t)&&((t===this.containerOuter.element||t===this.containerInner.element)&&(this._isTextElement?this.input.focus():this._isSelectMultipleElement&&this.showDropdown()),e.stopPropagation()),this._wasTap=!0},r._onMouseDown=function(e){var t=e.target;if(t instanceof HTMLElement){if(we&&this.choiceList.element.contains(t)){var i=this.choiceList.element.firstElementChild,n=\"ltr\"===this._direction?e.offsetX>=i.offsetWidth:e.offsetX<i.offsetLeft;this._isScrollingOnIe=n}if(t!==this.input.element){var s=t.closest(\"[data-button],[data-item],[data-choice]\");if(s instanceof HTMLElement){var r=e.shiftKey,o=this._store.activeItems,a=s.dataset;\"button\"in a?this._handleButtonAction(o,s):\"item\"in a?this._handleItemAction(o,s,r):\"choice\"in a&&this._handleChoiceAction(o,s)}e.preventDefault()}}},r._onMouseOver=function(e){var t=e.target;t instanceof HTMLElement&&\"choice\"in t.dataset&&this._highlightChoice(t)},r._onClick=function(e){var t=e.target;this.containerOuter.element.contains(t)?this.dropdown.isActive||this.containerOuter.isDisabled?this._isSelectOneElement&&t!==this.input.element&&!this.dropdown.element.contains(t)&&this.hideDropdown():this._isTextElement?document.activeElement!==this.input.element&&this.input.focus():(this.showDropdown(),this.containerOuter.focus()):(this._store.highlightedActiveItems.length>0&&this.unhighlightAll(),this.containerOuter.removeFocusState(),this.hideDropdown(!0))},r._onFocus=function(e){var t,i=this,n=e.target;this.containerOuter.element.contains(n)&&((t={}).text=function(){n===i.input.element&&i.containerOuter.addFocusState()},t[\"select-one\"]=function(){i.containerOuter.addFocusState(),n===i.input.element&&i.showDropdown(!0)},t[\"select-multiple\"]=function(){n===i.input.element&&(i.showDropdown(!0),i.containerOuter.addFocusState())},t)[this.passedElement.element.type]()},r._onBlur=function(e){var t=this,i=e.target;if(this.containerOuter.element.contains(i)&&!this._isScrollingOnIe){var n,s=this._store.activeItems.some((function(e){return e.highlighted}));((n={}).text=function(){i===t.input.element&&(t.containerOuter.removeFocusState(),s&&t.unhighlightAll(),t.hideDropdown(!0))},n[\"select-one\"]=function(){t.containerOuter.removeFocusState(),(i===t.input.element||i===t.containerOuter.element&&!t._canSearch)&&t.hideDropdown(!0)},n[\"select-multiple\"]=function(){i===t.input.element&&(t.containerOuter.removeFocusState(),t.hideDropdown(!0),s&&t.unhighlightAll())},n)[this.passedElement.element.type]()}else this._isScrollingOnIe=!1,this.input.element.focus()},r._onFormReset=function(){this._store.dispatch({type:\"RESET_TO\",state:this._initialState})},r._highlightChoice=function(e){var t=this;void 0===e&&(e=null);var i=Array.from(this.dropdown.element.querySelectorAll(\"[data-choice-selectable]\"));if(i.length){var n=e;Array.from(this.dropdown.element.querySelectorAll(\".\"+this.config.classNames.highlightedState)).forEach((function(e){e.classList.remove(t.config.classNames.highlightedState),e.setAttribute(\"aria-selected\",\"false\")})),n?this._highlightPosition=i.indexOf(n):(n=i.length>this._highlightPosition?i[this._highlightPosition]:i[i.length-1])||(n=i[0]),n.classList.add(this.config.classNames.highlightedState),n.setAttribute(\"aria-selected\",\"true\"),this.passedElement.triggerEvent(B,{el:n}),this.dropdown.isActive&&(this.input.setActiveDescendant(n.id),this.containerOuter.setActiveDescendant(n.id))}},r._addItem=function(e){var t=e.value,i=e.label,n=void 0===i?null:i,s=e.choiceId,r=void 0===s?-1:s,o=e.groupId,a=void 0===o?-1:o,c=e.customProperties,l=void 0===c?null:c,h=e.placeholder,u=void 0!==h&&h,d=e.keyCode,p=void 0===d?null:d,m=\"string\"==typeof t?t.trim():t,f=p,v=l,g=this._store.items,_=n||m,b=r||-1,y=a>=0?this._store.getGroupById(a):null,E=g?g.length+1:1;return this.config.prependValue&&(m=this.config.prependValue+m.toString()),this.config.appendValue&&(m+=this.config.appendValue.toString()),this._store.dispatch(function(e){var t=e.value,i=e.label,n=e.id,s=e.choiceId,r=e.groupId,o=e.customProperties,a=e.placeholder,c=e.keyCode;return{type:W,value:t,label:i,id:n,choiceId:s,groupId:r,customProperties:o,placeholder:a,keyCode:c}}({value:m,label:_,id:E,choiceId:b,groupId:a,customProperties:l,placeholder:u,keyCode:f})),this._isSelectOneElement&&this.removeActiveItems(E),this.passedElement.triggerEvent(K,{id:E,value:m,label:_,customProperties:v,groupValue:y&&y.value?y.value:void 0,keyCode:f}),this},r._removeItem=function(e){if(!e||!E(\"Object\",e))return this;var t=e.id,i=e.value,n=e.label,s=e.choiceId,r=e.groupId,o=r>=0?this._store.getGroupById(r):null;return this._store.dispatch(function(e,t){return{type:X,id:e,choiceId:t}}(t,s)),o&&o.value?this.passedElement.triggerEvent(R,{id:t,value:i,label:n,groupValue:o.value}):this.passedElement.triggerEvent(R,{id:t,value:i,label:n}),this},r._addChoice=function(e){var t=e.value,i=e.label,n=void 0===i?null:i,s=e.isSelected,r=void 0!==s&&s,o=e.isDisabled,a=void 0!==o&&o,c=e.groupId,l=void 0===c?-1:c,h=e.customProperties,u=void 0===h?null:h,d=e.placeholder,p=void 0!==d&&d,m=e.keyCode,f=void 0===m?null:m;if(null!=t){var v=this._store.choices,g=n||t,_=v?v.length+1:1,b=this._baseId+\"-\"+this._idNames.itemChoice+\"-\"+_;this._store.dispatch(function(e){var t=e.value,i=e.label,n=e.id,s=e.groupId,r=e.disabled,o=e.elementId,a=e.customProperties,c=e.placeholder,l=e.keyCode;return{type:V,value:t,label:i,id:n,groupId:s,disabled:r,elementId:o,customProperties:a,placeholder:c,keyCode:l}}({id:_,groupId:l,elementId:b,value:t,label:g,disabled:a,customProperties:u,placeholder:p,keyCode:f})),r&&this._addItem({value:t,label:g,choiceId:_,customProperties:u,placeholder:p,keyCode:f})}},r._addGroup=function(e){var t=this,i=e.group,n=e.id,s=e.valueKey,r=void 0===s?\"value\":s,o=e.labelKey,a=void 0===o?\"label\":o,c=E(\"Object\",i)?i.choices:Array.from(i.getElementsByTagName(\"OPTION\")),l=n||Math.floor((new Date).valueOf()*Math.random()),h=!!i.disabled&&i.disabled;c?(this._store.dispatch(Ee({value:i.label,id:l,active:!0,disabled:h})),c.forEach((function(e){var i=e.disabled||e.parentNode&&e.parentNode.disabled;t._addChoice({value:e[r],label:E(\"Object\",e)?e[a]:e.innerHTML,isSelected:e.selected,isDisabled:i,groupId:l,customProperties:e.customProperties,placeholder:e.placeholder})}))):this._store.dispatch(Ee({value:i.label,id:i.id,active:!1,disabled:i.disabled}))},r._getTemplate=function(e){var t;if(!e)return null;for(var i=this.config.classNames,n=arguments.length,s=new Array(n>1?n-1:0),r=1;r<n;r++)s[r-1]=arguments[r];return(t=this._templates[e]).call.apply(t,[this,i].concat(s))},r._createTemplates=function(){var e=this.config.callbackOnCreateTemplates,t={};e&&\"function\"==typeof e&&(t=e.call(this,S)),this._templates=o()(_e,t)},r._createElements=function(){this.containerOuter=new ce({element:this._getTemplate(\"containerOuter\",this._direction,this._isSelectElement,this._isSelectOneElement,this.config.searchEnabled,this.passedElement.element.type),classNames:this.config.classNames,type:this.passedElement.element.type,position:this.config.position}),this.containerInner=new ce({element:this._getTemplate(\"containerInner\"),classNames:this.config.classNames,type:this.passedElement.element.type,position:this.config.position}),this.input=new he({element:this._getTemplate(\"input\",this._placeholderValue),classNames:this.config.classNames,type:this.passedElement.element.type,preventPaste:!this.config.paste}),this.choiceList=new ue({element:this._getTemplate(\"choiceList\",this._isSelectOneElement)}),this.itemList=new ue({element:this._getTemplate(\"itemList\",this._isSelectOneElement)}),this.dropdown=new k({element:this._getTemplate(\"dropdown\"),classNames:this.config.classNames,type:this.passedElement.element.type})},r._createStructure=function(){this.passedElement.conceal(),this.containerInner.wrap(this.passedElement.element),this.containerOuter.wrap(this.containerInner.element),this._isSelectOneElement?this.input.placeholder=this.config.searchPlaceholderValue||\"\":this._placeholderValue&&(this.input.placeholder=this._placeholderValue,this.input.setWidth()),this.containerOuter.element.appendChild(this.containerInner.element),this.containerOuter.element.appendChild(this.dropdown.element),this.containerInner.element.appendChild(this.itemList.element),this._isTextElement||this.dropdown.element.appendChild(this.choiceList.element),this._isSelectOneElement?this.config.searchEnabled&&this.dropdown.element.insertBefore(this.input.element,this.dropdown.element.firstChild):this.containerInner.element.appendChild(this.input.element),this._isSelectElement&&(this._highlightPosition=0,this._isSearching=!1,this._startLoading(),this._presetGroups.length?this._addPredefinedGroups(this._presetGroups):this._addPredefinedChoices(this._presetChoices),this._stopLoading()),this._isTextElement&&this._addPredefinedItems(this._presetItems)},r._addPredefinedGroups=function(e){var t=this,i=this.passedElement.placeholderOption;i&&\"SELECT\"===i.parentNode.tagName&&this._addChoice({value:i.value,label:i.innerHTML,isSelected:i.selected,isDisabled:i.disabled,placeholder:!0}),e.forEach((function(e){return t._addGroup({group:e,id:e.id||null})}))},r._addPredefinedChoices=function(e){var t=this;this.config.shouldSort&&e.sort(this.config.sorter);var i=e.some((function(e){return e.selected})),n=e.findIndex((function(e){return void 0===e.disabled||!e.disabled}));e.forEach((function(e,s){var r=e.value,o=e.label,a=e.customProperties,c=e.placeholder;if(t._isSelectElement)if(e.choices)t._addGroup({group:e,id:e.id||null});else{var l=!(!t._isSelectOneElement||i||s!==n)||e.selected,h=e.disabled;t._addChoice({value:r,label:o,isSelected:l,isDisabled:h,customProperties:a,placeholder:c})}else t._addChoice({value:r,label:o,isSelected:e.selected,isDisabled:e.disabled,customProperties:a,placeholder:c})}))},r._addPredefinedItems=function(e){var t=this;e.forEach((function(e){\"object\"==typeof e&&e.value&&t._addItem({value:e.value,label:e.label,choiceId:e.id,customProperties:e.customProperties,placeholder:e.placeholder}),\"string\"==typeof e&&t._addItem({value:e})}))},r._setChoiceOrItem=function(e){var t=this;({object:function(){e.value&&(t._isTextElement?t._addItem({value:e.value,label:e.label,choiceId:e.id,customProperties:e.customProperties,placeholder:e.placeholder}):t._addChoice({value:e.value,label:e.label,isSelected:!0,isDisabled:!1,customProperties:e.customProperties,placeholder:e.placeholder}))},string:function(){t._isTextElement?t._addItem({value:e}):t._addChoice({value:e,label:e,isSelected:!0,isDisabled:!1})}})[y(e).toLowerCase()]()},r._findAndSelectChoiceByValue=function(e){var t=this,i=this._store.choices.find((function(i){return t.config.valueComparer(i.value,e)}));i&&!i.selected&&this._addItem({value:i.value,label:i.label,choiceId:i.id,groupId:i.groupId,customProperties:i.customProperties,placeholder:i.placeholder,keyCode:i.keyCode})},r._generatePlaceholderValue=function(){if(this._isSelectElement){var e=this.passedElement.placeholderOption;return!!e&&e.text}var t=this.config,i=t.placeholder,n=t.placeholderValue,s=this.passedElement.element.dataset;if(i){if(n)return n;if(s.placeholder)return s.placeholder}return!1},n}();t.default=Ce}]).default},\"object\"==typeof i&&\"object\"==typeof t?t.exports=o():\"function\"==typeof define&&define.amd?define([],o):\"object\"==typeof i?i.Choices=o():r.Choices=o()},\n",
       "      477: function _(o,e,i,t,r){t(),i.root=\"bk-root\",i.default=\".bk-root{}.bk-root .choices{position:relative;margin-bottom:24px;font-size:16px;}.bk-root .choices:focus{outline:none;}.bk-root .choices:last-child{margin-bottom:0;}.bk-root .choices.is-disabled .choices__inner,.bk-root .choices.is-disabled .choices__input{background-color:#eaeaea;cursor:not-allowed;-webkit-user-select:none;-ms-user-select:none;user-select:none;}.bk-root .choices.is-disabled .choices__item{cursor:not-allowed;}.bk-root .choices [hidden]{display:none !important;}.bk-root .choices[data-type*='select-one']{cursor:pointer;}.bk-root .choices[data-type*='select-one'] .choices__inner{padding-bottom:7.5px;}.bk-root .choices[data-type*='select-one'] .choices__input{display:block;width:100%;padding:10px;border-bottom:1px solid #dddddd;background-color:#ffffff;margin:0;}.bk-root .choices[data-type*='select-one'] .choices__button{background-image:url(data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMjEiIGhlaWdodD0iMjEiIHZpZXdCb3g9IjAgMCAyMSAyMSIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj48ZyBmaWxsPSIjMDAwIiBmaWxsLXJ1bGU9ImV2ZW5vZGQiPjxwYXRoIGQ9Ik0yLjU5Mi4wNDRsMTguMzY0IDE4LjM2NC0yLjU0OCAyLjU0OEwuMDQ0IDIuNTkyeiIvPjxwYXRoIGQ9Ik0wIDE4LjM2NEwxOC4zNjQgMGwyLjU0OCAyLjU0OEwyLjU0OCAyMC45MTJ6Ii8+PC9nPjwvc3ZnPg==);padding:0;background-size:8px;position:absolute;top:50%;right:0;margin-top:-10px;margin-right:25px;height:20px;width:20px;border-radius:10em;opacity:0.5;}.bk-root .choices[data-type*='select-one'] .choices__button:hover,.bk-root .choices[data-type*='select-one'] .choices__button:focus{opacity:1;}.bk-root .choices[data-type*='select-one'] .choices__button:focus{box-shadow:0px 0px 0px 2px #00bcd4;}.bk-root .choices[data-type*='select-one'] .choices__item[data-value=''] .choices__button{display:none;}.bk-root .choices[data-type*='select-one']:after{content:'';height:0;width:0;border-style:solid;border-color:#333333 transparent transparent transparent;border-width:5px;position:absolute;right:11.5px;top:50%;margin-top:-2.5px;pointer-events:none;}.bk-root .choices[data-type*='select-one'].is-open:after{border-color:transparent transparent #333333 transparent;margin-top:-7.5px;}.bk-root .choices[data-type*='select-one'][dir='rtl']:after{left:11.5px;right:auto;}.bk-root .choices[data-type*='select-one'][dir='rtl'] .choices__button{right:auto;left:0;margin-left:25px;margin-right:0;}.bk-root .choices[data-type*='select-multiple'] .choices__inner,.bk-root .choices[data-type*='text'] .choices__inner{cursor:text;}.bk-root .choices[data-type*='select-multiple'] .choices__button,.bk-root .choices[data-type*='text'] .choices__button{position:relative;display:inline-block;margin-top:0;margin-right:-4px;margin-bottom:0;margin-left:8px;padding-left:16px;border-left:1px solid #008fa1;background-image:url(data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMjEiIGhlaWdodD0iMjEiIHZpZXdCb3g9IjAgMCAyMSAyMSIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj48ZyBmaWxsPSIjRkZGIiBmaWxsLXJ1bGU9ImV2ZW5vZGQiPjxwYXRoIGQ9Ik0yLjU5Mi4wNDRsMTguMzY0IDE4LjM2NC0yLjU0OCAyLjU0OEwuMDQ0IDIuNTkyeiIvPjxwYXRoIGQ9Ik0wIDE4LjM2NEwxOC4zNjQgMGwyLjU0OCAyLjU0OEwyLjU0OCAyMC45MTJ6Ii8+PC9nPjwvc3ZnPg==);background-size:8px;width:8px;line-height:1;opacity:0.75;border-radius:0;}.bk-root .choices[data-type*='select-multiple'] .choices__button:hover,.bk-root .choices[data-type*='select-multiple'] .choices__button:focus,.bk-root .choices[data-type*='text'] .choices__button:hover,.bk-root .choices[data-type*='text'] .choices__button:focus{opacity:1;}.bk-root .choices__inner{display:inline-block;vertical-align:top;width:100%;background-color:#f9f9f9;padding:7.5px 7.5px 3.75px;border:1px solid #dddddd;border-radius:2.5px;font-size:14px;min-height:44px;overflow:hidden;}.bk-root .is-focused .choices__inner,.bk-root .is-open .choices__inner{border-color:#b7b7b7;}.bk-root .is-open .choices__inner{border-radius:2.5px 2.5px 0 0;}.bk-root .is-flipped.is-open .choices__inner{border-radius:0 0 2.5px 2.5px;}.bk-root .choices__list{margin:0;padding-left:0;list-style:none;}.bk-root .choices__list--single{display:inline-block;padding:4px 16px 4px 4px;width:100%;}.bk-root [dir='rtl'] .choices__list--single{padding-right:4px;padding-left:16px;}.bk-root .choices__list--single .choices__item{width:100%;}.bk-root .choices__list--multiple{display:inline;}.bk-root .choices__list--multiple .choices__item{display:inline-block;vertical-align:middle;border-radius:20px;padding:4px 10px;font-size:12px;font-weight:500;margin-right:3.75px;margin-bottom:3.75px;background-color:#00bcd4;border:1px solid #00a5bb;color:#ffffff;word-break:break-all;box-sizing:border-box;}.bk-root .choices__list--multiple .choices__item[data-deletable]{padding-right:5px;}.bk-root [dir='rtl'] .choices__list--multiple .choices__item{margin-right:0;margin-left:3.75px;}.bk-root .choices__list--multiple .choices__item.is-highlighted{background-color:#00a5bb;border:1px solid #008fa1;}.bk-root .is-disabled .choices__list--multiple .choices__item{background-color:#aaaaaa;border:1px solid #919191;}.bk-root .choices__list--dropdown{visibility:hidden;z-index:1;position:absolute;width:100%;background-color:#ffffff;border:1px solid #dddddd;top:100%;margin-top:-1px;border-bottom-left-radius:2.5px;border-bottom-right-radius:2.5px;overflow:hidden;word-break:break-all;will-change:visibility;}.bk-root .choices__list--dropdown.is-active{visibility:visible;}.bk-root .is-open .choices__list--dropdown{border-color:#b7b7b7;}.bk-root .is-flipped .choices__list--dropdown{top:auto;bottom:100%;margin-top:0;margin-bottom:-1px;border-radius:0.25rem 0.25rem 0 0;}.bk-root .choices__list--dropdown .choices__list{position:relative;max-height:300px;overflow:auto;-webkit-overflow-scrolling:touch;will-change:scroll-position;}.bk-root .choices__list--dropdown .choices__item{position:relative;padding:10px;font-size:14px;}.bk-root [dir='rtl'] .choices__list--dropdown .choices__item{text-align:right;}@media (min-width: 640px){.bk-root .choices__list--dropdown .choices__item--selectable{padding-right:100px;}.bk-root .choices__list--dropdown .choices__item--selectable:after{content:attr(data-select-text);font-size:12px;opacity:0;position:absolute;right:10px;top:50%;transform:translateY(-50%);}.bk-root [dir='rtl'] .choices__list--dropdown .choices__item--selectable{text-align:right;padding-left:100px;padding-right:10px;}.bk-root [dir='rtl'] .choices__list--dropdown .choices__item--selectable:after{right:auto;left:10px;}}.bk-root .choices__list--dropdown .choices__item--selectable.is-highlighted{background-color:#f2f2f2;}.bk-root .choices__list--dropdown .choices__item--selectable.is-highlighted:after{opacity:0.5;}.bk-root .choices__item{cursor:default;}.bk-root .choices__item--selectable{cursor:pointer;}.bk-root .choices__item--disabled{cursor:not-allowed;-webkit-user-select:none;-ms-user-select:none;user-select:none;opacity:0.5;}.bk-root .choices__heading{font-weight:600;font-size:12px;padding:10px;border-bottom:1px solid #f7f7f7;color:gray;}.bk-root .choices__button{text-indent:-9999px;-webkit-appearance:none;-moz-appearance:none;appearance:none;border:0;background-color:transparent;background-repeat:no-repeat;background-position:center;cursor:pointer;}.bk-root .choices__button:focus{outline:none;}.bk-root .choices__input{display:inline-block;vertical-align:baseline;background-color:#f9f9f9;font-size:14px;margin-bottom:5px;border:0;border-radius:0;max-width:100%;padding:4px 0 4px 2px;}.bk-root .choices__input:focus{outline:0;}.bk-root [dir='rtl'] .choices__input{padding-right:2px;padding-left:0;}.bk-root .choices__placeholder{opacity:0.5;}.bk-root .choices{width:100%;}.bk-root .choices{box-sizing:border-box;}.bk-root .choices *,.bk-root .choices *:before,.bk-root .choices *:after{box-sizing:inherit;}.bk-root .choices__inner .choices__item.light{background-color:rgba(0, 126, 255, 0.08);border-radius:5px;border:1px solid rgba(0, 126, 255, 0.24);color:#007eff;}.bk-root .choices__inner .choices__item.solid{background-color:#1f77b4;border:none;border-radius:5px;color:white;}.bk-root .choices__inner .choices__item.solid .is-highlighted{background-color:#1f77b4;border:none;}.bk-root .choices__input{background-color:transparent;}.bk-root .choices__inner{background:transparent;border:1px solid darkgray;border-radius:5px;min-height:unset;}.bk-root .choices__list{white-space:initial;}.bk-root .choices__list--dropdown{z-index:100;}.bk-root .choices[data-type*=select-multiple] .choices__button.light{background-image:url(data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMjEiIGhlaWdodD0iMjEiIHZpZXdCb3g9IjAgMCAyMSAyMSIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj48ZyBmaWxsPSIjMDA3ZWZmIiBmaWxsLXJ1bGU9ImV2ZW5vZGQiPjxwYXRoIGQ9Ik0yLjU5Mi4wNDRsMTguMzY0IDE4LjM2NC0yLjU0OCAyLjU0OEwuMDQ0IDIuNTkyeiIvPjxwYXRoIGQ9Ik0wIDE4LjM2NEwxOC4zNjQgMGwyLjU0OCAyLjU0OEwyLjU0OCAyMC45MTJ6Ii8+PC9nPjwvc3ZnPg==);}.bk-root .choices[data-type*=select-multiple] .choices__button.solid{background-image:url(data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMjEiIGhlaWdodD0iMjEiIHZpZXdCb3g9IjAgMCAyMSAyMSIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj48ZyBmaWxsPSIjZmZmZmZmIiBmaWxsLXJ1bGU9ImV2ZW5vZGQiPjxwYXRoIGQ9Ik0yLjU5Mi4wNDRsMTguMzY0IDE4LjM2NC0yLjU0OCAyLjU0OEwuMDQ0IDIuNTkyeiIvPjxwYXRoIGQ9Ik0wIDE4LjM2NEwxOC4zNjQgMGwyLjU0OCAyLjU0OEwyLjU0OCAyMC45MTJ6Ii8+PC9nPjwvc3ZnPg==);border-left:1px solid white;opacity:1;}\"},\n",
       "      478: function _(e,t,l,i,n){i();const s=e(1);var u;const h=(0,s.__importStar)(e(153)),o=e(448),a=e(131),r=e(43),d=e(8),p=e(11),_=(0,s.__importStar)(e(449)),m=/^[-+]?\\d*$/,c=/^[-+]?\\d*\\.?\\d*(?:(?:\\d|\\d.)[eE][-+]?)*\\d*$/;class v extends o.InputWidgetView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.name.change,(()=>{var e;return this.input_el.name=null!==(e=this.model.name)&&void 0!==e?e:\"\"})),this.connect(this.model.properties.value.change,(()=>{this.input_el.value=this.format_value,this.old_value=this.input_el.value})),this.connect(this.model.properties.low.change,(()=>{const{value:e,low:t,high:l}=this.model;null!=t&&null!=l&&(0,p.assert)(t<=l,\"Invalid bounds, low must be inferior to high\"),null!=e&&null!=t&&e<t&&(this.model.value=t)})),this.connect(this.model.properties.high.change,(()=>{const{value:e,low:t,high:l}=this.model;null!=t&&null!=l&&(0,p.assert)(l>=t,\"Invalid bounds, high must be superior to low\"),null!=e&&null!=l&&e>l&&(this.model.value=l)})),this.connect(this.model.properties.high.change,(()=>this.input_el.placeholder=this.model.placeholder)),this.connect(this.model.properties.disabled.change,(()=>this.input_el.disabled=this.model.disabled)),this.connect(this.model.properties.placeholder.change,(()=>this.input_el.placeholder=this.model.placeholder))}get format_value(){return null!=this.model.value?this.model.pretty(this.model.value):\"\"}_set_input_filter(e){this.input_el.addEventListener(\"input\",(()=>{const{selectionStart:t,selectionEnd:l}=this.input_el;if(e(this.input_el.value))this.old_value=this.input_el.value;else{const e=this.old_value.length-this.input_el.value.length;this.input_el.value=this.old_value,t&&l&&this.input_el.setSelectionRange(t-1,l+e)}}))}render(){super.render(),this.input_el=(0,r.input)({type:\"text\",class:_.input,name:this.model.name,value:this.format_value,disabled:this.model.disabled,placeholder:this.model.placeholder}),this.old_value=this.format_value,this.set_input_filter(),this.input_el.addEventListener(\"change\",(()=>this.change_input())),this.input_el.addEventListener(\"focusout\",(()=>this.input_el.value=this.format_value)),this.group_el.appendChild(this.input_el)}set_input_filter(){\"int\"==this.model.mode?this._set_input_filter((e=>m.test(e))):\"float\"==this.model.mode&&this._set_input_filter((e=>c.test(e)))}bound_value(e){let t=e;const{low:l,high:i}=this.model;return t=null!=l?Math.max(l,t):t,t=null!=i?Math.min(i,t):t,t}get value(){let e=\"\"!=this.input_el.value?Number(this.input_el.value):null;return null!=e&&(e=this.bound_value(e)),e}change_input(){null==this.value?this.model.value=null:Number.isNaN(this.value)||(this.model.value=this.value)}}l.NumericInputView=v,v.__name__=\"NumericInputView\";class g extends o.InputWidget{constructor(e){super(e)}_formatter(e,t){return(0,d.isString)(t)?h.format(e,t):t.doFormat([e],{loc:0})[0]}pretty(e){return null!=this.format?this._formatter(e,this.format):`${e}`}}l.NumericInput=g,u=g,g.__name__=\"NumericInput\",u.prototype.default_view=v,u.define((({Number:e,String:t,Enum:l,Ref:i,Or:n,Nullable:s})=>({value:[s(e),null],placeholder:[t,\"\"],mode:[l(\"int\",\"float\"),\"int\"],format:[s(n(t,i(a.TickFormatter))),null],low:[s(e),null],high:[s(e),null]})))},\n",
       "      479: function _(e,t,r,s,n){var a;s();const o=e(468),_=e(43);class p extends o.MarkupView{render(){super.render();const e=(0,_.pre)({style:{overflow:\"auto\"}},this.model.text);this.markup_el.appendChild(e)}}r.PreTextView=p,p.__name__=\"PreTextView\";class u extends o.Markup{constructor(e){super(e)}}r.PreText=u,a=u,u.__name__=\"PreText\",a.prototype.default_view=p},\n",
       "      480: function _(t,o,e,a,i){a();const n=t(1);var u;const s=t(452),c=t(43),_=(0,n.__importStar)(t(318));class r extends s.ButtonGroupView{change_active(t){this.model.active!==t&&(this.model.active=t)}_update_active(){const{active:t}=this.model;this._buttons.forEach(((o,e)=>{(0,c.classes)(o).toggle(_.active,t===e)}))}}e.RadioButtonGroupView=r,r.__name__=\"RadioButtonGroupView\";class l extends s.ButtonGroup{constructor(t){super(t)}}e.RadioButtonGroup=l,u=l,l.__name__=\"RadioButtonGroup\",u.prototype.default_view=r,u.define((({Int:t,Nullable:o})=>({active:[o(t),null]})))},\n",
       "      481: function _(e,n,i,t,a){t();const s=e(1);var l;const o=e(43),d=e(34),p=e(455),r=(0,s.__importStar)(e(449));class u extends p.InputGroupView{render(){super.render();const e=(0,o.div)({class:[r.input_group,this.model.inline?r.inline:null]});this.el.appendChild(e);const n=(0,d.uniqueId)(),{active:i,labels:t}=this.model;this._inputs=[];for(let a=0;a<t.length;a++){const s=(0,o.input)({type:\"radio\",name:n,value:`${a}`});s.addEventListener(\"change\",(()=>this.change_active(a))),this._inputs.push(s),this.model.disabled&&(s.disabled=!0),a==i&&(s.checked=!0);const l=(0,o.label)(s,(0,o.span)(t[a]));e.appendChild(l)}}change_active(e){this.model.active=e}}i.RadioGroupView=u,u.__name__=\"RadioGroupView\";class c extends p.InputGroup{constructor(e){super(e)}}i.RadioGroup=c,l=c,c.__name__=\"RadioGroup\",l.prototype.default_view=u,l.define((({Boolean:e,Int:n,String:i,Array:t,Nullable:a})=>({active:[a(n),null],labels:[t(i),[]],inline:[e,!1]})))},\n",
       "      482: function _(e,r,t,a,i){a();var n;const o=(0,e(1).__importStar)(e(153)),s=e(461),_=e(8);class d extends s.AbstractRangeSliderView{}t.RangeSliderView=d,d.__name__=\"RangeSliderView\";class c extends s.AbstractSlider{constructor(e){super(e),this.behaviour=\"drag\",this.connected=[!1,!0,!1]}_formatter(e,r){return(0,_.isString)(r)?o.format(e,r):r.compute(e)}}t.RangeSlider=c,n=c,c.__name__=\"RangeSlider\",n.prototype.default_view=d,n.override({format:\"0[.]00\"})},\n",
       "      483: function _(e,t,n,s,i){s();const l=e(1);var u;const a=e(43),o=e(8),p=e(13),_=e(448),r=(0,l.__importStar)(e(449));class c extends _.InputWidgetView{constructor(){super(...arguments),this._known_values=new Set}connect_signals(){super.connect_signals();const{value:e,options:t}=this.model.properties;this.on_change(e,(()=>{this._update_value()})),this.on_change(t,(()=>{(0,a.empty)(this.input_el),(0,a.append)(this.input_el,...this.options_el()),this._update_value()}))}options_el(){const{_known_values:e}=this;function t(t){return t.map((t=>{let n,s;return(0,o.isString)(t)?n=s=t:[n,s]=t,e.add(n),(0,a.option)({value:n},s)}))}e.clear();const{options:n}=this.model;return(0,o.isArray)(n)?t(n):(0,p.entries)(n).map((([e,n])=>(0,a.optgroup)({label:e},t(n))))}render(){super.render(),this.input_el=(0,a.select)({class:r.input,name:this.model.name,disabled:this.model.disabled},this.options_el()),this._update_value(),this.input_el.addEventListener(\"change\",(()=>this.change_input())),this.group_el.appendChild(this.input_el)}change_input(){const e=this.input_el.value;this.model.value=e,super.change_input()}_update_value(){const{value:e}=this.model;this._known_values.has(e)?this.input_el.value=e:this.input_el.removeAttribute(\"value\")}}n.SelectView=c,c.__name__=\"SelectView\";class h extends _.InputWidget{constructor(e){super(e)}}n.Select=h,u=h,h.__name__=\"Select\",u.prototype.default_view=c,u.define((({String:e,Array:t,Tuple:n,Dict:s,Or:i})=>{const l=t(i(e,n(e,e)));return{value:[e,\"\"],options:[i(l,s(l)),[]]}}))},\n",
       "      484: function _(e,t,r,i,a){i();var o;const s=(0,e(1).__importStar)(e(153)),_=e(461),n=e(8);class c extends _.AbstractSliderView{}r.SliderView=c,c.__name__=\"SliderView\";class d extends _.AbstractSlider{constructor(e){super(e),this.behaviour=\"tap\",this.connected=[!0,!1]}_formatter(e,t){return(0,n.isString)(t)?s.format(e,t):t.compute(e)}}r.Slider=d,o=d,d.__name__=\"Slider\",o.prototype.default_view=c,o.override({format:\"0[.]00\"})},\n",
       "      485: function _(e,t,i,n,s){var l;n();const o=e(478),r=e(43),{min:a,max:h,floor:_,abs:u}=Math;function d(e){return _(e)!==e?e.toFixed(16).replace(/0+$/,\"\").split(\".\")[1].length:0}class p extends o.NumericInputView{*buttons(){yield this.btn_up_el,yield this.btn_down_el}initialize(){super.initialize(),this._handles={interval:void 0,timeout:void 0},this._interval=200}connect_signals(){super.connect_signals();const e=this.model.properties;this.on_change(e.disabled,(()=>{for(const e of this.buttons())(0,r.toggle_attribute)(e,\"disabled\",this.model.disabled)}))}render(){super.render(),this.wrapper_el=(0,r.div)({class:\"bk-spin-wrapper\"}),this.group_el.replaceChild(this.wrapper_el,this.input_el),this.btn_up_el=(0,r.button)({class:\"bk-spin-btn bk-spin-btn-up\"}),this.btn_down_el=(0,r.button)({class:\"bk-spin-btn bk-spin-btn-down\"}),this.wrapper_el.appendChild(this.input_el),this.wrapper_el.appendChild(this.btn_up_el),this.wrapper_el.appendChild(this.btn_down_el);for(const e of this.buttons())(0,r.toggle_attribute)(e,\"disabled\",this.model.disabled),e.addEventListener(\"mousedown\",(e=>this._btn_mouse_down(e))),e.addEventListener(\"mouseup\",(()=>this._btn_mouse_up())),e.addEventListener(\"mouseleave\",(()=>this._btn_mouse_leave()));this.input_el.addEventListener(\"keydown\",(e=>this._input_key_down(e))),this.input_el.addEventListener(\"keyup\",(()=>this.model.value_throttled=this.model.value)),this.input_el.addEventListener(\"wheel\",(e=>this._input_mouse_wheel(e))),this.input_el.addEventListener(\"wheel\",function(e,t,i=!1){let n;return function(...s){const l=this,o=i&&void 0===n;void 0!==n&&clearTimeout(n),n=setTimeout((function(){n=void 0,i||e.apply(l,s)}),t),o&&e.apply(l,s)}}((()=>{this.model.value_throttled=this.model.value}),this.model.wheel_wait,!1))}get precision(){const{low:e,high:t,step:i}=this.model,n=d;return h(n(u(null!=e?e:0)),n(u(null!=t?t:0)),n(u(i)))}remove(){this._stop_incrementation(),super.remove()}_start_incrementation(e){clearInterval(this._handles.interval),this._counter=0;const{step:t}=this.model,i=e=>{if(this._counter+=1,this._counter%5==0){const t=Math.floor(this._counter/5);t<10?(clearInterval(this._handles.interval),this._handles.interval=setInterval((()=>i(e)),this._interval/(t+1))):t>=10&&t<=13&&(clearInterval(this._handles.interval),this._handles.interval=setInterval((()=>i(2*e)),this._interval/10))}this.increment(e)};this._handles.interval=setInterval((()=>i(e*t)),this._interval)}_stop_incrementation(){clearTimeout(this._handles.timeout),this._handles.timeout=void 0,clearInterval(this._handles.interval),this._handles.interval=void 0,this.model.value_throttled=this.model.value}_btn_mouse_down(e){e.preventDefault();const t=e.currentTarget===this.btn_up_el?1:-1;this.increment(t*this.model.step),this.input_el.focus(),this._handles.timeout=setTimeout((()=>this._start_incrementation(t)),this._interval)}_btn_mouse_up(){this._stop_incrementation()}_btn_mouse_leave(){this._stop_incrementation()}_input_mouse_wheel(e){if(document.activeElement===this.input_el){e.preventDefault();const t=e.deltaY>0?-1:1;this.increment(t*this.model.step)}}_input_key_down(e){switch(e.keyCode){case r.Keys.Up:return e.preventDefault(),this.increment(this.model.step);case r.Keys.Down:return e.preventDefault(),this.increment(-this.model.step);case r.Keys.PageUp:return e.preventDefault(),this.increment(this.model.page_step_multiplier*this.model.step);case r.Keys.PageDown:return e.preventDefault(),this.increment(-this.model.page_step_multiplier*this.model.step)}}adjust_to_precision(e){return this.bound_value(Number(e.toFixed(this.precision)))}increment(e){const{low:t,high:i}=this.model;null==this.model.value?e>0?this.model.value=null!=t?t:null!=i?a(0,i):0:e<0&&(this.model.value=null!=i?i:null!=t?h(t,0):0):this.model.value=this.adjust_to_precision(this.model.value+e)}change_input(){super.change_input(),this.model.value_throttled=this.model.value}}i.SpinnerView=p,p.__name__=\"SpinnerView\";class m extends o.NumericInput{constructor(e){super(e)}}i.Spinner=m,l=m,m.__name__=\"Spinner\",l.prototype.default_view=p,l.define((({Number:e,Nullable:t})=>({value_throttled:[t(e),null],step:[e,1],page_step_multiplier:[e,10],wheel_wait:[e,100]}))),l.override({mode:\"float\"})},\n",
       "      486: function _(e,t,s,n,i){n();const o=e(1);var r;const c=e(447),l=e(43),p=(0,o.__importStar)(e(449));class _ extends c.TextLikeInputView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.rows.change,(()=>this.input_el.rows=this.model.rows)),this.connect(this.model.properties.cols.change,(()=>this.input_el.cols=this.model.cols))}_render_input(){this.input_el=(0,l.textarea)({class:p.input})}render(){super.render(),this.input_el.cols=this.model.cols,this.input_el.rows=this.model.rows}}s.TextAreaInputView=_,_.__name__=\"TextAreaInputView\";class a extends c.TextLikeInput{constructor(e){super(e)}}s.TextAreaInput=a,r=a,a.__name__=\"TextAreaInput\",r.prototype.default_view=_,r.define((({Int:e})=>({cols:[e,20],rows:[e,2]}))),r.override({max_length:500})},\n",
       "      487: function _(e,t,s,c,i){c();const o=e(1);var a;const n=e(441),l=e(43),_=(0,o.__importStar)(e(318));class r extends n.AbstractButtonView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.active.change,(()=>this._update_active()))}render(){super.render(),this._update_active()}click(){this.model.active=!this.model.active,super.click()}_update_active(){(0,l.classes)(this.button_el).toggle(_.active,this.model.active)}}s.ToggleView=r,r.__name__=\"ToggleView\";class g extends n.AbstractButton{constructor(e){super(e)}}s.Toggle=g,a=g,g.__name__=\"Toggle\",a.prototype.default_view=r,a.define((({Boolean:e})=>({active:[e,!1]}))),a.override({label:\"Toggle\"})},\n",
       "      }, 439, {\"models/widgets/main\":439,\"models/widgets/index\":440,\"models/widgets/abstract_button\":441,\"models/widgets/control\":442,\"models/widgets/widget\":512,\"models/widgets/abstract_icon\":444,\"models/widgets/autocomplete_input\":445,\"models/widgets/text_input\":446,\"models/widgets/text_like_input\":447,\"models/widgets/input_widget\":448,\"styles/widgets/inputs.css\":449,\"models/widgets/button\":450,\"models/widgets/checkbox_button_group\":451,\"models/widgets/button_group\":452,\"models/widgets/oriented_control\":453,\"models/widgets/checkbox_group\":454,\"models/widgets/input_group\":455,\"models/widgets/color_picker\":456,\"models/widgets/date_picker\":457,\"styles/widgets/flatpickr.css\":459,\"models/widgets/date_range_slider\":460,\"models/widgets/abstract_slider\":461,\"styles/widgets/sliders.css\":463,\"styles/widgets/nouislider.css\":464,\"models/widgets/date_slider\":465,\"models/widgets/datetime_range_slider\":466,\"models/widgets/div\":467,\"models/widgets/markup\":468,\"styles/clearfix.css\":469,\"models/widgets/dropdown\":470,\"models/widgets/file_input\":471,\"models/widgets/multiselect\":472,\"models/widgets/paragraph\":473,\"models/widgets/password_input\":474,\"models/widgets/multichoice\":475,\"styles/widgets/choices.css\":477,\"models/widgets/numeric_input\":478,\"models/widgets/pretext\":479,\"models/widgets/radio_button_group\":480,\"models/widgets/radio_group\":481,\"models/widgets/range_slider\":482,\"models/widgets/selectbox\":483,\"models/widgets/slider\":484,\"models/widgets/spinner\":485,\"models/widgets/textarea_input\":486,\"models/widgets/toggle\":487}, {});});\n",
       "\n",
       "      /* END bokeh-widgets.min.js */\n",
       "    },\n",
       "    function(Bokeh) {\n",
       "      /* BEGIN bokeh-tables.min.js */\n",
       "      /*!\n",
       "       * Copyright (c) 2012 - 2022, 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(root, factory) {\n",
       "        factory(root[\"Bokeh\"], \"2.4.3\");\n",
       "      })(this, function(Bokeh, version) {\n",
       "        let define;\n",
       "        return (function(modules, entry, aliases, externals) {\n",
       "          const bokeh = typeof Bokeh !== \"undefined\" && (version != null ? Bokeh[version] : Bokeh);\n",
       "          if (bokeh != null) {\n",
       "            return bokeh.register_plugin(modules, entry, aliases);\n",
       "          } else {\n",
       "            throw new Error(\"Cannot find Bokeh \" + version + \". You have to load it prior to loading plugins.\");\n",
       "          }\n",
       "        })\n",
       "      ({\n",
       "      488: function _(t,e,o,r,s){r();const _=(0,t(1).__importStar)(t(489));o.Tables=_;(0,t(7).register_models)(_)},\n",
       "      489: function _(g,a,r,e,t){e();const o=g(1);(0,o.__exportStar)(g(490),r),(0,o.__exportStar)(g(493),r),t(\"DataTable\",g(496).DataTable),t(\"TableColumn\",g(514).TableColumn),t(\"TableWidget\",g(513).TableWidget);var n=g(516);t(\"AvgAggregator\",n.AvgAggregator),t(\"MinAggregator\",n.MinAggregator),t(\"MaxAggregator\",n.MaxAggregator),t(\"SumAggregator\",n.SumAggregator);var A=g(517);t(\"GroupingInfo\",A.GroupingInfo),t(\"DataCube\",A.DataCube)},\n",
       "      490: function _(e,t,i,s,a){s();const r=e(1);var l,n,u,d,o,p,_,c,h;const E=e(43),V=e(226),m=e(53),f=e(491),v=(0,r.__importStar)(e(492));class w extends V.DOMView{constructor(e){const{model:t,parent:i}=e.column;super(Object.assign({model:t,parent:i},e)),this.args=e,this.initialize(),this.render()}get emptyValue(){return null}initialize(){super.initialize(),this.inputEl=this._createInput(),this.defaultValue=null}async lazy_initialize(){throw new Error(\"unsupported\")}css_classes(){return super.css_classes().concat(v.cell_editor)}render(){super.render(),this.args.container.append(this.el),this.el.appendChild(this.inputEl),this.renderEditor(),this.disableNavigation()}renderEditor(){}disableNavigation(){this.inputEl.addEventListener(\"keydown\",(e=>{switch(e.keyCode){case E.Keys.Left:case E.Keys.Right:case E.Keys.Up:case E.Keys.Down:case E.Keys.PageUp:case E.Keys.PageDown:e.stopImmediatePropagation()}}))}destroy(){this.remove()}focus(){this.inputEl.focus()}show(){}hide(){}position(){}getValue(){return this.inputEl.value}setValue(e){this.inputEl.value=e}serializeValue(){return this.getValue()}isValueChanged(){return!(\"\"==this.getValue()&&null==this.defaultValue)&&this.getValue()!==this.defaultValue}applyValue(e,t){const i=this.args.grid.getData(),s=i.index.indexOf(e[f.DTINDEX_NAME]);i.setField(s,this.args.column.field,t)}loadValue(e){const t=e[this.args.column.field];this.defaultValue=null!=t?t:this.emptyValue,this.setValue(this.defaultValue)}validateValue(e){if(this.args.column.validator){const t=this.args.column.validator(e);if(!t.valid)return t}return{valid:!0,msg:null}}validate(){return this.validateValue(this.getValue())}}i.CellEditorView=w,w.__name__=\"CellEditorView\";class g extends m.Model{}i.CellEditor=g,g.__name__=\"CellEditor\";class x extends w{get emptyValue(){return\"\"}_createInput(){return(0,E.input)({type:\"text\"})}renderEditor(){this.inputEl.focus(),this.inputEl.select()}loadValue(e){super.loadValue(e),this.inputEl.defaultValue=this.defaultValue,this.inputEl.select()}}i.StringEditorView=x,x.__name__=\"StringEditorView\";class y extends g{}i.StringEditor=y,l=y,y.__name__=\"StringEditor\",l.prototype.default_view=x,l.define((({String:e,Array:t})=>({completions:[t(e),[]]})));class I extends w{_createInput(){return(0,E.textarea)()}renderEditor(){this.inputEl.focus(),this.inputEl.select()}}i.TextEditorView=I,I.__name__=\"TextEditorView\";class b extends g{}i.TextEditor=b,n=b,b.__name__=\"TextEditor\",n.prototype.default_view=I;class N extends w{_createInput(){return(0,E.select)()}renderEditor(){for(const e of this.model.options)this.inputEl.appendChild((0,E.option)({value:e},e));this.focus()}}i.SelectEditorView=N,N.__name__=\"SelectEditorView\";class C extends g{}i.SelectEditor=C,u=C,C.__name__=\"SelectEditor\",u.prototype.default_view=N,u.define((({String:e,Array:t})=>({options:[t(e),[]]})));class D extends w{_createInput(){return(0,E.input)({type:\"text\"})}}i.PercentEditorView=D,D.__name__=\"PercentEditorView\";class S extends g{}i.PercentEditor=S,d=S,S.__name__=\"PercentEditor\",d.prototype.default_view=D;class k extends w{_createInput(){return(0,E.input)({type:\"checkbox\"})}renderEditor(){this.focus()}loadValue(e){this.defaultValue=!!e[this.args.column.field],this.inputEl.checked=this.defaultValue}serializeValue(){return this.inputEl.checked}}i.CheckboxEditorView=k,k.__name__=\"CheckboxEditorView\";class z extends g{}i.CheckboxEditor=z,o=z,z.__name__=\"CheckboxEditor\",o.prototype.default_view=k;class P extends w{_createInput(){return(0,E.input)({type:\"text\"})}renderEditor(){this.inputEl.focus(),this.inputEl.select()}remove(){super.remove()}serializeValue(){var e;return null!==(e=parseInt(this.getValue(),10))&&void 0!==e?e:0}loadValue(e){super.loadValue(e),this.inputEl.defaultValue=this.defaultValue,this.inputEl.select()}validateValue(e){return isNaN(e)?{valid:!1,msg:\"Please enter a valid integer\"}:super.validateValue(e)}}i.IntEditorView=P,P.__name__=\"IntEditorView\";class T extends g{}i.IntEditor=T,p=T,T.__name__=\"IntEditor\",p.prototype.default_view=P,p.define((({Int:e})=>({step:[e,1]})));class K extends w{_createInput(){return(0,E.input)({type:\"text\"})}renderEditor(){this.inputEl.focus(),this.inputEl.select()}remove(){super.remove()}serializeValue(){var e;return null!==(e=parseFloat(this.getValue()))&&void 0!==e?e:0}loadValue(e){super.loadValue(e),this.inputEl.defaultValue=this.defaultValue,this.inputEl.select()}validateValue(e){return isNaN(e)?{valid:!1,msg:\"Please enter a valid number\"}:super.validateValue(e)}}i.NumberEditorView=K,K.__name__=\"NumberEditorView\";class A extends g{}i.NumberEditor=A,_=A,A.__name__=\"NumberEditor\",_.prototype.default_view=K,_.define((({Number:e})=>({step:[e,.01]})));class M extends w{_createInput(){return(0,E.input)({type:\"text\"})}}i.TimeEditorView=M,M.__name__=\"TimeEditorView\";class O extends g{}i.TimeEditor=O,c=O,O.__name__=\"TimeEditor\",c.prototype.default_view=M;class F extends w{_createInput(){return(0,E.input)({type:\"text\"})}get emptyValue(){return new Date}renderEditor(){this.inputEl.focus(),this.inputEl.select()}destroy(){super.destroy()}show(){super.show()}hide(){super.hide()}position(){return super.position()}getValue(){}setValue(e){}}i.DateEditorView=F,F.__name__=\"DateEditorView\";class L extends g{}i.DateEditor=L,h=L,L.__name__=\"DateEditor\",h.prototype.default_view=F},\n",
       "      491: function _(_,n,i,t,d){t(),i.DTINDEX_NAME=\"__bkdt_internal_index__\"},\n",
       "      492: function _(e,l,o,t,r){t(),o.root=\"bk-root\",o.data_table=\"bk-data-table\",o.cell_special_defaults=\"bk-cell-special-defaults\",o.cell_select=\"bk-cell-select\",o.cell_index=\"bk-cell-index\",o.header_index=\"bk-header-index\",o.cell_editor=\"bk-cell-editor\",o.cell_editor_completion=\"bk-cell-editor-completion\",o.default='.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 .slick-cell.bk-cell-index{border-right-color:silver;border-right-style:solid;background:#f5f5f5;text-align:right;background:#f0f0f0;color:#909090;}.bk-root .bk-header-index .slick-column-name{float:right;}.bk-root .slick-row.selected .bk-cell-index{background-color:transparent;}.bk-root .slick-row.odd{background:#f0f0f0;}.bk-root .slick-cell{padding-left:4px;padding-right:4px;border-right-color:transparent;border:0.25px solid transparent;}.bk-root .slick-cell .bk{line-height:inherit;}.bk-root .slick-cell.active{border-style:dashed;}.bk-root .slick-cell.selected{background-color:#F0F8FF;}.bk-root .slick-cell.editable{padding-left:0;padding-right:0;}.bk-root .bk-cell-editor{display:contents;}.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",
       "      493: function _(t,e,r,n,o){n();const a=t(1);var s,i,l,c,u,m;const _=(0,a.__importDefault)(t(151)),d=(0,a.__importStar)(t(153)),f=t(494),g=t(43),F=t(20),h=t(8),p=t(34),S=t(22),x=t(53);class b extends x.Model{constructor(t){super(t)}doFormat(t,e,r,n,o){return null==r?\"\":`${r}`.replace(/&/g,\"&amp;\").replace(/</g,\"&lt;\").replace(/>/g,\"&gt;\")}}r.CellFormatter=b,b.__name__=\"CellFormatter\";class M extends b{constructor(t){super(t)}doFormat(t,e,r,n,o){const{font_style:a,text_align:s,text_color:i}=this,l=(0,g.div)(null==r?\"\":`${r}`);switch(a){case\"bold\":l.style.fontWeight=\"bold\";break;case\"italic\":l.style.fontStyle=\"italic\"}return null!=s&&(l.style.textAlign=s),null!=i&&(l.style.color=(0,S.color2css)(i)),l.outerHTML}}r.StringFormatter=M,s=M,M.__name__=\"StringFormatter\",s.define((({Color:t,Nullable:e,String:r})=>({font_style:[F.FontStyle,\"normal\"],text_align:[F.TextAlign,\"left\"],text_color:[e(t),null],nan_format:[r,\"-\"]})));class w extends M{constructor(t){super(t)}get scientific_limit_low(){return 10**this.power_limit_low}get scientific_limit_high(){return 10**this.power_limit_high}doFormat(t,e,r,n,o){const a=Math.abs(r)<=this.scientific_limit_low||Math.abs(r)>=this.scientific_limit_high;let s=this.precision;return s<1&&(s=1),r=null==r||isNaN(r)?this.nan_format:0==r?(0,p.to_fixed)(r,1):a?r.toExponential(s):(0,p.to_fixed)(r,s),super.doFormat(t,e,r,n,o)}}r.ScientificFormatter=w,i=w,w.__name__=\"ScientificFormatter\",i.define((({Number:t})=>({precision:[t,10],power_limit_high:[t,5],power_limit_low:[t,-3]})));class C extends M{constructor(t){super(t)}doFormat(t,e,r,n,o){const{format:a,language:s,nan_format:i}=this,l=(()=>{switch(this.rounding){case\"round\":case\"nearest\":return Math.round;case\"floor\":case\"rounddown\":return Math.floor;case\"ceil\":case\"roundup\":return Math.ceil}})();return r=null==r||isNaN(r)?i:d.format(r,a,s,l),super.doFormat(t,e,r,n,o)}}r.NumberFormatter=C,l=C,C.__name__=\"NumberFormatter\",l.define((({String:t})=>({format:[t,\"0,0\"],language:[t,\"en\"],rounding:[F.RoundingFunction,\"round\"]})));class y extends b{constructor(t){super(t)}doFormat(t,e,r,n,o){return r?(0,g.i)({class:this.icon}).outerHTML:\"\"}}r.BooleanFormatter=y,c=y,y.__name__=\"BooleanFormatter\",c.define((({String:t})=>({icon:[t,\"check\"]})));class N extends M{constructor(t){super(t)}getFormat(){switch(this.format){case\"ATOM\":case\"W3C\":case\"RFC-3339\":case\"ISO-8601\":return\"%Y-%m-%d\";case\"COOKIE\":return\"%a, %d %b %Y\";case\"RFC-850\":return\"%A, %d-%b-%y\";case\"RFC-1123\":case\"RFC-2822\":return\"%a, %e %b %Y\";case\"RSS\":case\"RFC-822\":case\"RFC-1036\":return\"%a, %e %b %y\";case\"TIMESTAMP\":return;default:return this.format}}doFormat(t,e,r,n,o){const{nan_format:a}=this;let s;return s=null==(r=(0,h.isString)(r)?parseInt(r,10):r)||isNaN(r)||-9223372036854776===r?a:(0,_.default)(r,this.getFormat()),super.doFormat(t,e,s,n,o)}}r.DateFormatter=N,u=N,N.__name__=\"DateFormatter\",u.define((({String:t})=>({format:[t,\"ISO-8601\"]})));class T extends b{constructor(t){super(t)}doFormat(t,e,r,n,o){const{template:a}=this;if(null==r)return\"\";return f._.template(a)(Object.assign(Object.assign({},o),{value:r}))}}r.HTMLTemplateFormatter=T,m=T,T.__name__=\"HTMLTemplateFormatter\",m.define((({String:t})=>({template:[t,\"<%= value %>\"]})))},\n",
       "      494: function _(e,n,t,f,i){var o=e(495),d=o.template;function r(e,n,t){return d(e,n,t)}r._=o,n.exports=r,\"function\"==typeof define&&define.amd?define((function(){return r})):\"undefined\"==typeof window&&\"undefined\"==typeof navigator||(window.UnderscoreTemplate=r)},\n",
       "      495: function _(r,e,n,t,a){\n",
       "      //     (c) 2009-2013 Jeremy Ashkenas, DocumentCloud and Investigative Reporters & Editors\n",
       "      //     Underscore may be freely distributed under the MIT license.\n",
       "      var u={},c=Array.prototype,o=Object.prototype,l=c.slice,i=o.toString,f=o.hasOwnProperty,s=c.forEach,p=Object.keys,_=Array.isArray,h=function(){},v=h.each=h.forEach=function(r,e,n){if(null!=r)if(s&&r.forEach===s)r.forEach(e,n);else if(r.length===+r.length){for(var t=0,a=r.length;t<a;t++)if(e.call(n,r[t],t,r)===u)return}else{var c=h.keys(r);for(t=0,a=c.length;t<a;t++)if(e.call(n,r[c[t]],c[t],r)===u)return}};h.keys=p||function(r){if(r!==Object(r))throw new TypeError(\"Invalid object\");var e=[];for(var n in r)h.has(r,n)&&e.push(n);return e},h.defaults=function(r){return v(l.call(arguments,1),(function(e){if(e)for(var n in e)void 0===r[n]&&(r[n]=e[n])})),r},h.isArray=_||function(r){return\"[object Array]\"===i.call(r)},h.has=function(r,e){if(!h.isArray(e))return null!=r&&f.call(r,e);for(var n=e.length,t=0;t<n;t++){var a=e[t];if(null==r||!f.call(r,a))return!1;r=r[a]}return!!n};var g={escape:{\"&\":\"&amp;\",\"<\":\"&lt;\",\">\":\"&gt;\",'\"':\"&quot;\",\"'\":\"&#x27;\"}},y={escape:new RegExp(\"[\"+h.keys(g.escape).join(\"\")+\"]\",\"g\")};h.each([\"escape\"],(function(r){h[r]=function(e){return null==e?\"\":(\"\"+e).replace(y[r],(function(e){return g[r][e]}))}})),h.templateSettings={evaluate:/<%([\\s\\S]+?)%>/g,interpolate:/<%=([\\s\\S]+?)%>/g,escape:/<%-([\\s\\S]+?)%>/g};var j=/(.)^/,b={\"'\":\"'\",\"\\\\\":\"\\\\\",\"\\r\":\"r\",\"\\n\":\"n\",\"\\t\":\"t\",\"\\u2028\":\"u2028\",\"\\u2029\":\"u2029\"},w=/\\\\|'|\\r|\\n|\\t|\\u2028|\\u2029/g;h.template=function(r,e,n){var t;n=h.defaults({},n,h.templateSettings);var a=new RegExp([(n.escape||j).source,(n.interpolate||j).source,(n.evaluate||j).source].join(\"|\")+\"|$\",\"g\"),u=0,c=\"__p+='\";r.replace(a,(function(e,n,t,a,o){return c+=r.slice(u,o).replace(w,(function(r){return\"\\\\\"+b[r]})),n&&(c+=\"'+\\n((__t=(\"+n+\"))==null?'':_.escape(__t))+\\n'\"),t&&(c+=\"'+\\n((__t=(\"+t+\"))==null?'':__t)+\\n'\"),a&&(c+=\"';\\n\"+a+\"\\n__p+='\"),u=o+e.length,e})),c+=\"';\\n\",n.variable||(c=\"with(obj||{}){\\n\"+c+\"}\\n\"),c=\"var __t,__p='',__j=Array.prototype.join,print=function(){__p+=__j.call(arguments,'');};\\n\"+c+\"return __p;\\n\";try{t=new Function(n.variable||\"obj\",\"_\",c)}catch(r){throw r.source=c,r}if(e)return t(e,h);var o=function(r){return t.call(this,r,h)};return o.source=\"function(\"+(n.variable||\"obj\")+\"){\\n\"+c+\"}\",o},e.exports=h},\n",
       "      496: function _(e,t,i,s,o){s();const n=e(1);var l;const r=e(497),d=e(501),a=e(502),h=e(503),u=e(34),c=e(8),_=e(9),m=e(13),g=e(19),p=e(512),f=e(491),b=e(513),w=e(514),x=(0,n.__importStar)(e(492)),C=x,v=(0,n.__importDefault)(e(515));i.AutosizeModes={fit_columns:\"FCV\",fit_viewport:\"FVC\",force_fit:\"LFF\",none:\"NOA\"};let z=!1;class A{constructor(e,t){this.init(e,t)}init(e,t){if(f.DTINDEX_NAME in e.data)throw new Error(`special name ${f.DTINDEX_NAME} cannot be used as a data table column`);this.source=e,this.view=t,this.index=[...this.view.indices]}getLength(){return this.index.length}getItem(e){const t={};for(const i of(0,m.keys)(this.source.data))t[i]=this.source.data[i][this.index[e]];return t[f.DTINDEX_NAME]=this.index[e],t}getField(e,t){return t==f.DTINDEX_NAME?this.index[e]:this.source.data[t][this.index[e]]}setField(e,t,i){const s=this.index[e];this.source.patch({[t]:[[s,i]]})}getRecords(){return(0,_.range)(0,this.getLength()).map((e=>this.getItem(e)))}getItems(){return this.getRecords()}slice(e,t,i){return e=null!=e?e:0,t=null!=t?t:this.getLength(),i=null!=i?i:1,(0,_.range)(e,t,i).map((e=>this.getItem(e)))}sort(e){let t=e.map((e=>[e.sortCol.field,e.sortAsc?1:-1]));0==t.length&&(t=[[f.DTINDEX_NAME,1]]);const i=this.getRecords(),s=this.index.slice();this.index.sort(((e,o)=>{for(const[n,l]of t){const t=i[s.indexOf(e)][n],r=i[s.indexOf(o)][n];if(t!==r)return(0,c.isNumber)(t)&&(0,c.isNumber)(r)?l*(t-r||+isNaN(t)-+isNaN(r)):`${t}`>`${r}`?l:-l}return 0}))}}i.TableDataProvider=A,A.__name__=\"TableDataProvider\";class M extends p.WidgetView{constructor(){super(...arguments),this._in_selection_update=!1,this._width=null}connect_signals(){super.connect_signals(),this.connect(this.model.change,(()=>this.render())),this.connect(this.model.source.streaming,(()=>this.updateGrid())),this.connect(this.model.source.patching,(()=>this.updateGrid())),this.connect(this.model.source.change,(()=>this.updateGrid())),this.connect(this.model.source.properties.data.change,(()=>this.updateGrid())),this.connect(this.model.source.selected.change,(()=>this.updateSelection())),this.connect(this.model.source.selected.properties.indices.change,(()=>this.updateSelection()));for(const e of this.model.columns)this.connect(e.change,(()=>{this.invalidate_layout(),this.render()}))}remove(){var e;null===(e=this.grid)||void 0===e||e.destroy(),super.remove()}styles(){return[...super.styles(),v.default,x.default]}update_position(){super.update_position(),this.grid.resizeCanvas()}after_layout(){super.after_layout(),this.updateLayout(!0,!1)}box_sizing(){const e=super.box_sizing();return\"fit_viewport\"===this.model.autosize_mode&&null!=this._width&&(e.width=this._width),e}updateLayout(e,t){const s=this.autosize;s===i.AutosizeModes.fit_columns||s===i.AutosizeModes.force_fit?(e||this.grid.resizeCanvas(),this.grid.autosizeColumns()):e&&t&&s===i.AutosizeModes.fit_viewport&&this.invalidate_layout()}updateGrid(){if(this.model.view.compute_indices(),this.data.init(this.model.source,this.model.view),this.model.sortable){const e=this.grid.getColumns(),t=this.grid.getSortColumns().map((t=>({sortCol:{field:e[this.grid.getColumnIndex(t.columnId)].field},sortAsc:t.sortAsc})));this.data.sort(t)}this.grid.invalidate(),this.updateLayout(!0,!0)}updateSelection(){if(this._in_selection_update)return;const{selected:e}=this.model.source,t=e.indices.map((e=>this.data.index.indexOf(e))).sort();this._in_selection_update=!0,this.grid.setSelectedRows(t),this._in_selection_update=!1;const i=this.grid.getViewport(),s=this.model.get_scroll_index(i,t);null!=s&&this.grid.scrollRowToTop(s)}newIndexColumn(){return{id:(0,u.uniqueId)(),name:this.model.index_header,field:f.DTINDEX_NAME,width:this.model.index_width,behavior:\"select\",cannotTriggerInsert:!0,resizable:!1,selectable:!1,sortable:!0,cssClass:C.cell_index,headerCssClass:C.header_index}}css_classes(){return super.css_classes().concat(C.data_table)}get autosize(){let e;return e=!0===this.model.fit_columns?i.AutosizeModes.force_fit:!1===this.model.fit_columns?i.AutosizeModes.none:i.AutosizeModes[this.model.autosize_mode],e}render(){var e;const t=this.model.columns.filter((e=>e.visible)).map((e=>Object.assign(Object.assign({},e.toColumn()),{parent:this})));let s=null;if(\"checkbox\"==this.model.selectable&&(s=new d.CheckboxSelectColumn({cssClass:C.cell_select}),t.unshift(s.getColumnDefinition())),null!=this.model.index_position){const e=this.model.index_position,i=this.newIndexColumn();-1==e?t.push(i):e<-1?t.splice(e+1,0,i):t.splice(e,0,i)}let{reorderable:o}=this.model;!o||\"undefined\"!=typeof $&&null!=$.fn&&null!=$.fn.sortable||(z||(g.logger.warn(\"jquery-ui is required to enable DataTable.reorderable\"),z=!0),o=!1);let n=-1,l=!1;const{frozen_rows:u,frozen_columns:_}=this.model,m=null==_?-1:_-1;null!=u&&(l=u<0,n=Math.abs(u));const p={enableCellNavigation:!1!==this.model.selectable,enableColumnReorder:o,autosizeColsMode:this.autosize,multiColumnSort:this.model.sortable,editable:this.model.editable,autoEdit:this.model.auto_edit,autoHeight:!1,rowHeight:this.model.row_height,frozenColumn:m,frozenRow:n,frozenBottom:l},f=null!=this.grid;if(this.data=new A(this.model.source,this.model.view),this.grid=new h.Grid(this.el,this.data,t,p),this.autosize==i.AutosizeModes.fit_viewport){this.grid.autosizeColumns();let i=0;for(const s of t)i+=null!==(e=s.width)&&void 0!==e?e:0;this._width=Math.ceil(i)}if(this.grid.onSort.subscribe(((e,t)=>{if(!this.model.sortable)return;const i=t.sortCols;null!=i&&(this.data.sort(i),this.grid.invalidate(),this.updateSelection(),this.grid.render(),this.model.header_row||this._hide_header(),this.model.update_sort_columns(i))})),!1!==this.model.selectable){this.grid.setSelectionModel(new r.RowSelectionModel({selectActiveRow:null==s})),null!=s&&this.grid.registerPlugin(s);const e={dataItemColumnValueExtractor(e,t){let i=e[t.field];return(0,c.isString)(i)&&(i=i.replace(/\\n/g,\"\\\\n\")),i},includeHeaderWhenCopying:!1};this.grid.registerPlugin(new a.CellExternalCopyManager(e)),this.grid.onSelectedRowsChanged.subscribe(((e,t)=>{this._in_selection_update||(this.model.source.selected.indices=t.rows.map((e=>this.data.index[e])))})),this.updateSelection(),this.model.header_row||this._hide_header()}f&&this.updateLayout(f,!1)}_hide_header(){for(const e of this.el.querySelectorAll(\".slick-header-columns\"))e.style.height=\"0px\";this.grid.resizeCanvas()}}i.DataTableView=M,M.__name__=\"DataTableView\";class D extends b.TableWidget{constructor(e){super(e),this._sort_columns=[]}get sort_columns(){return this._sort_columns}update_sort_columns(e){this._sort_columns=e.map((({sortCol:e,sortAsc:t})=>({field:e.field,sortAsc:t})))}get_scroll_index(e,t){return this.scroll_to_selection&&0!=t.length?(0,_.some)(t,(t=>e.top<=t&&t<=e.bottom))?null:Math.max(0,Math.min(...t)-1):null}}i.DataTable=D,l=D,D.__name__=\"DataTable\",l.prototype.default_view=M,l.define((({Array:e,Boolean:t,Int:i,Ref:s,String:o,Enum:n,Or:l,Nullable:r})=>({autosize_mode:[n(\"fit_columns\",\"fit_viewport\",\"none\",\"force_fit\"),\"force_fit\"],auto_edit:[t,!1],columns:[e(s(w.TableColumn)),[]],fit_columns:[r(t),null],frozen_columns:[r(i),null],frozen_rows:[r(i),null],sortable:[t,!0],reorderable:[t,!0],editable:[t,!1],selectable:[l(t,n(\"checkbox\")),!0],index_position:[r(i),0],index_header:[o,\"#\"],index_width:[i,40],scroll_to_selection:[t,!0],header_row:[t,!0],row_height:[i,25]}))),l.override({width:600,height:400})},\n",
       "      497: function _(e,t,n,o,r){var l=e(498),i=e(500);t.exports={RowSelectionModel:function(e){var t,n,o,r=[],c=this,u=new i.EventHandler,s={selectActiveRow:!0};function a(e){return function(){n||(n=!0,e.apply(this,arguments),n=!1)}}function f(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 h(e){for(var n=[],o=t.getColumns().length-1,r=0;r<e.length;r++)n.push(new i.Range(e[r],0,e[r],o));return n}function w(){return f(r)}function g(e){(r&&0!==r.length||e&&0!==e.length)&&(r=e,c.onSelectedRangesChanged.notify(r))}function v(e,n){o.selectActiveRow&&null!=n.row&&g([new i.Range(n.row,0,n.row,t.getColumns().length-1)])}function p(e){var n=t.getActiveCell();if(t.getOptions().multiSelect&&n&&e.shiftKey&&!e.ctrlKey&&!e.altKey&&!e.metaKey&&(e.which==i.keyCode.UP||e.which==i.keyCode.DOWN)){var o=w();o.sort((function(e,t){return e-t})),o.length||(o=[n.row]);var r,l=o[0],c=o[o.length-1];if((r=e.which==i.keyCode.DOWN?n.row<c||l==c?++c:++l:n.row<c?--c:--l)>=0&&r<t.getDataLength())t.scrollRowIntoView(r),g(h(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,c)));e.preventDefault(),e.stopPropagation()}}function y(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 o=f(r),i=l.inArray(n.row,o);if(-1===i&&(e.ctrlKey||e.metaKey))o.push(n.row),t.setActiveCell(n.row,n.cell);else if(-1!==i&&(e.ctrlKey||e.metaKey))o=l.grep(o,(function(e,t){return e!==n.row})),t.setActiveCell(n.row,n.cell);else if(o.length&&e.shiftKey){var c=o.pop(),u=Math.min(n.row,c),s=Math.max(n.row,c);o=[];for(var a=u;a<=s;a++)a!==c&&o.push(a);o.push(c),t.setActiveCell(n.row,n.cell)}return g(h(o)),e.stopImmediatePropagation(),!0}l.extend(this,{getSelectedRows:w,setSelectedRows:function(e){g(h(e))},getSelectedRanges:function(){return r},setSelectedRanges:g,init:function(n){o=l.extend(!0,{},s,e),t=n,u.subscribe(t.onActiveCellChanged,a(v)),u.subscribe(t.onKeyDown,a(p)),u.subscribe(t.onClick,a(y))},destroy:function(){u.unsubscribeAll()},pluginName:\"RowSelectionModel\",onSelectedRangesChanged:new i.Event})}}},\n",
       "      498: function _(e,n,f,o,t){n.exports=\"undefined\"!=typeof $?$:e(499)},\n",
       "      499: function _(e,t,n,r,i){\n",
       "      /*!\n",
       "           * jQuery JavaScript Library v3.6.0\n",
       "           * https://jquery.com/\n",
       "           *\n",
       "           * Includes Sizzle.js\n",
       "           * https://sizzlejs.com/\n",
       "           *\n",
       "           * Copyright OpenJS Foundation and other contributors\n",
       "           * Released under the MIT license\n",
       "           * https://jquery.org/license\n",
       "           *\n",
       "           * Date: 2021-03-02T17:08Z\n",
       "           */\n",
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       "      500: function _(t,n,i,o,e){var r=t(498);function u(){var t=!1,n=!1;this.stopPropagation=function(){t=!0},this.isPropagationStopped=function(){return t},this.stopImmediatePropagation=function(){n=!0},this.isImmediatePropagationStopped=function(){return n}}function s(){this.__nonDataRow=!0}function l(){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 c(){this.__groupTotals=!0,this.group=null,this.initialized=!1}function h(){var t=null;this.isActive=function(n){return n?t===n:null!==t},this.activate=function(n){if(n!==t){if(null!==t)throw new Error(\"SlickGrid.EditorLock.activate: an editController is still active, can't activate another editController\");if(!n.commitCurrentEdit)throw new Error(\"SlickGrid.EditorLock.activate: editController must implement .commitCurrentEdit()\");if(!n.cancelCurrentEdit)throw new Error(\"SlickGrid.EditorLock.activate: editController must implement .cancelCurrentEdit()\");t=n}},this.deactivate=function(n){if(t!==n)throw new Error(\"SlickGrid.EditorLock.deactivate: specified editController is not the currently active one\");t=null},this.commitCurrentEdit=function(){return!t||t.commitCurrentEdit()},this.cancelCurrentEdit=function(){return!t||t.cancelCurrentEdit()}}l.prototype=new s,l.prototype.equals=function(t){return this.value===t.value&&this.count===t.count&&this.collapsed===t.collapsed&&this.title===t.title},c.prototype=new s,n.exports={Event:function(){var t=[];this.subscribe=function(n){t.push(n)},this.unsubscribe=function(n){for(var i=t.length-1;i>=0;i--)t[i]===n&&t.splice(i,1)},this.notify=function(n,i,o){var e;i=i||new u,o=o||this;for(var r=0;r<t.length&&!i.isPropagationStopped()&&!i.isImmediatePropagationStopped();r++)e=t[r].call(o,i,n);return e}},EventData:u,EventHandler:function(){var t=[];this.subscribe=function(n,i){return t.push({event:n,handler:i}),n.subscribe(i),this},this.unsubscribe=function(n,i){for(var o=t.length;o--;)if(t[o].event===n&&t[o].handler===i)return t.splice(o,1),void n.unsubscribe(i);return this},this.unsubscribeAll=function(){for(var n=t.length;n--;)t[n].event.unsubscribe(t[n].handler);return t=[],this}},Range:function(t,n,i,o){void 0===i&&void 0===o&&(i=t,o=n),this.fromRow=Math.min(t,i),this.fromCell=Math.min(n,o),this.toRow=Math.max(t,i),this.toCell=Math.max(n,o),this.isSingleRow=function(){return this.fromRow==this.toRow},this.isSingleCell=function(){return this.fromRow==this.toRow&&this.fromCell==this.toCell},this.contains=function(t,n){return t>=this.fromRow&&t<=this.toRow&&n>=this.fromCell&&n<=this.toCell},this.toString=function(){return this.isSingleCell()?\"(\"+this.fromRow+\":\"+this.fromCell+\")\":\"(\"+this.fromRow+\":\"+this.fromCell+\" - \"+this.toRow+\":\"+this.toCell+\")\"}},NonDataRow:s,Group:l,GroupTotals:c,EditorLock:h,GlobalEditorLock:new h,TreeColumns:function(t){var n={};function i(t){t.forEach((function(t){n[t.id]=t,t.columns&&i(t.columns)}))}function o(t,n){return t.filter((function(t){var i=n.call(t);return i&&t.columns&&(t.columns=o(t.columns,n)),i&&(!t.columns||t.columns.length)}))}function e(t,n){t.sort((function(t,i){return u(n.getColumnIndex(t.id))-u(n.getColumnIndex(i.id))})).forEach((function(t){t.columns&&e(t.columns,n)}))}function u(t){return void 0===t?-1:t}function s(t){if(!t.length)return t.columns?1+s(t.columns):1;for(var n in t)return s(t[n])}function l(t,n,i){var o=[];if(n==(i=i||0))return t.length&&t.forEach((function(t){t.columns&&(t.extractColumns=function(){return c(t)})})),t;for(var e in t)t[e].columns&&(o=o.concat(l(t[e].columns,n,i+1)));return o}function c(t){var n=[];if(t.hasOwnProperty(\"length\"))for(var i=0;i<t.length;i++)n=n.concat(c(t[i]));else{if(!t.hasOwnProperty(\"columns\"))return t;n=n.concat(c(t.columns))}return n}function h(){return r.extend(!0,[],t)}i(t),this.hasDepth=function(){for(var n in t)if(t[n].hasOwnProperty(\"columns\"))return!0;return!1},this.getTreeColumns=function(){return t},this.extractColumns=function(){return this.hasDepth()?c(t):t},this.getDepth=function(){return s(t)},this.getColumnsInDepth=function(n){return l(t,n)},this.getColumnsInGroup=function(t){return c(t)},this.visibleColumns=function(){return o(h(),(function(){return this.visible}))},this.filter=function(t){return o(h(),t)},this.reOrder=function(n){return e(t,n)},this.getById=function(t){return n[t]},this.getInIds=function(t){return t.map((function(t){return n[t]}))}},keyCode:{SPACE:8,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,A:65,C:67,V:86},preClickClassName:\"slick-edit-preclick\",GridAutosizeColsMode:{None:\"NOA\",LegacyOff:\"LOF\",LegacyForceFit:\"LFF\",IgnoreViewport:\"IGV\",FitColsToViewport:\"FCV\",FitViewportToCols:\"FVC\"},ColAutosizeMode:{Locked:\"LCK\",Guide:\"GUI\",Content:\"CON\",ContentIntelligent:\"CTI\"},RowSelectionMode:{FirstRow:\"FS1\",FirstNRows:\"FSN\",AllRows:\"ALL\",LastRow:\"LS1\"},ValueFilterMode:{None:\"NONE\",DeDuplicate:\"DEDP\",GetGreatestAndSub:\"GR8T\",GetLongestTextAndSub:\"LNSB\",GetLongestText:\"LNSC\"},WidthEvalMode:{CanvasTextSize:\"CANV\",HTML:\"HTML\"}}},\n",
       "      501: function _(e,t,o,l,n){var i=e(498),c=e(500);t.exports={CheckboxSelectColumn:function(e){var t,o=null,l=k(),n=new c.EventHandler,r={},d=!1,a=i.extend(!0,{},{columnId:\"_checkbox_selector\",cssClass:null,hideSelectAllCheckbox:!1,toolTip:\"Select/Deselect All\",width:30,hideInColumnTitleRow:!1,hideInFilterHeaderRow:!0},e);function s(){t.updateColumnHeader(a.columnId,\"\",\"\")}function u(){i(\"#filter-checkbox-selectall-container\").hide()}function h(e,n){var c,s,u,h=t.getSelectedRows(),f={},p=0;if(\"function\"==typeof o)for(u=0;u<t.getDataLength();u++){C(s,t.getDataItem(u),t)||p++}var b=[];for(s=0;s<h.length;s++){c=h[s],C(s,t.getDataItem(c),t)?(f[c]=!0,f[c]!==r[c]&&(t.invalidateRow(c),delete r[c])):b.push(c)}for(s in r)t.invalidateRow(s);(r=f,t.render(),d=h.length&&h.length+p>=t.getDataLength(),a.hideInColumnTitleRow||a.hideSelectAllCheckbox||R(d),a.hideInFilterHeaderRow)||i(\"#header-filter-selector\"+l).prop(\"checked\",d);if(b.length>0){for(s=0;s<b.length;s++){var m=h.indexOf(b[s]);h.splice(m,1)}t.setSelectedRows(h)}}function f(e,o){32==e.which&&t.getColumns()[o.cell].id===a.columnId&&(t.getEditorLock().isActive()&&!t.getEditorLock().commitCurrentEdit()||b(o.row),e.preventDefault(),e.stopImmediatePropagation())}function p(e,o){if(t.getColumns()[o.cell].id===a.columnId&&i(e.target).is(\":checkbox\")){if(t.getEditorLock().isActive()&&!t.getEditorLock().commitCurrentEdit())return e.preventDefault(),void e.stopImmediatePropagation();b(o.row),e.stopPropagation(),e.stopImmediatePropagation()}}function b(e){var o=t.getDataItem(e);C(e,o,t)&&(r[e]?t.setSelectedRows(i.grep(t.getSelectedRows(),(function(t){return t!=e}))):t.setSelectedRows(t.getSelectedRows().concat(e)),t.setActiveCell(e,function(){if(null===g){g=0;for(var e=t.getColumns(),o=0;o<e.length;o++)e[o].id==a.columnId&&(g=o)}return g}()))}function m(e,o){if(o.column.id==a.columnId&&i(e.target).is(\":checkbox\")){if(t.getEditorLock().isActive()&&!t.getEditorLock().commitCurrentEdit())return e.preventDefault(),void e.stopImmediatePropagation();if(i(e.target).is(\":checked\")){for(var l=[],n=0;n<t.getDataLength();n++){C(n,t.getDataItem(n),t)&&l.push(n)}t.setSelectedRows(l)}else t.setSelectedRows([]);e.stopPropagation(),e.stopImmediatePropagation()}}\"function\"==typeof a.selectableOverride&&v(a.selectableOverride);var g=null;function k(){return Math.round(1e7*Math.random())}function w(e,t,o,l,n,i){var c=k()+e;return n&&C(e,n,i)?r[e]?\"<input id='selector\"+c+\"' type='checkbox' checked='checked'><label for='selector\"+c+\"'></label>\":\"<input id='selector\"+c+\"' type='checkbox'><label for='selector\"+c+\"'></label>\":null}function C(e,t,l){return\"function\"!=typeof o||o(e,t,l)}function R(e){e?t.updateColumnHeader(a.columnId,\"<input id='header-selector\"+l+\"' type='checkbox' checked='checked'><label for='header-selector\"+l+\"'></label>\",a.toolTip):t.updateColumnHeader(a.columnId,\"<input id='header-selector\"+l+\"' type='checkbox'><label for='header-selector\"+l+\"'></label>\",a.toolTip)}function v(e){o=e}i.extend(this,{init:function(e){t=e,n.subscribe(t.onSelectedRowsChanged,h).subscribe(t.onClick,p).subscribe(t.onKeyDown,f),a.hideInFilterHeaderRow||function(e){e.onHeaderRowCellRendered.subscribe((function(e,t){\"sel\"===t.column.field&&(i(t.node).empty(),i(\"<span id='filter-checkbox-selectall-container'><input id='header-filter-selector\"+l+\"' type='checkbox'><label for='header-filter-selector\"+l+\"'></label></span>\").appendTo(t.node).on(\"click\",(function(e){m(e,t)})))}))}(e),a.hideInColumnTitleRow||n.subscribe(t.onHeaderClick,m)},destroy:function(){n.unsubscribeAll()},pluginName:\"CheckboxSelectColumn\",deSelectRows:function(e){var o,l=e.length,n=[];for(o=0;o<l;o++)r[e[o]]&&(n[n.length]=e[o]);t.setSelectedRows(i.grep(t.getSelectedRows(),(function(e){return n.indexOf(e)<0})))},selectRows:function(e){var o,l=e.length,n=[];for(o=0;o<l;o++)r[e[o]]||(n[n.length]=e[o]);t.setSelectedRows(t.getSelectedRows().concat(n))},getColumnDefinition:function(){return{id:a.columnId,name:a.hideSelectAllCheckbox||a.hideInColumnTitleRow?\"\":\"<input id='header-selector\"+l+\"' type='checkbox'><label for='header-selector\"+l+\"'></label>\",toolTip:a.hideSelectAllCheckbox||a.hideInColumnTitleRow?\"\":a.toolTip,field:\"sel\",width:a.width,resizable:!1,sortable:!1,cssClass:a.cssClass,hideSelectAllCheckbox:a.hideSelectAllCheckbox,formatter:w}},getOptions:function(){return a},selectableOverride:v,setOptions:function(e){if((a=i.extend(!0,{},a,e)).hideSelectAllCheckbox)s(),u();else if(a.hideInColumnTitleRow?s():(R(d),n.subscribe(t.onHeaderClick,m)),a.hideInFilterHeaderRow)u();else{var o=i(\"#filter-checkbox-selectall-container\");o.show(),o.find('input[type=\"checkbox\"]').prop(\"checked\",d)}}})}}},\n",
       "      502: function _(e,t,o,l,n){var a=e(498),r=e(500),i=r.keyCode;t.exports={CellExternalCopyManager:function(e){var t,o,l=this,n=e||{},s=n.copiedCellStyleLayerKey||\"copy-manager\",u=n.copiedCellStyle||\"copied\",c=0,d=n.bodyElement||document.body,f=n.onCopyInit||null,h=n.onCopySuccess||null;function C(e){if(n.headerColumnValueExtractor){var t=n.headerColumnValueExtractor(e);if(t)return t}return e.name}function m(e,o,l){if(n.dataItemColumnValueExtractor){var r=n.dataItemColumnValueExtractor(e,o);if(r)return r}var i=\"\";if(o.editor){var s={container:a(\"<p>\"),column:o,position:{top:0,left:0},grid:t,event:l},u=new o.editor(s);u.loadValue(e),i=u.serializeValue(),u.destroy()}else i=e[o.field];return i}function g(e,o,l){if(o.denyPaste)return null;if(n.dataItemColumnValueSetter)return n.dataItemColumnValueSetter(e,o,l);if(o.editor){var r={container:a(\"body\"),column:o,position:{top:0,left:0},grid:t},i=new o.editor(r);i.loadValue(e),i.applyValue(e,l),i.destroy()}else e[o.field]=l}function p(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 y(e,a){var r;if(!t.getEditorLock().isActive()||t.getOptions().autoEdit){if(e.which==i.ESC&&o&&(e.preventDefault(),w(),l.onCopyCancelled.notify({ranges:o}),o=null),(e.which===i.C||e.which===i.INSERT)&&(e.ctrlKey||e.metaKey)&&!e.shiftKey&&(f&&f.call(),0!==(r=t.getSelectionModel().getSelectedRanges()).length)){o=r,v(r),l.onCopyCells.notify({ranges:r});for(var s=t.getColumns(),u=\"\",c=0;c<r.length;c++){for(var y=r[c],D=[],S=y.fromRow;S<y.toRow+1;S++){var R=[],x=t.getDataItem(S);if(0===D.length&&n.includeHeaderWhenCopying){for(var E=[],V=y.fromCell;V<y.toCell+1;V++)s[V].name.length>0&&E.push(C(s[V]));D.push(E.join(\"\\t\"))}for(V=y.fromCell;V<y.toCell+1;V++)R.push(m(x,s[V],e));D.push(R.join(\"\\t\"))}u+=D.join(\"\\r\\n\")+\"\\r\\n\"}if(window.clipboardData)return window.clipboardData.setData(\"Text\",u),!0;var b=document.activeElement;if((M=p(u)).focus(),setTimeout((function(){d.removeChild(M),b?b.focus():console.log(\"Not element to restore focus to after copy?\")}),100),h){var I=0;I=1===r.length?r[0].toRow+1-r[0].fromRow:r.length,h.call(this,I)}return!1}if(!n.readOnlyMode&&(e.which===i.V&&(e.ctrlKey||e.metaKey)&&!e.shiftKey||e.which===i.INSERT&&e.shiftKey&&!e.ctrlKey)){var M=p(\"\");return setTimeout((function(){!function(e,t){var o=e.getColumns(),a=t.value.split(/[\\n\\f\\r]/);\"\"===a[a.length-1]&&a.pop();var r=[],i=0;d.removeChild(t);for(var s=0;s<a.length;s++)\"\"!==a[s]?r[i++]=a[s].split(\"\\t\"):r[i++]=[\"\"];var u=e.getActiveCell(),c=e.getSelectionModel().getSelectedRanges(),f=c&&c.length?c[0]:null,h=null,C=null;if(f)h=f.fromRow,C=f.fromCell;else{if(!u)return;h=u.row,C=u.cell}var m=!1,p=r.length,y=r.length?r[0].length:0;1==r.length&&1==r[0].length&&f&&(m=!0,p=f.toRow-f.fromRow+1,y=f.toCell-f.fromCell+1);var w=e.getData().length-h,D=0;if(w<p&&n.newRowCreator){var S=e.getData();for(D=1;D<=p-w;D++)S.push({});e.setData(S),e.render()}var R=h+p>e.getDataLength();if(n.newRowCreator&&R){var x=h+p-e.getDataLength();n.newRowCreator(x)}var E={isClipboardCommand:!0,clippedRange:r,oldValues:[],cellExternalCopyManager:l,_options:n,setDataItemValueForColumn:g,markCopySelection:v,oneCellToMultiple:m,activeRow:h,activeCell:C,destH:p,destW:y,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 l=0;l<this.destW;l++){this.w++;var n=h+t,a=C+l;if(n<this.maxDestY&&a<this.maxDestX){e.getCellNode(n,a);var i=e.getDataItem(n);this.oldValues[t][l]=i[o[a].field],m?this.setDataItemValueForColumn(i,o[a],r[0][0]):this.setDataItemValueForColumn(i,o[a],r[t]?r[t][l]:\"\"),e.updateCell(n,a),e.onCellChange.notify({row:n,cell:a,item:i,grid:e})}}}var s={fromCell:C,fromRow:h,toCell:C+this.w-1,toRow:h+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 l=0;l<this.destW;l++){var n=h+t,a=C+l;if(n<this.maxDestY&&a<this.maxDestX){e.getCellNode(n,a);var r=e.getDataItem(n);m?this.setDataItemValueForColumn(r,o[a],this.oldValues[0][0]):this.setDataItemValueForColumn(r,o[a],this.oldValues[t][l]),e.updateCell(n,a),e.onCellChange.notify({row:n,cell:a,item:r,grid:e})}}var i={fromCell:C,fromRow:h,toCell:C+this.w-1,toRow:h+this.h-1};if(this.markCopySelection([i]),e.getSelectionModel().setSelectedRanges([i]),this.cellExternalCopyManager.onPasteCells.notify({ranges:[i]}),D>1){for(var s=e.getData();D>1;D--)s.splice(s.length-1,1);e.setData(s),e.render()}}};n.clipboardCommandHandler?n.clipboardCommandHandler(E):E.execute()}(t,M)}),100),!1}}}function v(e){w();for(var o=t.getColumns(),n={},a=0;a<e.length;a++)for(var r=e[a].fromRow;r<=e[a].toRow;r++){n[r]={};for(var i=e[a].fromCell;i<=e[a].toCell&&i<o.length;i++)n[r][o[i].id]=u}t.setCellCssStyles(s,n),clearTimeout(c),c=setTimeout((function(){l.clearCopySelection()}),2e3)}function w(){t.removeCellCssStyles(s)}a.extend(this,{init:function(e){(t=e).onKeyDown.subscribe(y);var o=e.getSelectionModel();if(!o)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())\");o.onSelectedRangesChanged.subscribe((function(e,o){t.focus()}))},destroy:function(){t.onKeyDown.unsubscribe(y)},pluginName:\"CellExternalCopyManager\",clearCopySelection:w,handleKeyDown:y,onCopyCells:new r.Event,onCopyCancelled:new r.Event,onPasteCells:new r.Event,setIncludeHeaderWhenCopying:function(e){n.includeHeaderWhenCopying=e}})}}},\n",
       "      503: function _(r,t,o,_,e){var p=r(1);p.__exportStar(r(500),t.exports),p.__exportStar(r(504),t.exports),p.__exportStar(r(507),t.exports),p.__exportStar(r(508),t.exports),p.__exportStar(r(509),t.exports),p.__exportStar(r(510),t.exports),p.__exportStar(r(511),t.exports)},\n",
       "      504: function _(require,module,exports,__esModule,__esExport){\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 v2.4\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 $=require(498),Slick=require(500),scrollbarDimensions,maxSupportedCssHeight;function SlickGrid(container,data,columns,options){$.fn.drag||require(505),$.fn.drop||require(506);var defaults={alwaysShowVerticalScroll:!1,alwaysAllowHorizontalScroll:!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,showColumnHeader:!0,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,frozenBottom:!1,frozenColumn:-1,frozenRow:-1,fullWidthRows:!1,multiColumnSort:!1,numberedMultiColumnSort:!1,tristateMultiColumnSort:!1,sortColNumberInSeparateSpan:!1,defaultFormatter,forceSyncScrolling:!1,addNewRowCssClass:\"new-row\",preserveCopiedSelectionOnPaste:!1,showCellSelection:!0,viewportClass:null,minRowBuffer:3,emulatePagingWhenScrolling:!0,editorCellNavOnLRKeys:!1,doPaging:!0,autosizeColsMode:Slick.GridAutosizeColsMode.LegacyOff,autosizeColPaddingPx:4,autosizeTextAvgToMWidthRatio:.75,viewportSwitchToScrollModeWidthPercent:void 0,viewportMinWidthPx:void 0,viewportMaxWidthPx:void 0},columnDefaults={name:\"\",resizable:!0,sortable:!1,minWidth:30,maxWidth:void 0,rerenderOnResize:!1,headerCssClass:null,defaultSortAsc:!0,focusable:!0,selectable:!0},columnAutosizeDefaults={ignoreHeaderText:!1,colValueArray:void 0,allowAddlPercent:void 0,formatterOverride:void 0,autosizeMode:Slick.ColAutosizeMode.ContentIntelligent,rowSelectionModeOnInit:void 0,rowSelectionMode:Slick.RowSelectionMode.FirstNRows,rowSelectionCount:100,valueFilterMode:Slick.ValueFilterMode.None,widthEvalMode:Slick.WidthEvalMode.CanvasTextSize,sizeToRemaining:void 0,widthPx:void 0,colDataTypeOf:void 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,$groupHeaders=$(),$headerScroller,$headers,$headerRow,$headerRowScroller,$headerRowSpacerL,$headerRowSpacerR,$footerRow,$footerRowScroller,$footerRowSpacerL,$footerRowSpacerR,$preHeaderPanel,$preHeaderPanelScroller,$preHeaderPanelSpacer,$preHeaderPanelR,$preHeaderPanelScrollerR,$preHeaderPanelSpacerR,$topPanelScroller,$topPanel,$viewport,$canvas,$style,$boundAncestors,treeColumns,stylesheet,columnCssRulesL,columnCssRulesR,viewportH,viewportW,canvasWidth,canvasWidthL,canvasWidthR,headersWidth,headersWidthL,headersWidthR,viewportHasHScroll,viewportHasVScroll,headerColumnWidthDiff=0,headerColumnHeightDiff=0,cellWidthDiff=0,cellHeightDiff=0,jQueryNewWidthBehaviour=!1,absoluteColumnMinWidth,hasFrozenRows=!1,frozenRowsHeight=0,actualFrozenRow=-1,paneTopH=0,paneBottomH=0,viewportTopH=0,viewportBottomH=0,topPanelH=0,headerRowH=0,footerRowH=0,tabbingDirection=1,$activeCanvasNode,$activeViewportNode,activePosX,activeRow,activeCell,activeCellNode=null,currentEditor=null,serializedEditorValue,editController,rowsCache={},renderedRows=0,numVisibleRows=0,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,$paneHeaderL,$paneHeaderR,$paneTopL,$paneTopR,$paneBottomL,$paneBottomR,$headerScrollerL,$headerScrollerR,$headerL,$headerR,$groupHeadersL,$groupHeadersR,$headerRowScrollerL,$headerRowScrollerR,$footerRowScrollerL,$footerRowScrollerR,$headerRowL,$headerRowR,$footerRowL,$footerRowR,$topPanelScrollerL,$topPanelScrollerR,$topPanelL,$topPanelR,$viewportTopL,$viewportTopR,$viewportBottomL,$viewportBottomR,$canvasTopL,$canvasTopR,$canvasBottomL,$canvasBottomR,$viewportScrollContainerX,$viewportScrollContainerY,$headerScrollContainer,$headerRowScrollContainer,$footerRowScrollContainer,cssShow={position:\"absolute\",visibility:\"hidden\",display:\"block\"},$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.\");if(cacheCssForHiddenInit(),maxSupportedCssHeight=maxSupportedCssHeight||getMaxSupportedCssHeight(),options=$.extend({},defaults,options),validateAndEnforceOptions(),columnDefaults.width=options.defaultColumnWidth,treeColumns=new Slick.TreeColumns(columns),columns=treeColumns.extractColumns(),updateColumnProps(),options.enableColumnReorder&&!$.fn.sortable)throw new Error(\"SlickGrid's 'enableColumnReorder = true' option requires jquery-ui.sortable module to be loaded\");if(editController={commitCurrentEdit,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),$paneHeaderL=$(\"<div class='slick-pane slick-pane-header slick-pane-left' tabIndex='0' />\").appendTo($container),$paneHeaderR=$(\"<div class='slick-pane slick-pane-header slick-pane-right' tabIndex='0' />\").appendTo($container),$paneTopL=$(\"<div class='slick-pane slick-pane-top slick-pane-left' tabIndex='0' />\").appendTo($container),$paneTopR=$(\"<div class='slick-pane slick-pane-top slick-pane-right' tabIndex='0' />\").appendTo($container),$paneBottomL=$(\"<div class='slick-pane slick-pane-bottom slick-pane-left' tabIndex='0' />\").appendTo($container),$paneBottomR=$(\"<div class='slick-pane slick-pane-bottom slick-pane-right' tabIndex='0' />\").appendTo($container),options.createPreHeaderPanel&&($preHeaderPanelScroller=$(\"<div class='slick-preheader-panel ui-state-default' style='overflow:hidden;position:relative;' />\").appendTo($paneHeaderL),$preHeaderPanel=$(\"<div />\").appendTo($preHeaderPanelScroller),$preHeaderPanelSpacer=$(\"<div style='display:block;height:1px;position:absolute;top:0;left:0;'></div>\").appendTo($preHeaderPanelScroller),$preHeaderPanelScrollerR=$(\"<div class='slick-preheader-panel ui-state-default' style='overflow:hidden;position:relative;' />\").appendTo($paneHeaderR),$preHeaderPanelR=$(\"<div />\").appendTo($preHeaderPanelScrollerR),$preHeaderPanelSpacerR=$(\"<div style='display:block;height:1px;position:absolute;top:0;left:0;'></div>\").appendTo($preHeaderPanelScrollerR),options.showPreHeaderPanel||($preHeaderPanelScroller.hide(),$preHeaderPanelScrollerR.hide())),$headerScrollerL=$(\"<div class='slick-header ui-state-default slick-header-left' />\").appendTo($paneHeaderL),$headerScrollerR=$(\"<div class='slick-header ui-state-default slick-header-right' />\").appendTo($paneHeaderR),$headerScroller=$().add($headerScrollerL).add($headerScrollerR),treeColumns.hasDepth()){$groupHeadersL=[],$groupHeadersR=[];for(var e=0;e<treeColumns.getDepth()-1;e++)$groupHeadersL[e]=$(\"<div class='slick-group-header-columns slick-group-header-columns-left' style='left:-1000px' />\").appendTo($headerScrollerL),$groupHeadersR[e]=$(\"<div class='slick-group-header-columns slick-group-header-columns-right' style='left:-1000px' />\").appendTo($headerScrollerR);$groupHeaders=$().add($groupHeadersL).add($groupHeadersR)}$headerL=$(\"<div class='slick-header-columns slick-header-columns-left' style='left:-1000px' />\").appendTo($headerScrollerL),$headerR=$(\"<div class='slick-header-columns slick-header-columns-right' style='left:-1000px' />\").appendTo($headerScrollerR),$headers=$().add($headerL).add($headerR),$headerRowScrollerL=$(\"<div class='slick-headerrow ui-state-default' />\").appendTo($paneTopL),$headerRowScrollerR=$(\"<div class='slick-headerrow ui-state-default' />\").appendTo($paneTopR),$headerRowScroller=$().add($headerRowScrollerL).add($headerRowScrollerR),$headerRowSpacerL=$(\"<div style='display:block;height:1px;position:absolute;top:0;left:0;'></div>\").appendTo($headerRowScrollerL),$headerRowSpacerR=$(\"<div style='display:block;height:1px;position:absolute;top:0;left:0;'></div>\").appendTo($headerRowScrollerR),$headerRowL=$(\"<div class='slick-headerrow-columns slick-headerrow-columns-left' />\").appendTo($headerRowScrollerL),$headerRowR=$(\"<div class='slick-headerrow-columns slick-headerrow-columns-right' />\").appendTo($headerRowScrollerR),$headerRow=$().add($headerRowL).add($headerRowR),$topPanelScrollerL=$(\"<div class='slick-top-panel-scroller ui-state-default' />\").appendTo($paneTopL),$topPanelScrollerR=$(\"<div class='slick-top-panel-scroller ui-state-default' />\").appendTo($paneTopR),$topPanelScroller=$().add($topPanelScrollerL).add($topPanelScrollerR),$topPanelL=$(\"<div class='slick-top-panel' style='width:10000px' />\").appendTo($topPanelScrollerL),$topPanelR=$(\"<div class='slick-top-panel' style='width:10000px' />\").appendTo($topPanelScrollerR),$topPanel=$().add($topPanelL).add($topPanelR),options.showColumnHeader||$headerScroller.hide(),options.showTopPanel||$topPanelScroller.hide(),options.showHeaderRow||$headerRowScroller.hide(),$viewportTopL=$(\"<div class='slick-viewport slick-viewport-top slick-viewport-left' tabIndex='0' hideFocus />\").appendTo($paneTopL),$viewportTopR=$(\"<div class='slick-viewport slick-viewport-top slick-viewport-right' tabIndex='0' hideFocus />\").appendTo($paneTopR),$viewportBottomL=$(\"<div class='slick-viewport slick-viewport-bottom slick-viewport-left' tabIndex='0' hideFocus />\").appendTo($paneBottomL),$viewportBottomR=$(\"<div class='slick-viewport slick-viewport-bottom slick-viewport-right' tabIndex='0' hideFocus />\").appendTo($paneBottomR),$viewport=$().add($viewportTopL).add($viewportTopR).add($viewportBottomL).add($viewportBottomR),$activeViewportNode=$viewportTopL,$canvasTopL=$(\"<div class='grid-canvas grid-canvas-top grid-canvas-left' tabIndex='0' hideFocus />\").appendTo($viewportTopL),$canvasTopR=$(\"<div class='grid-canvas grid-canvas-top grid-canvas-right' tabIndex='0' hideFocus />\").appendTo($viewportTopR),$canvasBottomL=$(\"<div class='grid-canvas grid-canvas-bottom grid-canvas-left' tabIndex='0' hideFocus />\").appendTo($viewportBottomL),$canvasBottomR=$(\"<div class='grid-canvas grid-canvas-bottom grid-canvas-right' tabIndex='0' hideFocus />\").appendTo($viewportBottomR),options.viewportClass&&$viewport.toggleClass(options.viewportClass,!0),$canvas=$().add($canvasTopL).add($canvasTopR).add($canvasBottomL).add($canvasBottomR),scrollbarDimensions=scrollbarDimensions||measureScrollbar(),$activeCanvasNode=$canvasTopL,$preHeaderPanelSpacer&&$preHeaderPanelSpacer.css(\"width\",getCanvasWidth()+scrollbarDimensions.width+\"px\"),$headers.width(getHeadersWidth()),$headerRowSpacerL.css(\"width\",getCanvasWidth()+scrollbarDimensions.width+\"px\"),$headerRowSpacerR.css(\"width\",getCanvasWidth()+scrollbarDimensions.width+\"px\"),options.createFooterRow&&($footerRowScrollerR=$(\"<div class='slick-footerrow ui-state-default' />\").appendTo($paneTopR),$footerRowScrollerL=$(\"<div class='slick-footerrow ui-state-default' />\").appendTo($paneTopL),$footerRowScroller=$().add($footerRowScrollerL).add($footerRowScrollerR),$footerRowSpacerL=$(\"<div style='display:block;height:1px;position:absolute;top:0;left:0;'></div>\").css(\"width\",getCanvasWidth()+scrollbarDimensions.width+\"px\").appendTo($footerRowScrollerL),$footerRowSpacerR=$(\"<div style='display:block;height:1px;position:absolute;top:0;left:0;'></div>\").css(\"width\",getCanvasWidth()+scrollbarDimensions.width+\"px\").appendTo($footerRowScrollerR),$footerRowL=$(\"<div class='slick-footerrow-columns slick-footerrow-columns-left' />\").appendTo($footerRowScrollerL),$footerRowR=$(\"<div class='slick-footerrow-columns slick-footerrow-columns-right' />\").appendTo($footerRowScrollerR),$footerRow=$().add($footerRowL).add($footerRowR),options.showFooterRow||$footerRowScroller.hide()),$focusSink2=$focusSink.clone().appendTo($container),options.explicitInitialization||finishInitialization()}function finishInitialization(){initialized||(initialized=!0,getViewportWidth(),getViewportHeight(),measureCellPaddingAndBorder(),disableSelection($headers),options.enableTextSelectionOnCells||$viewport.on(\"selectstart.ui\",(function(e){return $(e.target).is(\"input,textarea\")})),setFrozenOptions(),setPaneVisibility(),setScroller(),setOverflow(),updateColumnCaches(),createColumnHeaders(),createColumnGroupHeaders(),createColumnFooter(),setupColumnSort(),createCssRules(),resizeCanvas(),bindAncestorScrollEvents(),$container.on(\"resize.slickgrid\",resizeCanvas),$viewport.on(\"scroll\",handleScroll),$.fn.mousewheel&&$viewport.on(\"mousewheel\",handleMouseWheel),$headerScroller.on(\"contextmenu\",handleHeaderContextMenu).on(\"click\",handleHeaderClick).on(\"mouseenter\",\".slick-header-column\",handleHeaderMouseEnter).on(\"mouseleave\",\".slick-header-column\",handleHeaderMouseLeave),$headerRowScroller.on(\"scroll\",handleHeaderRowScroll),options.createFooterRow&&($footerRow.on(\"contextmenu\",handleFooterContextMenu).on(\"click\",handleFooterClick),$footerRowScroller.on(\"scroll\",handleFooterRowScroll)),options.createPreHeaderPanel&&$preHeaderPanelScroller.on(\"scroll\",handlePreHeaderPanelScroll),$focusSink.add($focusSink2).on(\"keydown\",handleKeyDown),$canvas.on(\"keydown\",handleKeyDown).on(\"click\",handleClick).on(\"dblclick\",handleDblClick).on(\"contextmenu\",handleContextMenu).on(\"draginit\",handleDragInit).on(\"dragstart\",{distance:3},handleDragStart).on(\"drag\",handleDrag).on(\"dragend\",handleDragEnd).on(\"mouseenter\",\".slick-cell\",handleMouseEnter).on(\"mouseleave\",\".slick-cell\",handleMouseLeave),restoreCssFromHiddenInit())}function cacheCssForHiddenInit(){($hiddenParents=$container.parents().addBack().not(\":visible\")).each((function(){var e={};for(var o in cssShow)e[o]=this.style[o],this.style[o]=cssShow[o];oldProps.push(e)}))}function restoreCssFromHiddenInit(){$hiddenParents.each((function(e){var o=oldProps[e];for(var t in cssShow)this.style[t]=o[t]}))}function hasFrozenColumns(){return options.frozenColumn>-1}function registerPlugin(e){plugins.unshift(e),e.init(self)}function unregisterPlugin(e){for(var o=plugins.length;o>=0;o--)if(plugins[o]===e){plugins[o].destroy&&plugins[o].destroy(),plugins.splice(o,1);break}}function getPluginByName(e){for(var o=plugins.length-1;o>=0;o--)if(plugins[o].pluginName===e)return plugins[o]}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(e,o){e||(e=0),o||(o=0);var t=\"number\"==typeof e?e:getColumnIndex(e);return hasFrozenRows&&o>=actualFrozenRow+(options.frozenBottom?0:1)?hasFrozenColumns()&&t>options.frozenColumn?$canvasBottomR[0]:$canvasBottomL[0]:hasFrozenColumns()&&t>options.frozenColumn?$canvasTopR[0]:$canvasTopL[0]}function getActiveCanvasNode(e){return setActiveCanvasNode(e),$activeCanvasNode[0]}function getCanvases(){return $canvas}function setActiveCanvasNode(e){e&&($activeCanvasNode=$(e.target).closest(\".grid-canvas\"))}function getViewportNode(){return $viewport[0]}function getActiveViewportNode(e){return setActiveViewPortNode(e),$activeViewportNode[0]}function setActiveViewportNode(e){e&&($activeViewportNode=$(e.target).closest(\".slick-viewport\"))}function measureScrollbar(){var e=$('<div class=\"'+$viewport.className+'\" style=\"position:absolute; top:-10000px; left:-10000px; overflow:auto; width:100px; height:100px;\"></div>').appendTo(\"body\"),o=$('<div style=\"width:200px; height:200px; overflow:auto;\"></div>').appendTo(e),t={width:e[0].offsetWidth-e[0].clientWidth,height:e[0].offsetHeight-e[0].clientHeight};return o.remove(),e.remove(),t}function getHeadersWidth(){headersWidth=headersWidthL=headersWidthR=0;for(var e=!options.autoHeight,o=0,t=columns.length;o<t;o++){var n=columns[o].width;options.frozenColumn>-1&&o>options.frozenColumn?headersWidthR+=n:headersWidthL+=n}return e&&(options.frozenColumn>-1&&o>options.frozenColumn?headersWidthR+=scrollbarDimensions.width:headersWidthL+=scrollbarDimensions.width),hasFrozenColumns()?(headersWidthL+=1e3,headersWidthR=Math.max(headersWidthR,viewportW)+headersWidthL,headersWidthR+=scrollbarDimensions.width):(headersWidthL+=scrollbarDimensions.width,headersWidthL=Math.max(headersWidthL,viewportW)+1e3),headersWidth=headersWidthL+headersWidthR,Math.max(headersWidth,viewportW)+1e3}function getHeadersWidthL(){return headersWidthL=0,columns.forEach((function(e,o){options.frozenColumn>-1&&o>options.frozenColumn||(headersWidthL+=e.width)})),hasFrozenColumns()?headersWidthL+=1e3:(headersWidthL+=scrollbarDimensions.width,headersWidthL=Math.max(headersWidthL,viewportW)+1e3),headersWidthL}function getHeadersWidthR(){return headersWidthR=0,columns.forEach((function(e,o){options.frozenColumn>-1&&o>options.frozenColumn&&(headersWidthR+=e.width)})),hasFrozenColumns()&&(headersWidthR=Math.max(headersWidthR,viewportW)+getHeadersWidthL(),headersWidthR+=scrollbarDimensions.width),headersWidthR}function getCanvasWidth(){var e=viewportHasVScroll?viewportW-scrollbarDimensions.width:viewportW,o=columns.length;for(canvasWidthL=canvasWidthR=0;o--;)hasFrozenColumns()&&o>options.frozenColumn?canvasWidthR+=columns[o].width:canvasWidthL+=columns[o].width;var t=canvasWidthL+canvasWidthR;return options.fullWidthRows?Math.max(t,e):t}function updateCanvasWidth(e){var o,t=canvasWidth,n=canvasWidthL,l=canvasWidthR;((o=(canvasWidth=getCanvasWidth())!==t||canvasWidthL!==n||canvasWidthR!==l)||hasFrozenColumns()||hasFrozenRows)&&($canvasTopL.width(canvasWidthL),getHeadersWidth(),$headerL.width(headersWidthL),$headerR.width(headersWidthR),hasFrozenColumns()?($canvasTopR.width(canvasWidthR),$paneHeaderL.width(canvasWidthL),$paneHeaderR.css(\"left\",canvasWidthL),$paneHeaderR.css(\"width\",viewportW-canvasWidthL),$paneTopL.width(canvasWidthL),$paneTopR.css(\"left\",canvasWidthL),$paneTopR.css(\"width\",viewportW-canvasWidthL),$headerRowScrollerL.width(canvasWidthL),$headerRowScrollerR.width(viewportW-canvasWidthL),$headerRowL.width(canvasWidthL),$headerRowR.width(canvasWidthR),options.createFooterRow&&($footerRowScrollerL.width(canvasWidthL),$footerRowScrollerR.width(viewportW-canvasWidthL),$footerRowL.width(canvasWidthL),$footerRowR.width(canvasWidthR)),options.createPreHeaderPanel&&$preHeaderPanel.width(canvasWidth),$viewportTopL.width(canvasWidthL),$viewportTopR.width(viewportW-canvasWidthL),hasFrozenRows&&($paneBottomL.width(canvasWidthL),$paneBottomR.css(\"left\",canvasWidthL),$viewportBottomL.width(canvasWidthL),$viewportBottomR.width(viewportW-canvasWidthL),$canvasBottomL.width(canvasWidthL),$canvasBottomR.width(canvasWidthR))):($paneHeaderL.width(\"100%\"),$paneTopL.width(\"100%\"),$headerRowScrollerL.width(\"100%\"),$headerRowL.width(canvasWidth),options.createFooterRow&&($footerRowScrollerL.width(\"100%\"),$footerRowL.width(canvasWidth)),options.createPreHeaderPanel&&($preHeaderPanel.width(\"100%\"),$preHeaderPanel.width(canvasWidth)),$viewportTopL.width(\"100%\"),hasFrozenRows&&($viewportBottomL.width(\"100%\"),$canvasBottomL.width(canvasWidthL))),viewportHasHScroll=canvasWidth>viewportW-scrollbarDimensions.width),$headerRowSpacerL.width(canvasWidth+(viewportHasVScroll?scrollbarDimensions.width:0)),$headerRowSpacerR.width(canvasWidth+(viewportHasVScroll?scrollbarDimensions.width:0)),options.createFooterRow&&($footerRowSpacerL.width(canvasWidth+(viewportHasVScroll?scrollbarDimensions.width:0)),$footerRowSpacerR.width(canvasWidth+(viewportHasVScroll?scrollbarDimensions.width:0))),(o||e)&&applyColumnWidths()}function disableSelection(e){e&&e.jquery&&e.attr(\"unselectable\",\"on\").css(\"MozUserSelect\",\"none\").on(\"selectstart.ui\",(function(){return!1}))}function getMaxSupportedCssHeight(){for(var e=1e6,o=navigator.userAgent.toLowerCase().match(/firefox/)?6e6:1e9,t=$(\"<div style='display:none' />\").appendTo(document.body);;){var n=2*e;if(t.css(\"height\",n),n>o||t.height()!==n)break;e=n}return t.remove(),e}function getUID(){return uid}function getHeaderColumnWidthDiff(){return headerColumnWidthDiff}function getScrollbarDimensions(){return scrollbarDimensions}function bindAncestorScrollEvents(){for(var e=hasFrozenRows&&!options.frozenBottom?$canvasBottomL[0]:$canvasTopL[0];(e=e.parentNode)!=document.body&&null!=e;)if(e==$viewportTopL[0]||e.scrollWidth!=e.clientWidth||e.scrollHeight!=e.clientHeight){var o=$(e);$boundAncestors=$boundAncestors?$boundAncestors.add(o):o,o.on(\"scroll.\"+uid,handleActiveCellPositionChange)}}function unbindAncestorScrollEvents(){$boundAncestors&&($boundAncestors.off(\"scroll.\"+uid),$boundAncestors=null)}function updateColumnHeader(e,o,t){if(initialized){var n=getColumnIndex(e);if(null!=n){var l=columns[n],r=$headers.children().eq(n);r&&(void 0!==o&&(columns[n].name=o),void 0!==t&&(columns[n].toolTip=t),trigger(self.onBeforeHeaderCellDestroy,{node:r[0],column:l,grid:self}),r.attr(\"title\",t||\"\").children().eq(0).html(o),trigger(self.onHeaderCellRendered,{node:r[0],column:l,grid:self}))}}}function getHeader(e){if(!e)return hasFrozenColumns()?$headers:$headerL;var o=getColumnIndex(e.id);return hasFrozenColumns()?o<=options.frozenColumn?$headerL:$headerR:$headerL}function getHeaderColumn(e){var o=\"number\"==typeof e?e:getColumnIndex(e),t=hasFrozenColumns()?o<=options.frozenColumn?$headerL:$headerR:$headerL,n=hasFrozenColumns()?o<=options.frozenColumn?o:o-options.frozenColumn-1:o,l=t.children().eq(n);return l&&l[0]}function getHeaderRow(){return hasFrozenColumns()?$headerRow:$headerRow[0]}function getFooterRow(){return hasFrozenColumns()?$footerRow:$footerRow[0]}function getPreHeaderPanel(){return $preHeaderPanel[0]}function getPreHeaderPanelRight(){return $preHeaderPanelR[0]}function getHeaderRowColumn(e){var o,t=\"number\"==typeof e?e:getColumnIndex(e);hasFrozenColumns()?t<=options.frozenColumn?o=$headerRowL:(o=$headerRowR,t-=options.frozenColumn+1):o=$headerRowL;var n=o.children().eq(t);return n&&n[0]}function getFooterRowColumn(e){var o,t=\"number\"==typeof e?e:getColumnIndex(e);hasFrozenColumns()?t<=options.frozenColumn?o=$footerRowL:(o=$footerRowR,t-=options.frozenColumn+1):o=$footerRowL;var n=o&&o.children().eq(t);return n&&n[0]}function createColumnFooter(){if(options.createFooterRow){$footerRow.find(\".slick-footerrow-column\").each((function(){var e=$(this).data(\"column\");e&&trigger(self.onBeforeFooterRowCellDestroy,{node:this,column:e,grid:self})})),$footerRowL.empty(),$footerRowR.empty();for(var e=0;e<columns.length;e++){var o=columns[e],t=$(\"<div class='ui-state-default slick-footerrow-column l\"+e+\" r\"+e+\"'></div>\").data(\"column\",o).addClass(hasFrozenColumns()&&e<=options.frozenColumn?\"frozen\":\"\").appendTo(hasFrozenColumns()&&e>options.frozenColumn?$footerRowR:$footerRowL);trigger(self.onFooterRowCellRendered,{node:t[0],column:o,grid:self})}}}function createColumnGroupHeaders(){var e=0,o=!1;if(treeColumns.hasDepth()){for(var t=0;t<$groupHeadersL.length;t++){$groupHeadersL[t].empty(),$groupHeadersR[t].empty();var n=treeColumns.getColumnsInDepth(t);for(var l in n){var r=n[l];e+=r.extractColumns().length,hasFrozenColumns()&&0===t&&e-1===options.frozenColumn&&(o=!0),$(\"<div class='ui-state-default slick-group-header-column' />\").html(\"<span class='slick-column-name'>\"+r.name+\"</span>\").attr(\"id\",\"\"+uid+r.id).attr(\"title\",r.toolTip||\"\").data(\"column\",r).addClass(r.headerCssClass||\"\").addClass(hasFrozenColumns()&&e-1>options.frozenColumn?\"frozen\":\"\").appendTo(hasFrozenColumns()&&e-1>options.frozenColumn?$groupHeadersR[t]:$groupHeadersL[t])}if(hasFrozenColumns()&&0===t&&!o){$groupHeadersL[t].empty(),$groupHeadersR[t].empty(),alert(\"All columns of group should to be grouped!\");break}}applyColumnGroupHeaderWidths()}}function createColumnHeaders(){function e(){$(this).addClass(\"ui-state-hover\")}function o(){$(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})})),$headerL.empty(),$headerR.empty(),getHeadersWidth(),$headerL.width(headersWidthL),$headerR.width(headersWidthR),$headerRow.find(\".slick-headerrow-column\").each((function(){var e=$(this).data(\"column\");e&&trigger(self.onBeforeHeaderRowCellDestroy,{node:this,column:e,grid:self})})),$headerRowL.empty(),$headerRowR.empty(),options.createFooterRow&&($footerRowL.find(\".slick-footerrow-column\").each((function(){var e=$(this).data(\"column\");e&&trigger(self.onBeforeFooterRowCellDestroy,{node:this,column:e,grid:self})})),$footerRowL.empty(),hasFrozenColumns()&&($footerRowR.find(\".slick-footerrow-column\").each((function(){var e=$(this).data(\"column\");e&&trigger(self.onBeforeFooterRowCellDestroy,{node:this,column:e,grid:self})})),$footerRowR.empty()));for(var t=0;t<columns.length;t++){var n=columns[t],l=hasFrozenColumns()?t<=options.frozenColumn?$headerL:$headerR:$headerL,r=hasFrozenColumns()?t<=options.frozenColumn?$headerRowL:$headerRowR:$headerRowL,i=$(\"<div class='ui-state-default slick-header-column' />\").html(\"<span class='slick-column-name'>\"+n.name+\"</span>\").width(n.width-headerColumnWidthDiff).attr(\"id\",\"\"+uid+n.id).attr(\"title\",n.toolTip||\"\").data(\"column\",n).addClass(n.headerCssClass||\"\").addClass(hasFrozenColumns()&&t<=options.frozenColumn?\"frozen\":\"\").appendTo(l);if((options.enableColumnReorder||n.sortable)&&i.on(\"mouseenter\",e).on(\"mouseleave\",o),n.hasOwnProperty(\"headerCellAttrs\")&&n.headerCellAttrs instanceof Object)for(var a in n.headerCellAttrs)n.headerCellAttrs.hasOwnProperty(a)&&i.attr(a,n.headerCellAttrs[a]);if(n.sortable&&(i.addClass(\"slick-header-sortable\"),i.append(\"<span class='slick-sort-indicator\"+(options.numberedMultiColumnSort&&!options.sortColNumberInSeparateSpan?\" slick-sort-indicator-numbered\":\"\")+\"' />\"),options.numberedMultiColumnSort&&options.sortColNumberInSeparateSpan&&i.append(\"<span class='slick-sort-indicator-numbered' />\")),trigger(self.onHeaderCellRendered,{node:i[0],column:n,grid:self}),options.showHeaderRow){var s=$(\"<div class='ui-state-default slick-headerrow-column l\"+t+\" r\"+t+\"'></div>\").data(\"column\",n).addClass(hasFrozenColumns()&&t<=options.frozenColumn?\"frozen\":\"\").appendTo(r);trigger(self.onHeaderRowCellRendered,{node:s[0],column:n,grid:self})}if(options.createFooterRow&&options.showFooterRow){var d=$(\"<div class='ui-state-default slick-footerrow-column l\"+t+\" r\"+t+\"'></div>\").data(\"column\",n).appendTo($footerRow);trigger(self.onFooterRowCellRendered,{node:d[0],column:n,grid:self})}}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,!$(e.target).hasClass(\"slick-resizable-handle\"))){var o=$(e.target).closest(\".slick-header-column\");if(o.length){var t=o.data(\"column\");if(t.sortable){if(!getEditorLock().commitCurrentEdit())return;for(var n=null,l=0;l<sortColumns.length;l++)if(sortColumns[l].columnId==t.id){(n=sortColumns[l]).sortAsc=!n.sortAsc;break}var r=!!n;options.tristateMultiColumnSort?(n||(n={columnId:t.id,sortAsc:t.defaultSortAsc}),r&&n.sortAsc&&(sortColumns.splice(l,1),n=null),options.multiColumnSort||(sortColumns=[]),!n||r&&options.multiColumnSort||sortColumns.push(n)):e.metaKey&&options.multiColumnSort?n&&sortColumns.splice(l,1):((e.shiftKey||e.metaKey)&&options.multiColumnSort||(sortColumns=[]),n?0===sortColumns.length&&sortColumns.push(n):(n={columnId:t.id,sortAsc:t.defaultSortAsc},sortColumns.push(n))),setSortColumns(sortColumns),options.multiColumnSort?trigger(self.onSort,{multiColumnSort:!0,sortCols:$.map(sortColumns,(function(e){return{columnId:columns[getColumnIndex(e.columnId)].id,sortCol:columns[getColumnIndex(e.columnId)],sortAsc:e.sortAsc}}))},e):trigger(self.onSort,{multiColumnSort:!1,columnId:sortColumns.length>0?t.id:null,sortCol:sortColumns.length>0?t:null,sortAsc:!(sortColumns.length>0)||sortColumns[0].sortAsc},e)}}}}))}function currentPositionInHeader(e){var o=0;return $headers.find(\".slick-header-column\").each((function(t){if(this.id==e)return o=t,!1})),o}function limitPositionInGroup(e){var o,t=0,n=0;return treeColumns.getColumnsInDepth($groupHeadersL.length-1).some((function(l){return t=n,n+=l.columns.length,l.columns.some((function(t){return t.id===e&&(o=l),o})),o})),n--,{start:t,end:n,group:o}}function remove(e,o){var t=e.lastIndexOf(o);t>-1&&(e.splice(t,1),remove(e,o))}function columnPositionValidInGroup(e){var o=currentPositionInHeader(e[0].id),t=limitPositionInGroup(e.data(\"column\").id),n=t.start<=o&&o<=t.end;return{limit:t,valid:n,message:n?\"\":'Column \"'.concat(e.text(),'\" can be reordered only within the \"',t.group.name,'\" group!')}}function setupColumnReorder(){$headers.filter(\":ui-sortable\").sortable(\"destroy\");var e,o=null;function t(){$viewportScrollContainerX[0].scrollLeft=$viewportScrollContainerX[0].scrollLeft+10}function n(){$viewportScrollContainerX[0].scrollLeft=$viewportScrollContainerX[0].scrollLeft-10}$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(o,t){t.placeholder.width(t.helper.outerWidth()-headerColumnWidthDiff),e=!hasFrozenColumns()||t.placeholder.offset().left+t.placeholder.width()>$viewportScrollContainerX.offset().left,$(t.helper).addClass(\"slick-header-column-active\")},beforeStop:function(e,o){$(o.helper).removeClass(\"slick-header-column-active\")},sort:function(l,r){e&&l.originalEvent.pageX>$container[0].clientWidth?o||(o=setInterval(t,100)):e&&l.originalEvent.pageX<$viewportScrollContainerX.offset().left?o||(o=setInterval(n,100)):(clearInterval(o),o=null)},stop:function(e,t){var n=!1;clearInterval(o),o=null;var l=null;if(treeColumns.hasDepth()){var r=columnPositionValidInGroup(t.item);l=r.limit,(n=!r.valid)&&alert(r.message)}if(!n&&getEditorLock().commitCurrentEdit()){var i=$headerL.sortable(\"toArray\");i=i.concat($headerR.sortable(\"toArray\"));for(var a=[],s=0;s<i.length;s++)a.push(columns[getColumnIndex(i[s].replace(uid,\"\"))]);setColumns(a),trigger(self.onColumnsReordered,{impactedColumns:getImpactedColumns(l)}),e.stopPropagation(),setupColumnResize()}else $(this).sortable(\"cancel\")}})}function getImpactedColumns(e){var o=[];if(e)for(var t=e.start;t<=e.end;t++)o.push(columns[t]);else o=columns;return o}function setupColumnResize(){var e,o,t,n,l,r,i,a,s;(l=$headers.children()).find(\".slick-resizable-handle\").remove(),l.each((function(e,o){e>=columns.length||columns[e].resizable&&(void 0===a&&(a=e),s=e)})),void 0!==a&&l.each((function(d,c){d>=columns.length||d<a||options.forceFitColumns&&d>=s||($(c),$(\"<div class='slick-resizable-handle' />\").appendTo(c).on(\"dragstart\",(function(o,a){if(!getEditorLock().commitCurrentEdit())return!1;n=o.pageX,$(this).parent().addClass(\"slick-header-column-active\");var s=null,c=null;if(l.each((function(e,o){e>=columns.length||(columns[e].previousWidth=$(o).outerWidth())})),options.forceFitColumns)for(s=0,c=0,e=d+1;e<columns.length;e++)(t=columns[e]).resizable&&(null!==c&&(t.maxWidth?c+=t.maxWidth-t.previousWidth:c=null),s+=t.previousWidth-Math.max(t.minWidth||0,absoluteColumnMinWidth));var u=0,h=0;for(e=0;e<=d;e++)(t=columns[e]).resizable&&(null!==h&&(t.maxWidth?h+=t.maxWidth-t.previousWidth:h=null),u+=t.previousWidth-Math.max(t.minWidth||0,absoluteColumnMinWidth));null===s&&(s=1e5),null===u&&(u=1e5),null===c&&(c=1e5),null===h&&(h=1e5),i=n+Math.min(s,h),r=n-Math.min(u,c)})).on(\"drag\",(function(l,a){columnResizeDragging=!0;var s,c,u=Math.min(i,Math.max(r,l.pageX))-n,h=0;if(u<0){for(c=u,e=d;e>=0;e--)(t=columns[e]).resizable&&(s=Math.max(t.minWidth||0,absoluteColumnMinWidth),c&&t.previousWidth+c<s?(c+=t.previousWidth-s,t.width=s):(t.width=t.previousWidth+c,c=0));for(o=0;o<=d;o++)t=columns[o],hasFrozenColumns()&&o>options.frozenColumn?t.width:h+=t.width;if(options.forceFitColumns)for(c=-u,e=d+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),hasFrozenColumns()&&e>options.frozenColumn?t.width:h+=t.width);else for(e=d+1;e<columns.length;e++)t=columns[e],hasFrozenColumns()&&e>options.frozenColumn?t.width:h+=t.width;if(options.forceFitColumns)for(c=-u,e=d+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,h=0,0,e=d;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));for(o=0;o<=d;o++)t=columns[o],hasFrozenColumns()&&o>options.frozenColumn?t.width:h+=t.width;if(options.forceFitColumns)for(c=-u,e=d+1;e<columns.length;e++)(t=columns[e]).resizable&&(s=Math.max(t.minWidth||0,absoluteColumnMinWidth),c&&t.previousWidth+c<s?(c+=t.previousWidth-s,t.width=s):(t.width=t.previousWidth+c,c=0),hasFrozenColumns()&&e>options.frozenColumn?t.width:h+=t.width);else for(e=d+1;e<columns.length;e++)t=columns[e],hasFrozenColumns()&&e>options.frozenColumn?t.width:h+=t.width}hasFrozenColumns()&&h!=canvasWidthL&&($headerL.width(h+1e3),$paneHeaderR.css(\"left\",h)),applyColumnHeaderWidths(),applyColumnGroupHeaderWidths(),options.syncColumnCellResize&&applyColumnWidths(),trigger(self.onColumnsDrag,{triggeredByColumn:$(this).parent().attr(\"id\").replace(uid,\"\"),resizeHandle:$(this)})})).on(\"dragend\",(function(o,n){$(this).parent().removeClass(\"slick-header-column-active\");var r,i=$(this).parent().attr(\"id\").replace(uid,\"\");for(!0===trigger(self.onBeforeColumnsResize,{triggeredByColumn:i})&&(applyColumnHeaderWidths(),applyColumnGroupHeaderWidths()),e=0;e<columns.length;e++)t=columns[e],r=$(l[e]).outerWidth(),t.previousWidth!==r&&t.rerenderOnResize&&invalidateAllRows();updateCanvasWidth(!0),render(),trigger(self.onColumnsResized,{triggeredByColumn:i}),setTimeout((function(){columnResizeDragging=!1}),300)})))}))}function getVBoxDelta(e){var o=0;return e&&\"function\"==typeof e.css&&$.each([\"borderTopWidth\",\"borderBottomWidth\",\"paddingTop\",\"paddingBottom\"],(function(t,n){o+=parseFloat(e.css(n))||0})),o}function setFrozenOptions(){if(options.frozenColumn=options.frozenColumn>=0&&options.frozenColumn<columns.length?parseInt(options.frozenColumn):-1,options.frozenRow>-1){hasFrozenRows=!0,frozenRowsHeight=options.frozenRow*options.rowHeight;var e=getDataLength();actualFrozenRow=options.frozenBottom?e-options.frozenRow:options.frozenRow}else hasFrozenRows=!1}function setPaneVisibility(){hasFrozenColumns()?($paneHeaderR.show(),$paneTopR.show(),hasFrozenRows?($paneBottomL.show(),$paneBottomR.show()):($paneBottomR.hide(),$paneBottomL.hide())):($paneHeaderR.hide(),$paneTopR.hide(),$paneBottomR.hide(),hasFrozenRows?$paneBottomL.show():($paneBottomR.hide(),$paneBottomL.hide()))}function setOverflow(){$viewportTopL.css({\"overflow-x\":hasFrozenColumns()?hasFrozenRows&&!options.alwaysAllowHorizontalScroll?\"hidden\":\"scroll\":hasFrozenRows&&!options.alwaysAllowHorizontalScroll?\"hidden\":\"auto\",\"overflow-y\":options.alwaysShowVerticalScroll?\"scroll\":hasFrozenColumns()?\"hidden\":hasFrozenRows?\"scroll\":\"auto\"}),$viewportTopR.css({\"overflow-x\":hasFrozenColumns()?hasFrozenRows&&!options.alwaysAllowHorizontalScroll?\"hidden\":\"scroll\":hasFrozenRows&&!options.alwaysAllowHorizontalScroll?\"hidden\":\"auto\",\"overflow-y\":options.alwaysShowVerticalScroll?\"scroll\":(hasFrozenColumns(),hasFrozenRows?\"scroll\":\"auto\")}),$viewportBottomL.css({\"overflow-x\":hasFrozenColumns()?hasFrozenRows&&!options.alwaysAllowHorizontalScroll?\"scroll\":\"auto\":(hasFrozenRows&&options.alwaysAllowHorizontalScroll,\"auto\"),\"overflow-y\":options.alwaysShowVerticalScroll?\"scroll\":hasFrozenColumns()?\"hidden\":hasFrozenRows?\"scroll\":\"auto\"}),$viewportBottomR.css({\"overflow-x\":hasFrozenColumns()?hasFrozenRows&&!options.alwaysAllowHorizontalScroll?\"scroll\":\"auto\":(hasFrozenRows&&options.alwaysAllowHorizontalScroll,\"auto\"),\"overflow-y\":options.alwaysShowVerticalScroll?\"scroll\":(hasFrozenColumns(),\"auto\")}),options.viewportClass&&($viewportTopL.toggleClass(options.viewportClass,!0),$viewportTopR.toggleClass(options.viewportClass,!0),$viewportBottomL.toggleClass(options.viewportClass,!0),$viewportBottomR.toggleClass(options.viewportClass,!0))}function setScroller(){hasFrozenColumns()?($headerScrollContainer=$headerScrollerR,$headerRowScrollContainer=$headerRowScrollerR,$footerRowScrollContainer=$footerRowScrollerR,hasFrozenRows?options.frozenBottom?($viewportScrollContainerX=$viewportBottomR,$viewportScrollContainerY=$viewportTopR):$viewportScrollContainerX=$viewportScrollContainerY=$viewportBottomR:$viewportScrollContainerX=$viewportScrollContainerY=$viewportTopR):($headerScrollContainer=$headerScrollerL,$headerRowScrollContainer=$headerRowScrollerL,$footerRowScrollContainer=$footerRowScrollerL,hasFrozenRows?options.frozenBottom?($viewportScrollContainerX=$viewportBottomL,$viewportScrollContainerY=$viewportTopL):$viewportScrollContainerX=$viewportScrollContainerY=$viewportBottomL:$viewportScrollContainerX=$viewportScrollContainerY=$viewportTopL)}function measureCellPaddingAndBorder(){var e,o=[\"borderLeftWidth\",\"borderRightWidth\",\"paddingLeft\",\"paddingRight\"],t=[\"borderTopWidth\",\"borderBottomWidth\",\"paddingTop\",\"paddingBottom\"],n=$.fn.jquery.split(\".\");jQueryNewWidthBehaviour=1==n[0]&&n[1]>=8||n[0]>=2,e=$(\"<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(o,(function(o,t){headerColumnWidthDiff+=parseFloat(e.css(t))||0})),$.each(t,(function(o,t){headerColumnHeightDiff+=parseFloat(e.css(t))||0}))),e.remove();var l=$(\"<div class='slick-row' />\").appendTo($canvas);e=$(\"<div class='slick-cell' id='' style='visibility:hidden'>-</div>\").appendTo(l),cellWidthDiff=cellHeightDiff=0,\"border-box\"!=e.css(\"box-sizing\")&&\"border-box\"!=e.css(\"-moz-box-sizing\")&&\"border-box\"!=e.css(\"-webkit-box-sizing\")&&($.each(o,(function(o,t){cellWidthDiff+=parseFloat(e.css(t))||0})),$.each(t,(function(o,t){cellHeightDiff+=parseFloat(e.css(t))||0}))),l.remove(),absoluteColumnMinWidth=Math.max(headerColumnWidthDiff,cellWidthDiff)}function createCssRules(){$style=$(\"<style type='text/css' rel='stylesheet' />\").appendTo($(\"head\"));for(var e=options.rowHeight-cellHeightDiff,o=[\".\"+uid+\" .slick-group-header-column { left: 1000px; }\",\".\"+uid+\" .slick-header-column { left: 1000px; }\",\".\"+uid+\" .slick-top-panel { height:\"+options.topPanelHeight+\"px; }\",\".\"+uid+\" .slick-preheader-panel { height:\"+options.preHeaderPanelHeight+\"px; }\",\".\"+uid+\" .slick-headerrow-columns { height:\"+options.headerRowHeight+\"px; }\",\".\"+uid+\" .slick-footerrow-columns { height:\"+options.footerRowHeight+\"px; }\",\".\"+uid+\" .slick-cell { height:\"+e+\"px; }\",\".\"+uid+\" .slick-row { height:\"+options.rowHeight+\"px; }\"],t=0;t<columns.length;t++)o.push(\".\"+uid+\" .l\"+t+\" { }\"),o.push(\".\"+uid+\" .r\"+t+\" { }\");$style[0].styleSheet?$style[0].styleSheet.cssText=o.join(\" \"):$style[0].appendChild(document.createTextNode(o.join(\" \")))}function getColumnCssRules(e){var o;if(!stylesheet){var t=document.styleSheets;for(o=0;o<t.length;o++)if((t[o].ownerNode||t[o].owningElement)==$style[0]){stylesheet=t[o];break}if(!stylesheet)throw new Error(\"Cannot find stylesheet.\");columnCssRulesL=[],columnCssRulesR=[];var n,l,r=stylesheet.cssRules||stylesheet.rules;for(o=0;o<r.length;o++){var i=r[o].selectorText;(n=/\\.l\\d+/.exec(i))?(l=parseInt(n[0].substr(2,n[0].length-2),10),columnCssRulesL[l]=r[o]):(n=/\\.r\\d+/.exec(i))&&(l=parseInt(n[0].substr(2,n[0].length-2),10),columnCssRulesR[l]=r[o])}}return{left:columnCssRulesL[e],right:columnCssRulesR[e]}}function removeCssRules(){$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)}var canvas=null,canvas_context=null;function autosizeColumn(e,o){var t=e;if(\"number\"==typeof e)t=columns[e];else if(\"string\"==typeof e)for(var n=0;n<columns.length;n++)columns[n].Id===e&&(t=columns[n]);getColAutosizeWidth(t,$(getCanvasNode(0,0)),o)}function autosizeColumns(e,o){if((e=e||options.autosizeColsMode)!==Slick.GridAutosizeColsMode.LegacyForceFit&&e!==Slick.GridAutosizeColsMode.LegacyOff){if(e!==Slick.GridAutosizeColsMode.None){(canvas=document.createElement(\"canvas\"))&&canvas.getContext&&(canvas_context=canvas.getContext(\"2d\"));var t,n,l,r,i=$(getCanvasNode(0,0)),a=viewportHasVScroll?viewportW-scrollbarDimensions.width:viewportW,s=0,d=0,c=0,u=0,h=0;for(t=0;t<columns.length;t++)getColAutosizeWidth(n=columns[t],i,o),h+=n.autoSize.autosizeMode===Slick.ColAutosizeMode.Locked?n.width:0,u+=n.autoSize.autosizeMode===Slick.ColAutosizeMode.Locked?n.width:n.minWidth,s+=n.autoSize.widthPx,d+=n.autoSize.sizeToRemaining?0:n.autoSize.widthPx,c+=n.autoSize.sizeToRemaining&&n.minWidth||0;var p=s-d;if(e===Slick.GridAutosizeColsMode.FitViewportToCols){var m=s+scrollbarDimensions.width;e=Slick.GridAutosizeColsMode.IgnoreViewport,options.viewportMaxWidthPx&&m>options.viewportMaxWidthPx?(m=options.viewportMaxWidthPx,e=Slick.GridAutosizeColsMode.FitColsToViewport):options.viewportMinWidthPx&&m<options.viewportMinWidthPx&&(m=options.viewportMinWidthPx,e=Slick.GridAutosizeColsMode.FitColsToViewport),$container.width(m)}if(e===Slick.GridAutosizeColsMode.FitColsToViewport)if(p>0&&d<a-c)for(t=0;t<columns.length;t++){var w=a-d;l=(n=columns[t]).autoSize.sizeToRemaining?w*n.autoSize.widthPx/p:n.autoSize.widthPx,n.rerenderOnResize&&n.width!=l&&(r=!0),n.width=l}else if(options.viewportSwitchToScrollModeWidthPercent&&d+c>a*options.viewportSwitchToScrollModeWidthPercent/100||u>a)e=Slick.GridAutosizeColsMode.IgnoreViewport;else{var v=d-h,f=a-h-c;for(t=0;t<columns.length;t++)l=(n=columns[t]).width,n.autoSize.autosizeMode!==Slick.ColAutosizeMode.Locked&&(n.autoSize.sizeToRemaining?l=n.minWidth:((l=f/v*n.autoSize.widthPx)<n.minWidth&&(l=n.minWidth),v-=n.autoSize.widthPx,f-=l)),n.rerenderOnResize&&n.width!=l&&(r=!0),n.width=l}if(e===Slick.GridAutosizeColsMode.IgnoreViewport)for(t=0;t<columns.length;t++)l=columns[t].autoSize.widthPx,columns[t].rerenderOnResize&&columns[t].width!=l&&(r=!0),columns[t].width=l;reRenderColumns(r)}}else legacyAutosizeColumns()}function LogColWidths(){for(var e=\"Col Widths:\",o=0;o<columns.length;o++)e+=\" \"+columns[o].width;console.log(e)}function getColAutosizeWidth(e,o,t){var n=e.autoSize;if(n.widthPx=e.width,n.autosizeMode!==Slick.ColAutosizeMode.Locked&&n.autosizeMode!==Slick.ColAutosizeMode.Guide){var l=getDataLength();if(n.autosizeMode===Slick.ColAutosizeMode.ContentIntelligent){var r,i=n.colDataTypeOf;if(l>0){var a=getDataItem(0);a&&\"object\"===(i=typeof(r=a[e.field]))&&(r instanceof Date&&(i=\"date\"),\"undefined\"!=typeof moment&&r instanceof moment&&(i=\"moment\"))}\"boolean\"===i&&(n.colValueArray=[!0,!1]),\"number\"===i&&(n.valueFilterMode=Slick.ValueFilterMode.GetGreatestAndSub,n.rowSelectionMode=Slick.RowSelectionMode.AllRows),\"string\"===i&&(n.valueFilterMode=Slick.ValueFilterMode.GetLongestText,n.rowSelectionMode=Slick.RowSelectionMode.AllRows,n.allowAddlPercent=5),\"date\"===i&&(n.colValueArray=[new Date(2009,8,30,12,20,20)]),\"moment\"===i&&\"undefined\"!=typeof moment&&(n.colValueArray=[moment([2009,8,30,12,20,20])])}var s=getColContentSize(e,o,t);s=s*(n.allowAddlPercent?1+n.allowAddlPercent/100:1)+options.autosizeColPaddingPx,e.minWidth&&s<e.minWidth&&(s=e.minWidth),e.maxWidth&&s>e.maxWidth&&(s=e.maxWidth),n.widthPx=s}}function getColContentSize(e,o,t){var n,l=e.autoSize,r=1,i=0,a=0;if(l.ignoreHeaderText||(a=getColHeaderWidth(e)),l.colValueArray)return i=getColWidth(e,o,l.colValueArray),Math.max(a,i);var s=getData();s.getItems&&(s=s.getItems());var d=(t?l.rowSelectionModeOnInit:void 0)||l.rowSelectionMode;if(d===Slick.RowSelectionMode.FirstRow&&(s=s.slice(0,1)),d===Slick.RowSelectionMode.LastRow&&(s=s.slice(s.length-1,s.length)),d===Slick.RowSelectionMode.FirstNRows&&(s=s.slice(0,l.rowSelectionCount)),l.valueFilterMode===Slick.ValueFilterMode.DeDuplicate){var c={};for(u=0,n=s.length;u<n;u++)c[s[u][e.field]]=!0;if(Object.keys)s=Object.keys(c);else for(var u in s=[],c)s.push(u)}if(l.valueFilterMode===Slick.ValueFilterMode.GetGreatestAndSub){var h,p=0;for(u=0,n=s.length;u<n;u++)w=s[u][e.field],Math.abs(w)>p&&(h=w,p=Math.abs(w));h=\"\"+h,s=[h=+(h=Array(h.length+1).join(\"9\"))]}if(l.valueFilterMode===Slick.ValueFilterMode.GetLongestTextAndSub){var m=0;for(u=0,n=s.length;u<n;u++)((w=s[u][e.field])||\"\").length>m&&(m=w.length);w=Array(m+1).join(\"m\"),r=options.autosizeTextAvgToMWidthRatio,s=[w]}if(l.valueFilterMode===Slick.ValueFilterMode.GetLongestText){m=0;var w,v=0;for(u=0,n=s.length;u<n;u++)((w=s[u][e.field])||\"\").length>m&&(m=w.length,v=u);s=[w=s[v][e.field]]}return i=getColWidth(e,o,s)*r,Math.max(a,i)}function getColWidth(e,o,t){var n=getColumnIndex(e.id),l=$('<div class=\"slick-row ui-widget-content\"></div>'),r=$('<div class=\"slick-cell\"></div>');r.css({position:\"absolute\",visibility:\"hidden\",\"text-overflow\":\"initial\",\"white-space\":\"nowrap\"}),l.append(r),o.append(l);var i,a,s,d,c=0;return canvas_context&&e.autoSize.widthEvalMode===Slick.WidthEvalMode.CanvasTextSize?(canvas_context.font=r.css(\"font-size\")+\" \"+r.css(\"font-family\"),$(t).each((function(o,t){d=Array.isArray(t)?t[e.field]:t,(i=(a=\"\"+d)?canvas_context.measureText(a).width:0)>c&&(c=i,s=a)})),r.html(s),i=r.outerWidth(),l.remove(),i):($(t).each((function(o,t){d=Array.isArray(t)?t[e.field]:t,applyFormatResultToCellNode(e.formatterOverride?e.formatterOverride(o,n,d,e,t):e.formatter?e.formatter(o,n,d,e,t):\"\"+d,r[0]),(i=r.outerWidth())>c&&(c=i)})),l.remove(),c)}function getColHeaderWidth(e){var o=0,t=getUID()+e.id,n=document.getElementById(t),l=t+\"_\";if(n){var r=n.cloneNode(!0);r.id=l,r.style.cssText=\"position: absolute; visibility: hidden;right: auto;text-overflow: initial;white-space: nowrap;\",n.parentNode.insertBefore(r,n),o=r.offsetWidth,r.parentNode.removeChild(r)}else{var i=getHeader(e);o=(n=$(\"<div class='ui-state-default slick-header-column' />\").html(\"<span class='slick-column-name'>\"+e.name+\"</span>\").attr(\"id\",l).css({position:\"absolute\",visibility:\"hidden\",right:\"auto\",\"text-overflow:\":\"initial\",\"white-space\":\"nowrap\"}).addClass(e.headerCssClass||\"\").appendTo(i))[0].offsetWidth,i[0].removeChild(n[0])}return o}function legacyAutosizeColumns(){var e,o,t,n=[],l=0,r=0,i=viewportHasVScroll?viewportW-scrollbarDimensions.width:viewportW;for(e=0;e<columns.length;e++)o=columns[e],n.push(o.width),r+=o.width,o.resizable&&(l+=o.width-Math.max(o.minWidth,absoluteColumnMinWidth));for(t=r;r>i&&l;){var a=(r-i)/l;for(e=0;e<columns.length&&r>i;e++){o=columns[e];var s=n[e];if(!(!o.resizable||s<=o.minWidth||s<=absoluteColumnMinWidth)){var d=Math.max(o.minWidth,absoluteColumnMinWidth),c=Math.floor(a*(s-d))||1;r-=c=Math.min(c,s-d),l-=c,n[e]-=c}}if(t<=r)break;t=r}for(t=r;r<i;){var u=i/r;for(e=0;e<columns.length&&r<i;e++){o=columns[e];var h,p=n[e];r+=h=!o.resizable||o.maxWidth<=p?0:Math.min(Math.floor(u*p)-p,o.maxWidth-p||1e6)||1,n[e]+=r<=i?h:0}if(t>=r)break;t=r}var m=!1;for(e=0;e<columns.length;e++)columns[e].rerenderOnResize&&columns[e].width!=n[e]&&(m=!0),columns[e].width=n[e];reRenderColumns(m)}function reRenderColumns(e){applyColumnHeaderWidths(),applyColumnGroupHeaderWidths(),updateCanvasWidth(!0),trigger(self.onAutosizeColumns,{columns}),e&&(invalidateAllRows(),render())}function trigger(e,o,t){return t=t||new Slick.EventData,(o=o||{}).grid=self,e.notify(o,t,self)}function getEditorLock(){return options.editorLock}function getEditController(){return editController}function getColumnIndex(e){return columnsById[e]}function applyColumnGroupHeaderWidths(){if(treeColumns.hasDepth())for(var e=$groupHeadersL.length-1;e>=0;e--){treeColumns.getColumnsInDepth(e);$().add($groupHeadersL[e]).add($groupHeadersR[e]).each((function(e){var o=$(this),t=0;o.width(0===e?getHeadersWidthL():getHeadersWidthR()),o.children().each((function(){var e=$(this),n=$(this).data(\"column\");n.width=0,n.columns.forEach((function(){var e=o.next().children(\":eq(\"+t+++\")\");n.width+=e.outerWidth()})),e.width(n.width-headerColumnWidthDiff)}))}))}}function applyColumnHeaderWidths(){if(initialized){for(var e,o=0,t=$headers.children(),n=columns.length;o<n;o++)e=$(t[o]),jQueryNewWidthBehaviour?e.outerWidth()!==columns[o].width&&e.outerWidth(columns[o].width):e.width()!==columns[o].width-headerColumnWidthDiff&&e.width(columns[o].width-headerColumnWidthDiff);updateColumnCaches()}}function applyColumnWidths(){for(var e,o,t=0,n=0;n<columns.length;n++)e=columns[n].width,(o=getColumnCssRules(n)).left.style.left=t+\"px\",o.right.style.right=(-1!=options.frozenColumn&&n>options.frozenColumn?canvasWidthR:canvasWidthL)-t-e+\"px\",options.frozenColumn==n?t=0:t+=columns[n].width}function setSortColumn(e,o){setSortColumns([{columnId:e,sortAsc:o}])}function setSortColumns(e){sortColumns=e;var o=options.numberedMultiColumnSort&&sortColumns.length>1,t=$headers.children();t.removeClass(\"slick-header-column-sorted\").find(\".slick-sort-indicator\").removeClass(\"slick-sort-indicator-asc slick-sort-indicator-desc\"),t.find(\".slick-sort-indicator-numbered\").text(\"\"),$.each(sortColumns,(function(e,n){null==n.sortAsc&&(n.sortAsc=!0);var l=getColumnIndex(n.columnId);null!=l&&(t.eq(l).addClass(\"slick-header-column-sorted\").find(\".slick-sort-indicator\").addClass(n.sortAsc?\"slick-sort-indicator-asc\":\"slick-sort-indicator-desc\"),o&&t.eq(l).find(\".slick-sort-indicator-numbered\").text(e+1))}))}function getSortColumns(){return sortColumns}function handleSelectedRangesChanged(e,o){var t=selectedRows.slice(0);selectedRows=[];for(var n={},l=0;l<o.length;l++)for(var r=o[l].fromRow;r<=o[l].toRow;r++){n[r]||(selectedRows.push(r),n[r]={});for(var i=o[l].fromCell;i<=o[l].toCell;i++)canCellBeSelected(r,i)&&(n[r][columns[i].id]=options.selectedCellCssClass)}setCellCssStyles(options.selectedCellCssClass,n),simpleArrayEquals(t,selectedRows)||trigger(self.onSelectedRowsChanged,{rows:getSelectedRows(),previousSelectedRows:t},e)}function simpleArrayEquals(e,o){if(!Array.isArray(e)||!Array.isArray(o))return!0;const t=new Set(e),n=new Set(o);if(t.size!=n.size)return!1;for(const e of t)if(!n.has(e))return!1;return!0}function getColumns(){return columns}function updateColumnCaches(){columnPosLeft=[],columnPosRight=[];for(var e=0,o=0,t=columns.length;o<t;o++)columnPosLeft[o]=e,columnPosRight[o]=e+columns[o].width,options.frozenColumn==o?e=0:e+=columns[o].width}function updateColumnProps(){columnsById={};for(var e=0;e<columns.length;e++){columns[e].width&&(columns[e].widthRequest=columns[e].width);var o=columns[e]=$.extend({},columnDefaults,columns[e]);o.autoSize=$.extend({},columnAutosizeDefaults,o.autoSize),columnsById[o.id]=e,o.minWidth&&o.width<o.minWidth&&(o.width=o.minWidth),o.maxWidth&&o.width>o.maxWidth&&(o.width=o.maxWidth),o.resizable}}function setColumns(e){var o=new Slick.TreeColumns(e);columns=o.hasDepth()?(treeColumns=o).extractColumns():e,updateColumnProps(),updateColumnCaches(),initialized&&(setPaneVisibility(),setOverflow(),invalidateAllRows(),createColumnHeaders(),createColumnGroupHeaders(),createColumnFooter(),removeCssRules(),createCssRules(),resizeCanvas(),updateCanvasWidth(),applyColumnHeaderWidths(),applyColumnWidths(),handleScroll())}function getOptions(){return options}function setOptions(e,o){if(getEditorLock().commitCurrentEdit()){makeActiveCellNormal(),void 0!==e.showColumnHeader&&setColumnHeaderVisibility(e.showColumnHeader),options.enableAddRow!==e.enableAddRow&&invalidateRow(getDataLength());var t=$.extend(!0,{},options);options=$.extend(options,e),trigger(self.onSetOptions,{optionsBefore:t,optionsAfter:options}),validateAndEnforceOptions(),$viewport.css(\"overflow-y\",options.autoHeight?\"hidden\":\"auto\"),o||render(),setFrozenOptions(),setScroller(),zombieRowNodeFromLastMouseWheelEvent=null,setColumns(treeColumns.extractColumns())}}function validateAndEnforceOptions(){options.autoHeight&&(options.leaveSpaceForNewRows=!1),options.forceFitColumns&&(options.autosizeColsMode=Slick.GridAutosizeColsMode.LegacyForceFit,console.log(\"forceFitColumns option is deprecated - use autosizeColsMode\"))}function setData(e,o){data=e,invalidateAllRows(),updateRowCount(),o&&scrollTo(0)}function getData(){return data}function getDataLength(){return data.getLength?data.getLength():data&&data.length||0}function getDataLengthIncludingAddNew(){return getDataLength()+(options.enableAddRow&&(!pagingActive||pagingIsLastPage)?1:0)}function getDataItem(e){return data.getItem?data.getItem(e):data[e]}function getTopPanel(){return $topPanel[0]}function setTopPanelVisibility(e,o){var t=!1!==o;options.showTopPanel!=e&&(options.showTopPanel=e,e?t?$topPanelScroller.slideDown(\"fast\",resizeCanvas):($topPanelScroller.show(),resizeCanvas()):t?$topPanelScroller.slideUp(\"fast\",resizeCanvas):($topPanelScroller.hide(),resizeCanvas()))}function setHeaderRowVisibility(e,o){var t=!1!==o;options.showHeaderRow!=e&&(options.showHeaderRow=e,e?t?$headerRowScroller.slideDown(\"fast\",resizeCanvas):($headerRowScroller.show(),resizeCanvas()):t?$headerRowScroller.slideUp(\"fast\",resizeCanvas):($headerRowScroller.hide(),resizeCanvas()))}function setColumnHeaderVisibility(e,o){options.showColumnHeader!=e&&(options.showColumnHeader=e,e?o?$headerScroller.slideDown(\"fast\",resizeCanvas):($headerScroller.show(),resizeCanvas()):o?$headerScroller.slideUp(\"fast\",resizeCanvas):($headerScroller.hide(),resizeCanvas()))}function setFooterRowVisibility(e,o){var t=!1!==o;options.showFooterRow!=e&&(options.showFooterRow=e,e?t?$footerRowScroller.slideDown(\"fast\",resizeCanvas):($footerRowScroller.show(),resizeCanvas()):t?$footerRowScroller.slideUp(\"fast\",resizeCanvas):($footerRowScroller.hide(),resizeCanvas()))}function setPreHeaderPanelVisibility(e,o){var t=!1!==o;options.showPreHeaderPanel!=e&&(options.showPreHeaderPanel=e,e?t?$preHeaderPanelScroller.slideDown(\"fast\",resizeCanvas):($preHeaderPanelScroller.show(),resizeCanvas()):t?$preHeaderPanelScroller.slideUp(\"fast\",resizeCanvas):($preHeaderPanelScroller.hide(),resizeCanvas()))}function getContainerNode(){return $container.get(0)}function getRowTop(e){return options.rowHeight*e-offset}function getRowFromPosition(e){return Math.floor((e+offset)/options.rowHeight)}function scrollTo(e){e=Math.max(e,0),e=Math.min(e,th-$viewportScrollContainerY.height()+(viewportHasHScroll||hasFrozenColumns()?scrollbarDimensions.height:0));var o=offset;page=Math.min(n-1,Math.floor(e/ph));var t=e-(offset=Math.round(page*cj));offset!=o&&(cleanupRows(getVisibleRange(t)),updateRowPositions());prevScrollTop!=t&&(vScrollDir=prevScrollTop+o<t+offset?1:-1,lastRenderedScrollTop=scrollTop=prevScrollTop=t,hasFrozenColumns()&&($viewportTopL[0].scrollTop=t),hasFrozenRows&&($viewportBottomL[0].scrollTop=$viewportBottomR[0].scrollTop=t),$viewportScrollContainerY[0].scrollTop=t,trigger(self.onViewportChanged,{}))}function defaultFormatter(e,o,t,n,l,r){return null==t?\"\":(t+\"\").replace(/&/g,\"&amp;\").replace(/</g,\"&lt;\").replace(/>/g,\"&gt;\")}function getFormatter(e,o){var t=data.getItemMetadata&&data.getItemMetadata(e),n=t&&t.columns&&(t.columns[o.id]||t.columns[getColumnIndex(o.id)]);return n&&n.formatter||t&&t.formatter||o.formatter||options.formatterFactory&&options.formatterFactory.getFormatter(o)||options.defaultFormatter}function callFormatter(e,o,t,n,l,r){var i,a=data.getItemMetadata&&data.getItemMetadata(e);if(a=a&&a.columns){var s=a[n.id]||a[o];i=getFormatter(e,n)(e,o,t,n,l,s)}else i=getFormatter(e,n)(e,o,t,n,l);return i}function getEditor(e,o){var t=columns[o],n=data.getItemMetadata&&data.getItemMetadata(e),l=n&&n.columns;return l&&l[t.id]&&void 0!==l[t.id].editor?l[t.id].editor:l&&l[o]&&void 0!==l[o].editor?l[o].editor:t.editor||options.editorFactory&&options.editorFactory.getEditor(t)}function getDataItemValueForColumn(e,o){return options.dataItemColumnValueExtractor?options.dataItemColumnValueExtractor(e,o):e[o.field]}function appendRowHtml(e,o,t,n,l){var r=getDataItem(t),i=t<l&&!r,a=\"slick-row\"+(hasFrozenRows&&t<=options.frozenRow?\" frozen\":\"\")+(i?\" loading\":\"\")+(t===activeRow&&options.showCellSelection?\" active\":\"\")+(t%2==1?\" odd\":\" even\");r||(a+=\" \"+options.addNewRowCssClass);var s=data.getItemMetadata&&data.getItemMetadata(t);s&&s.cssClasses&&(a+=\" \"+s.cssClasses);var d,c,u=getFrozenRowOffset(t),h=\"<div class='ui-widget-content \"+a+\"' style='top:\"+(getRowTop(t)-u)+\"px'>\";e.push(h),hasFrozenColumns()&&o.push(h);for(var p=0,m=columns.length;p<m;p++){if(c=columns[p],d=1,s&&s.columns){var w=s.columns[c.id]||s.columns[p];\"*\"===(d=w&&w.colspan||1)&&(d=m-p)}if(columnPosRight[Math.min(m-1,p+d-1)]>n.leftPx){if(!c.alwaysRenderColumn&&columnPosLeft[p]>n.rightPx)break;hasFrozenColumns()&&p>options.frozenColumn?appendCellHtml(o,t,p,d,r):appendCellHtml(e,t,p,d,r)}else(c.alwaysRenderColumn||hasFrozenColumns()&&p<=options.frozenColumn)&&appendCellHtml(e,t,p,d,r);d>1&&(p+=d-1)}e.push(\"</div>\"),hasFrozenColumns()&&o.push(\"</div>\")}function appendCellHtml(e,o,t,n,l){var r=columns[t],i=\"slick-cell l\"+t+\" r\"+Math.min(columns.length-1,t+n-1)+(r.cssClass?\" \"+r.cssClass:\"\");for(var a in hasFrozenColumns()&&t<=options.frozenColumn&&(i+=\" frozen\"),o===activeRow&&t===activeCell&&options.showCellSelection&&(i+=\" active\"),cellCssClasses)cellCssClasses[a][o]&&cellCssClasses[a][o][r.id]&&(i+=\" \"+cellCssClasses[a][o][r.id]);var s=null,d=\"\";l&&(s=getDataItemValueForColumn(l,r),null==(d=getFormatter(o,r)(o,t,s,r,l,self))&&(d=\"\"));var c=trigger(self.onBeforeAppendCell,{row:o,cell:t,value:s,dataContext:l})||\"\";c+=d&&d.addClasses?(c?\" \":\"\")+d.addClasses:\"\";var u=d&&d.toolTip?\"title='\"+d.toolTip+\"'\":\"\",h=\"\";if(r.hasOwnProperty(\"cellAttrs\")&&r.cellAttrs instanceof Object)for(var a in r.cellAttrs)r.cellAttrs.hasOwnProperty(a)&&(h+=\" \"+a+'=\"'+r.cellAttrs[a]+'\" ');e.push(\"<div class='\"+i+(c?\" \"+c:\"\")+\"' \"+u+h+\">\"),l&&e.push(\"[object Object]\"!==Object.prototype.toString.call(d)?d:d.text),e.push(\"</div>\"),rowsCache[o].cellRenderQueue.push(t),rowsCache[o].cellColSpans[t]=n}function cleanupRows(e){for(var o in rowsCache){var t=!0;hasFrozenRows&&(options.frozenBottom&&o>=actualFrozenRow||!options.frozenBottom&&o<=actualFrozenRow)&&(t=!1),(o=parseInt(o,10))!==activeRow&&(o<e.top||o>e.bottom)&&t&&removeRowFromCache(o)}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,o,t){for(var n in postProcessgroupId++,o)o.hasOwnProperty(n)&&postProcessedCleanupQueue.push({actionType:\"C\",groupId:postProcessgroupId,node:e.cellNodesByColumnIdx[0|n],columnIdx:0|n,rowIdx:t});postProcessedCleanupQueue.push({actionType:\"R\",groupId:postProcessgroupId,node:e.rowNode}),$(e.rowNode).detach()}function queuePostProcessedCellForCleanup(e,o,t){postProcessedCleanupQueue.push({actionType:\"C\",groupId:postProcessgroupId,node:e,columnIdx:o,rowIdx:t}),$(e).detach()}function removeRowFromCache(e){var o=rowsCache[e];o&&(rowNodeFromLastMouseWheelEvent==o.rowNode[0]||hasFrozenColumns()&&rowNodeFromLastMouseWheelEvent==o.rowNode[1]?(o.rowNode.hide(),zombieRowNodeFromLastMouseWheelEvent=o.rowNode):o.rowNode.each((function(){this.parentElement.removeChild(this)})),delete rowsCache[e],delete postProcessedRows[e],renderedRows--,counter_rows_removed++)}function invalidateRows(e){var o,t;if(e&&e.length){for(vScrollDir=0,t=e.length,o=0;o<t;o++)currentEditor&&activeRow===e[o]&&makeActiveCellNormal(),rowsCache[e[o]]&&removeRowFromCache(e[o]);options.enableAsyncPostRenderCleanup&&startPostProcessingCleanup()}}function invalidateRow(e){(e||0===e)&&invalidateRows([e])}function applyFormatResultToCellNode(e,o,t){null==e&&(e=\"\"),\"[object Object]\"===Object.prototype.toString.call(e)?(o.innerHTML=e.text,e.removeClasses&&!t&&$(o).removeClass(e.removeClasses),e.addClasses&&$(o).addClass(e.addClasses),e.toolTip&&$(o).attr(\"title\",e.toolTip)):o.innerHTML=e}function updateCell(e,o){var t=getCellNode(e,o);if(t){var n=columns[o],l=getDataItem(e);if(currentEditor&&activeRow===e&&activeCell===o)currentEditor.loadValue(l);else applyFormatResultToCellNode(l?getFormatter(e,n)(e,o,getDataItemValueForColumn(l,n),n,l,self):\"\",t),invalidatePostProcessingResults(e)}}function updateRow(e){var o=rowsCache[e];if(o){ensureCellNodesInRowsCache(e);var t=getDataItem(e);for(var n in o.cellNodesByColumnIdx)if(o.cellNodesByColumnIdx.hasOwnProperty(n)){var l=columns[n|=0],r=o.cellNodesByColumnIdx[n][0];e===activeRow&&n===activeCell&&currentEditor?currentEditor.loadValue(t):t?applyFormatResultToCellNode(getFormatter(e,l)(e,n,getDataItemValueForColumn(t,l),l,t,self),r):r.innerHTML=\"\"}invalidatePostProcessingResults(e)}}function getViewportHeight(){if(options.autoHeight&&-1==options.frozenColumn||(topPanelH=options.showTopPanel?options.topPanelHeight+getVBoxDelta($topPanelScroller):0,headerRowH=options.showHeaderRow?options.headerRowHeight+getVBoxDelta($headerRowScroller):0,footerRowH=options.showFooterRow?options.footerRowHeight+getVBoxDelta($footerRowScroller):0),options.autoHeight){var e=$paneHeaderL.outerHeight();e+=options.showHeaderRow?options.headerRowHeight+getVBoxDelta($headerRowScroller):0,e+=options.showFooterRow?options.footerRowHeight+getVBoxDelta($footerRowScroller):0,e+=getCanvasWidth()>viewportW?scrollbarDimensions.height:0,viewportH=options.rowHeight*getDataLengthIncludingAddNew()+(-1==options.frozenColumn?e:0)}else{var o=options.showColumnHeader?parseFloat($.css($headerScroller[0],\"height\"))+getVBoxDelta($headerScroller):0,t=options.createPreHeaderPanel&&options.showPreHeaderPanel?options.preHeaderPanelHeight+getVBoxDelta($preHeaderPanelScroller):0;viewportH=parseFloat($.css($container[0],\"height\",!0))-parseFloat($.css($container[0],\"paddingTop\",!0))-parseFloat($.css($container[0],\"paddingBottom\",!0))-o-topPanelH-headerRowH-footerRowH-t}return numVisibleRows=Math.ceil(viewportH/options.rowHeight),viewportH}function getViewportWidth(){viewportW=parseFloat($container.width())}function resizeCanvas(){if(initialized){paneTopH=0,paneBottomH=0,viewportTopH=0,viewportBottomH=0,getViewportWidth(),getViewportHeight(),hasFrozenRows?options.frozenBottom?(paneTopH=viewportH-frozenRowsHeight-scrollbarDimensions.height,paneBottomH=frozenRowsHeight+scrollbarDimensions.height):(paneTopH=frozenRowsHeight,paneBottomH=viewportH-frozenRowsHeight):paneTopH=viewportH,paneTopH+=topPanelH+headerRowH+footerRowH,hasFrozenColumns()&&options.autoHeight&&(paneTopH+=scrollbarDimensions.height),viewportTopH=paneTopH-topPanelH-headerRowH-footerRowH,options.autoHeight&&(hasFrozenColumns()&&$container.height(paneTopH+parseFloat($.css($headerScrollerL[0],\"height\"))),$paneTopL.css(\"position\",\"relative\")),$paneTopL.css({top:$paneHeaderL.height(),height:paneTopH});var e=$paneTopL.position().top+paneTopH;options.autoHeight||$viewportTopL.height(viewportTopH),hasFrozenColumns()?($paneTopR.css({top:$paneHeaderL.height(),height:paneTopH}),$viewportTopR.height(viewportTopH),hasFrozenRows&&($paneBottomL.css({top:e,height:paneBottomH}),$paneBottomR.css({top:e,height:paneBottomH}),$viewportBottomR.height(paneBottomH))):hasFrozenRows&&($paneBottomL.css({width:\"100%\",height:paneBottomH}),$paneBottomL.css(\"top\",e)),hasFrozenRows?($viewportBottomL.height(paneBottomH),options.frozenBottom?($canvasBottomL.height(frozenRowsHeight),hasFrozenColumns()&&$canvasBottomR.height(frozenRowsHeight)):($canvasTopL.height(frozenRowsHeight),hasFrozenColumns()&&$canvasTopR.height(frozenRowsHeight))):$viewportTopR.height(viewportTopH),scrollbarDimensions&&scrollbarDimensions.width||(scrollbarDimensions=measureScrollbar()),options.autosizeColsMode===Slick.GridAutosizeColsMode.LegacyForceFit&&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(),o=getDataLengthIncludingAddNew(),t=0,l=hasFrozenRows&&!options.frozenBottom?$canvasBottomL.height():$canvasTopL.height();if(hasFrozenRows)t=getDataLength()-options.frozenRow;else t=o+(options.leaveSpaceForNewRows?numVisibleRows-1:0);var r=$viewportScrollContainerY.height(),i=viewportHasVScroll;viewportHasVScroll=options.alwaysShowVerticalScroll||!options.autoHeight&&t*options.rowHeight>r,makeActiveCellNormal();var a=e-1;for(var s in rowsCache)s>a&&removeRowFromCache(s);options.enableAsyncPostRenderCleanup&&startPostProcessingCleanup(),activeCellNode&&activeRow>a&&resetActiveCell();l=h;options.autoHeight?h=options.rowHeight*t:(th=Math.max(options.rowHeight*t,r-scrollbarDimensions.height))<maxSupportedCssHeight?(h=ph=th,n=1,cj=0):(ph=(h=maxSupportedCssHeight)/100,n=Math.floor(th/ph),cj=(th-h)/(n-1)),h!==l&&(hasFrozenRows&&!options.frozenBottom?($canvasBottomL.css(\"height\",h),hasFrozenColumns()&&$canvasBottomR.css(\"height\",h)):($canvasTopL.css(\"height\",h),$canvasTopR.css(\"height\",h)),scrollTop=$viewportScrollContainerY[0].scrollTop);var d=scrollTop+offset<=th-r;0==th||0==scrollTop?page=offset=0:scrollTo(d?scrollTop+offset:th-r),h!=l&&options.autoHeight&&resizeCanvas(),options.autosizeColsMode===Slick.GridAutosizeColsMode.LegacyForceFit&&i!=viewportHasVScroll&&autosizeColumns(),updateCanvasWidth(!1)}}function getVisibleRange(e,o){return null==e&&(e=scrollTop),null==o&&(o=scrollLeft),{top:getRowFromPosition(e),bottom:getRowFromPosition(e+viewportH)+1,leftPx:o,rightPx:o+viewportW}}function getRenderedRange(e,o){var t=getVisibleRange(e,o),n=Math.round(viewportH/options.rowHeight),l=options.minRowBuffer;return-1==vScrollDir?(t.top-=n,t.bottom+=l):1==vScrollDir?(t.top-=l,t.bottom+=n):(t.top-=l,t.bottom+=l),t.top=Math.max(0,t.top),t.bottom=Math.min(getDataLengthIncludingAddNew()-1,t.bottom),t.leftPx-=viewportW,t.rightPx+=viewportW,t.leftPx=Math.max(0,t.leftPx),t.rightPx=Math.min(canvasWidth,t.rightPx),t}function ensureCellNodesInRowsCache(e){var o=rowsCache[e];if(o&&o.cellRenderQueue.length)for(var t=o.rowNode.children().last();o.cellRenderQueue.length;){var n=o.cellRenderQueue.pop();o.cellNodesByColumnIdx[n]=t,0===(t=t.prev()).length&&(t=$(o.rowNode[0]).children().last())}}function cleanUpCells(e,o){if(!hasFrozenRows||!(options.frozenBottom&&o>actualFrozenRow||o<=actualFrozenRow)){var t,n=rowsCache[o],l=[];for(var r in n.cellNodesByColumnIdx)if(n.cellNodesByColumnIdx.hasOwnProperty(r)&&!((r|=0)<=options.frozenColumn||Array.isArray(columns)&&columns[r]&&columns[r].alwaysRenderColumn)){var i=n.cellColSpans[r];(columnPosLeft[r]>e.rightPx||columnPosRight[Math.min(columns.length-1,r+i-1)]<e.leftPx)&&(o==activeRow&&r==activeCell||l.push(r))}for(;null!=(t=l.pop());)n.cellNodesByColumnIdx[t][0].parentElement.removeChild(n.cellNodesByColumnIdx[t][0]),delete n.cellColSpans[t],delete n.cellNodesByColumnIdx[t],postProcessedRows[o]&&delete postProcessedRows[o][t]}}function cleanUpAndRenderCells(e){for(var o,t,n,l=[],r=[],i=e.top,a=e.bottom;i<=a;i++)if(o=rowsCache[i]){ensureCellNodesInRowsCache(i),cleanUpCells(e,i),t=0;var s=data.getItemMetadata&&data.getItemMetadata(i);s=s&&s.columns;for(var d=getDataItem(i),c=0,u=columns.length;c<u&&!(columnPosLeft[c]>e.rightPx);c++)if(null==(n=o.cellColSpans[c])){if(n=1,s){var h=s[columns[c].id]||s[c];\"*\"===(n=h&&h.colspan||1)&&(n=u-c)}columnPosRight[Math.min(u-1,c+n-1)]>e.leftPx&&(appendCellHtml(l,i,c,n,d),t++),c+=n>1?n-1:0}else c+=n>1?n-1:0;t&&(t,r.push(i))}if(l.length){var p,m,w=document.createElement(\"div\");for(w.innerHTML=l.join(\"\");null!=(p=r.pop());){var v;for(o=rowsCache[p];null!=(v=o.cellRenderQueue.pop());)m=w.lastChild,hasFrozenColumns()&&v>options.frozenColumn?o.rowNode[1].appendChild(m):o.rowNode[0].appendChild(m),o.cellNodesByColumnIdx[v]=$(m)}}}function renderRows(e){for(var o=[],t=[],n=[],l=!1,r=getDataLength(),i=e.top,a=e.bottom;i<=a;i++)rowsCache[i]||hasFrozenRows&&options.frozenBottom&&i==getDataLength()||(renderedRows++,n.push(i),rowsCache[i]={rowNode:null,cellColSpans:[],cellNodesByColumnIdx:[],cellRenderQueue:[]},appendRowHtml(o,t,i,e,r),activeCellNode&&activeRow===i&&(l=!0),counter_rows_rendered++);if(n.length){var s=document.createElement(\"div\"),d=document.createElement(\"div\");s.innerHTML=o.join(\"\"),d.innerHTML=t.join(\"\");for(i=0,a=n.length;i<a;i++)hasFrozenRows&&n[i]>=actualFrozenRow?hasFrozenColumns()?rowsCache[n[i]].rowNode=$().add($(s.firstChild).appendTo($canvasBottomL)).add($(d.firstChild).appendTo($canvasBottomR)):rowsCache[n[i]].rowNode=$().add($(s.firstChild).appendTo($canvasBottomL)):hasFrozenColumns()?rowsCache[n[i]].rowNode=$().add($(s.firstChild).appendTo($canvasTopL)).add($(d.firstChild).appendTo($canvasTopR)):rowsCache[n[i]].rowNode=$().add($(s.firstChild).appendTo($canvasTopL));l&&(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 o in postProcessedRows[e])postProcessedRows[e].hasOwnProperty(o)&&(postProcessedRows[e][o]=\"C\");postProcessFromRow=Math.min(postProcessFromRow,e),postProcessToRow=Math.max(postProcessToRow,e),startPostProcessing()}function updateRowPositions(){for(var e in rowsCache){var o=e?parseInt(e):0;rowsCache[o].rowNode[0].style.top=getRowTop(o)+\"px\"}}function render(){if(initialized){scrollThrottle.dequeue();var e=getVisibleRange(),o=getRenderedRange();if(cleanupRows(o),lastRenderedScrollLeft!=scrollLeft){if(hasFrozenRows){var t=$.extend(!0,{},o);options.frozenBottom?(t.top=actualFrozenRow,t.bottom=getDataLength()):(t.top=0,t.bottom=options.frozenRow),cleanUpAndRenderCells(t)}cleanUpAndRenderCells(o)}renderRows(o),hasFrozenRows&&(options.frozenBottom?renderRows({top:actualFrozenRow,bottom:getDataLength()-1,leftPx:o.leftPx,rightPx:o.rightPx}):renderRows({top:0,bottom:options.frozenRow-1,leftPx:o.leftPx,rightPx:o.rightPx})),postProcessFromRow=e.top,postProcessToRow=Math.min(getDataLengthIncludingAddNew()-1,e.bottom),startPostProcessing(),lastRenderedScrollTop=scrollTop,lastRenderedScrollLeft=scrollLeft,h_render=null,trigger(self.onRendered,{startRow:e.top,endRow:e.bottom,grid:self})}}function handleHeaderScroll(){handleElementScroll($headerScrollContainer[0])}function handleHeaderRowScroll(){var e=$headerRowScrollContainer[0].scrollLeft;e!=$viewportScrollContainerX[0].scrollLeft&&($viewportScrollContainerX[0].scrollLeft=e)}function handleFooterRowScroll(){var e=$footerRowScrollContainer[0].scrollLeft;e!=$viewportScrollContainerX[0].scrollLeft&&($viewportScrollContainerX[0].scrollLeft=e)}function handlePreHeaderPanelScroll(){handleElementScroll($preHeaderPanelScroller[0])}function handleElementScroll(e){var o=e.scrollLeft;o!=$viewportScrollContainerX[0].scrollLeft&&($viewportScrollContainerX[0].scrollLeft=o)}function handleScroll(){return scrollTop=$viewportScrollContainerY[0].scrollTop,scrollLeft=$viewportScrollContainerX[0].scrollLeft,_handleScroll(!1)}function _handleScroll(e){var o=$viewportScrollContainerY[0].scrollHeight-$viewportScrollContainerY[0].clientHeight,t=$viewportScrollContainerY[0].scrollWidth-$viewportScrollContainerY[0].clientWidth;o=Math.max(0,o),t=Math.max(0,t),scrollTop>o&&(scrollTop=o),scrollLeft>t&&(scrollLeft=t);var l=Math.abs(scrollTop-prevScrollTop),r=Math.abs(scrollLeft-prevScrollLeft);if(r&&(prevScrollLeft=scrollLeft,$viewportScrollContainerX[0].scrollLeft=scrollLeft,$headerScrollContainer[0].scrollLeft=scrollLeft,$topPanelScroller[0].scrollLeft=scrollLeft,$headerRowScrollContainer[0].scrollLeft=scrollLeft,options.createFooterRow&&($footerRowScrollContainer[0].scrollLeft=scrollLeft),options.createPreHeaderPanel&&(hasFrozenColumns()?$preHeaderPanelScrollerR[0].scrollLeft=scrollLeft:$preHeaderPanelScroller[0].scrollLeft=scrollLeft),hasFrozenColumns()?hasFrozenRows&&($viewportTopR[0].scrollLeft=scrollLeft):hasFrozenRows&&($viewportTopL[0].scrollLeft=scrollLeft)),l)if(vScrollDir=prevScrollTop<scrollTop?1:-1,prevScrollTop=scrollTop,e&&($viewportScrollContainerY[0].scrollTop=scrollTop),hasFrozenColumns()&&(hasFrozenRows&&!options.frozenBottom?$viewportBottomL[0].scrollTop=scrollTop:$viewportTopL[0].scrollTop=scrollTop),l<viewportH)scrollTo(scrollTop+offset);else{var i=offset;page=h==viewportH?0:Math.min(n-1,Math.floor(scrollTop*((th-viewportH)/(h-viewportH))*(1/ph))),i!=(offset=Math.round(page*cj))&&invalidateAllRows()}if(r||l){var a=Math.abs(lastRenderedScrollLeft-scrollLeft),s=Math.abs(lastRenderedScrollTop-scrollTop);(a>20||s>20)&&(options.forceSyncScrolling||s<viewportH&&a<viewportW?render():scrollThrottle.enqueue(),trigger(self.onViewportChanged,{}))}return trigger(self.onScroll,{scrollLeft,scrollTop}),!(!r&&!l)}function ActionThrottle(e,o){var t=!1,n=!1;function l(){n=!1}function r(){t=!0,setTimeout(i,o),e()}function i(){n?(l(),r()):t=!1}return{enqueue:function(){t?n=!0:r()},dequeue:l}}function asyncPostProcessRows(){for(var e=getDataLength();postProcessFromRow<=postProcessToRow;){var o=vScrollDir>=0?postProcessFromRow++:postProcessToRow--,t=rowsCache[o];if(t&&!(o>=e)){for(var n in postProcessedRows[o]||(postProcessedRows[o]={}),ensureCellNodesInRowsCache(o),t.cellNodesByColumnIdx)if(t.cellNodesByColumnIdx.hasOwnProperty(n)){var l=columns[n|=0],r=postProcessedRows[o][n];if(l.asyncPostRender&&\"R\"!==r){var i=t.cellNodesByColumnIdx[n];i&&l.asyncPostRender(i,o,getDataItem(o),l,\"C\"===r),postProcessedRows[o][n]=\"R\"}}return void(h_postrender=setTimeout(asyncPostProcessRows,options.asyncPostRenderDelay))}}}function asyncPostProcessCleanupRows(){if(postProcessedCleanupQueue.length>0){for(var e=postProcessedCleanupQueue[0].groupId;postProcessedCleanupQueue.length>0&&postProcessedCleanupQueue[0].groupId==e;){var o=postProcessedCleanupQueue.shift();if(\"R\"==o.actionType&&$(o.node).remove(),\"C\"==o.actionType){var t=columns[o.columnIdx];t.asyncPostRenderCleanup&&o.node&&t.asyncPostRenderCleanup(o.node,o.rowIdx,t)}}h_postrenderCleanup=setTimeout(asyncPostProcessCleanupRows,options.asyncPostRenderCleanupDelay)}}function updateCellCssStylesOnRenderedRows(e,o){var t,n,l,r;for(var i in rowsCache){if(r=o&&o[i],l=e&&e[i],r)for(n in r)l&&r[n]==l[n]||(t=getCellNode(i,getColumnIndex(n)))&&$(t).removeClass(r[n]);if(l)for(n in l)r&&r[n]==l[n]||(t=getCellNode(i,getColumnIndex(n)))&&$(t).addClass(l[n])}}function addCellCssStyles(e,o){if(cellCssClasses[e])throw new Error(\"addCellCssStyles: cell CSS hash with key '\"+e+\"' already exists.\");cellCssClasses[e]=o,updateCellCssStylesOnRenderedRows(o,null),trigger(self.onCellCssStylesChanged,{key:e,hash:o,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,o){var t=cellCssClasses[e];cellCssClasses[e]=o,updateCellCssStylesOnRenderedRows(o,t),trigger(self.onCellCssStylesChanged,{key:e,hash:o,grid:self})}function getCellCssStyles(e){return cellCssClasses[e]}function flashCell(e,o,t){(t=t||100,rowsCache[e])&&function e(o,n){n&&setTimeout((function(){o.queue((function(){o.toggleClass(options.cellFlashingCssClass).dequeue(),e(o,n-1)}))}),t)}($(getCellNode(e,o)),4)}function handleMouseWheel(e,o,t,n){var l=$(e.target).closest(\".slick-row\"),r=l[0];if(r!=rowNodeFromLastMouseWheelEvent){var i=l.parents(\".grid-canvas\").hasClass(\"grid-canvas-left\");if(zombieRowNodeFromLastMouseWheelEvent&&zombieRowNodeFromLastMouseWheelEvent[i?0:1]!=r){var a=zombieRowNodeFromLastMouseWheelEvent[i||1==zombieRowNodeFromLastMouseWheelEvent.length?0:1];a.parentElement.removeChild(a),zombieRowNodeFromLastMouseWheelEvent=null}rowNodeFromLastMouseWheelEvent=r}scrollTop=Math.max(0,$viewportScrollContainerY[0].scrollTop-n*options.rowHeight),scrollLeft=$viewportScrollContainerX[0].scrollLeft+10*t,_handleScroll(!0)&&e.preventDefault()}function handleDragInit(e,o){var t=getCellFromEvent(e);if(!t||!cellExists(t.row,t.cell))return!1;var n=trigger(self.onDragInit,o,e);return!!e.isImmediatePropagationStopped()&&n}function handleDragStart(e,o){var t=getCellFromEvent(e);if(!t||!cellExists(t.row,t.cell))return!1;var n=trigger(self.onDragStart,o,e);return!!e.isImmediatePropagationStopped()&&n}function handleDrag(e,o){return trigger(self.onDrag,o,e)}function handleDragEnd(e,o){trigger(self.onDragEnd,o,e)}function handleKeyDown(e){trigger(self.onKeyDown,{row:activeRow,cell:activeCell},e);var o=e.isImmediatePropagationStopped(),t=Slick.keyCode;if(!o&&!e.shiftKey&&!e.altKey){if(options.editable&&currentEditor&&currentEditor.keyCaptureList&&currentEditor.keyCaptureList.indexOf(e.which)>-1)return;e.which==t.HOME?o=e.ctrlKey?navigateTop():navigateRowStart():e.which==t.END&&(o=e.ctrlKey?navigateBottom():navigateRowEnd())}if(!o)if(e.shiftKey||e.altKey||e.ctrlKey)e.which!=t.TAB||!e.shiftKey||e.ctrlKey||e.altKey||(o=navigatePrev());else{if(options.editable&&currentEditor&&currentEditor.keyCaptureList&&currentEditor.keyCaptureList.indexOf(e.which)>-1)return;if(e.which==t.ESCAPE){if(!getEditorLock().isActive())return;cancelEditAndSetFocus()}else e.which==t.PAGE_DOWN?(navigatePageDown(),o=!0):e.which==t.PAGE_UP?(navigatePageUp(),o=!0):e.which==t.LEFT?o=navigateLeft():e.which==t.RIGHT?o=navigateRight():e.which==t.UP?o=navigateUp():e.which==t.DOWN?o=navigateDown():e.which==t.TAB?o=navigateNext():e.which==t.ENTER&&(options.editable&&(currentEditor?activeRow===getDataLength()?navigateDown():commitEditAndSetFocus():getEditorLock().commitCurrentEdit()&&makeActiveCellEditable(void 0,void 0,e)),o=!0)}if(o){e.stopPropagation(),e.preventDefault();try{e.originalEvent.keyCode=0}catch(e){}}}function handleClick(e){currentEditor||(e.target!=document.activeElement||$(e.target).hasClass(\"slick-cell\"))&&setFocus();var o=getCellFromEvent(e);if(o&&(null===currentEditor||activeRow!=o.row||activeCell!=o.cell)&&(trigger(self.onClick,{row:o.row,cell:o.cell},e),!e.isImmediatePropagationStopped()&&canCellBeActive(o.row,o.cell)&&(!getEditorLock().isActive()||getEditorLock().commitCurrentEdit()))){scrollRowIntoView(o.row,!1);var t=e.target&&e.target.className===Slick.preClickClassName,n=columns[o.cell],l=!!(options.editable&&n&&n.editor&&options.suppressActiveCellChangeOnEdit);setActiveCellInternal(getCellNode(o.row,o.cell),null,t,l,e)}}function handleContextMenu(e){var o=$(e.target).closest(\".slick-cell\",$canvas);0!==o.length&&(activeCellNode===o[0]&&null!==currentEditor||trigger(self.onContextMenu,{},e))}function handleDblClick(e){var o=getCellFromEvent(e);!o||null!==currentEditor&&activeRow==o.row&&activeCell==o.cell||(trigger(self.onDblClick,{row:o.row,cell:o.cell},e),e.isImmediatePropagationStopped()||options.editable&&gotoCell(o.row,o.cell,!0,e))}function handleHeaderMouseEnter(e){trigger(self.onHeaderMouseEnter,{column:$(this).data(\"column\"),grid:self},e)}function handleHeaderMouseLeave(e){trigger(self.onHeaderMouseLeave,{column:$(this).data(\"column\"),grid:self},e)}function handleHeaderContextMenu(e){var o=$(e.target).closest(\".slick-header-column\",\".slick-header-columns\"),t=o&&o.data(\"column\");trigger(self.onHeaderContextMenu,{column:t},e)}function handleHeaderClick(e){if(!columnResizeDragging){var o=$(e.target).closest(\".slick-header-column\",\".slick-header-columns\"),t=o&&o.data(\"column\");t&&trigger(self.onHeaderClick,{column:t},e)}}function handleFooterContextMenu(e){var o=$(e.target).closest(\".slick-footerrow-column\",\".slick-footerrow-columns\"),t=o&&o.data(\"column\");trigger(self.onFooterContextMenu,{column:t},e)}function handleFooterClick(e){var o=$(e.target).closest(\".slick-footerrow-column\",\".slick-footerrow-columns\"),t=o&&o.data(\"column\");trigger(self.onFooterClick,{column:t},e)}function handleMouseEnter(e){trigger(self.onMouseEnter,{},e)}function handleMouseLeave(e){trigger(self.onMouseLeave,{},e)}function cellExists(e,o){return!(e<0||e>=getDataLength()||o<0||o>=columns.length)}function getCellFromPoint(e,o){for(var t=getRowFromPosition(o),n=0,l=0,r=0;r<columns.length&&l<e;r++)l+=columns[r].width,n++;return n<0&&(n=0),{row:t,cell:n-1}}function getCellFromNode(e){var o=/l\\d+/.exec(e.className);if(!o)throw new Error(\"getCellFromNode: cannot get cell - \"+e.className);return parseInt(o[0].substr(1,o[0].length-1),10)}function getRowFromNode(e){for(var o in rowsCache)for(var t in rowsCache[o].rowNode)if(rowsCache[o].rowNode[t]===e)return o?parseInt(o):0;return null}function getFrozenRowOffset(e){return hasFrozenRows?options.frozenBottom?e>=actualFrozenRow?h<viewportTopH?actualFrozenRow*options.rowHeight:h:0:e>=actualFrozenRow?frozenRowsHeight:0:0}function getCellFromEvent(e){var o,t,n=$(e.target).closest(\".slick-cell\",$canvas);if(!n.length)return null;if(o=getRowFromNode(n[0].parentNode),hasFrozenRows){var l=n.parents(\".grid-canvas\").offset(),r=0;n.parents(\".grid-canvas-bottom\").length&&(r=options.frozenBottom?$canvasTopL.height():frozenRowsHeight),o=getCellFromPoint(e.clientX-l.left,e.clientY-l.top+r+$(document).scrollTop()).row}return t=getCellFromNode(n[0]),null==o||null==t?null:{row:o,cell:t}}function getCellNodeBox(e,o){if(!cellExists(e,o))return null;for(var t=getFrozenRowOffset(e),n=getRowTop(e)-t,l=n+options.rowHeight-1,r=0,i=0;i<o;i++)r+=columns[i].width,options.frozenColumn==i&&(r=0);return{top:n,left:r,bottom:l,right:r+columns[o].width}}function resetActiveCell(){setActiveCellInternal(null,!1)}function setFocus(){-1==tabbingDirection?$focusSink[0].focus():$focusSink2[0].focus()}function scrollCellIntoView(e,o,t){if(scrollRowIntoView(e,t),!(o<=options.frozenColumn)){var n=getColspan(e,o);internalScrollColumnIntoView(columnPosLeft[o],columnPosRight[o+(n>1?n-1:0)])}}function internalScrollColumnIntoView(e,o){var t=scrollLeft+$viewportScrollContainerX.width();e<scrollLeft?($viewportScrollContainerX.scrollLeft(e),handleScroll(),render()):o>t&&($viewportScrollContainerX.scrollLeft(Math.min(e,o-$viewportScrollContainerX[0].clientWidth)),handleScroll(),render())}function scrollColumnIntoView(e){internalScrollColumnIntoView(columnPosLeft[e],columnPosRight[e])}function setActiveCellInternal(e,o,t,n,l){null!==activeCellNode&&(makeActiveCellNormal(),$(activeCellNode).removeClass(\"active\"),rowsCache[activeRow]&&$(rowsCache[activeRow].rowNode).removeClass(\"active\"));if(null!=(activeCellNode=e)){var r=$(activeCellNode),i=r.offset(),a=Math.floor(r.parents(\".grid-canvas\").offset().top),s=r.parents(\".grid-canvas-bottom\").length;hasFrozenRows&&s&&(a-=options.frozenBottom?$canvasTopL.height():frozenRowsHeight);var d=getCellFromPoint(i.left,Math.ceil(i.top)-a);activeRow=d.row,activeCell=activePosX=activeCell=activePosX=getCellFromNode(activeCellNode),null==o&&(o=activeRow==getDataLength()||options.autoEdit),options.showCellSelection&&(r.addClass(\"active\"),rowsCache[activeRow]&&$(rowsCache[activeRow].rowNode).addClass(\"active\")),options.editable&&o&&isCellPotentiallyEditable(activeRow,activeCell)&&(clearTimeout(h_editorLoader),options.asyncEditorLoading?h_editorLoader=setTimeout((function(){makeActiveCellEditable(void 0,t,l)}),options.asyncEditorLoadDelay):makeActiveCellEditable(void 0,t,l))}else activeRow=activeCell=null;n||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,o){var t=getDataLength();return!(e<t&&!getDataItem(e))&&(!(columns[o].cannotTriggerInsert&&e>=t)&&!!getEditor(e,o))}function makeActiveCellNormal(){if(currentEditor){if(trigger(self.onBeforeCellEditorDestroy,{editor:currentEditor}),currentEditor.destroy(),currentEditor=null,activeCellNode){var e=getDataItem(activeRow);if($(activeCellNode).removeClass(\"editable invalid\"),e){var o=columns[activeCell];applyFormatResultToCellNode(getFormatter(activeRow,o)(activeRow,activeCell,getDataItemValueForColumn(e,o),o,e,self),activeCellNode),invalidatePostProcessingResults(activeRow)}}navigator.userAgent.toLowerCase().match(/msie/)&&clearTextSelection(),getEditorLock().deactivate(editController)}}function makeActiveCellEditable(e,o,t){if(activeCellNode){if(!options.editable)throw new Error(\"Grid : makeActiveCellEditable : should never get called when options.editable is false\");if(clearTimeout(h_editorLoader),isCellPotentiallyEditable(activeRow,activeCell)){var n=columns[activeCell],l=getDataItem(activeRow);if(!1!==trigger(self.onBeforeEditCell,{row:activeRow,cell:activeCell,item:l,column:n})){getEditorLock().activate(editController),$(activeCellNode).addClass(\"editable\");var r=e||getEditor(activeRow,activeCell);e||r.suppressClearOnEdit||(activeCellNode.innerHTML=\"\");var i=data.getItemMetadata&&data.getItemMetadata(activeRow),a=(i=i&&i.columns)&&(i[n.id]||i[activeCell]);currentEditor=new r({grid:self,gridPosition:absBox($container[0]),position:absBox(activeCellNode),container:activeCellNode,column:n,columnMetaData:a,item:l||{},event:t,commitChanges:commitEditAndSetFocus,cancelChanges:cancelEditAndSetFocus}),l&&(currentEditor.loadValue(l),o&&currentEditor.preClick&&currentEditor.preClick()),serializedEditorValue=currentEditor.serializeValue(),currentEditor.position&&handleActiveCellPositionChange()}else setFocus()}}}function commitEditAndSetFocus(){getEditorLock().commitCurrentEdit()&&(setFocus(),options.autoEdit&&navigateDown())}function cancelEditAndSetFocus(){getEditorLock().cancelCurrentEdit()&&setFocus()}function absBox(e){var o={top:e.offsetTop,left:e.offsetLeft,bottom:0,right:0,width:$(e).outerWidth(),height:$(e).outerHeight(),visible:!0};o.bottom=o.top+o.height,o.right=o.left+o.width;for(var t=e.offsetParent;(e=e.parentNode)!=document.body&&null!=e;)o.visible&&e.scrollHeight!=e.offsetHeight&&\"visible\"!=$(e).css(\"overflowY\")&&(o.visible=o.bottom>e.scrollTop&&o.top<e.scrollTop+e.clientHeight),o.visible&&e.scrollWidth!=e.offsetWidth&&\"visible\"!=$(e).css(\"overflowX\")&&(o.visible=o.right>e.scrollLeft&&o.left<e.scrollLeft+e.clientWidth),o.left-=e.scrollLeft,o.top-=e.scrollTop,e===t&&(o.left+=e.offsetLeft,o.top+=e.offsetTop,t=e.offsetParent),o.bottom=o.top+o.height,o.right=o.left+o.width;return o}function getActiveCellPosition(){return absBox(activeCellNode)}function getGridPosition(){return absBox($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,o){if(!hasFrozenRows||!options.frozenBottom&&e>actualFrozenRow-1||options.frozenBottom&&e<actualFrozenRow-1){var t=$viewportScrollContainerY.height(),n=hasFrozenRows&&!options.frozenBottom?e-options.frozenRow:e,l=n*options.rowHeight,r=(n+1)*options.rowHeight-t+(viewportHasHScroll?scrollbarDimensions.height:0);(n+1)*options.rowHeight>scrollTop+t+offset?(scrollTo(o?l:r),render()):n*options.rowHeight<scrollTop+offset&&(scrollTo(o?r:l),render())}}function scrollRowToTop(e){scrollTo(e*options.rowHeight),render()}function scrollPage(e){var o=e*numVisibleRows;if(scrollTo((getRowFromPosition(scrollTop+options.rowHeight-1)+o)*options.rowHeight),render(),options.enableCellNavigation&&null!=activeRow){var t=activeRow+o,n=getDataLengthIncludingAddNew();t>=n&&(t=n-1),t<0&&(t=0);for(var l=0,r=null,i=activePosX;l<=activePosX;)canCellBeActive(t,l)&&(r=l),l+=getColspan(t,l);null!==r?(setActiveCellInternal(getCellNode(t,r)),activePosX=i):resetActiveCell()}}function navigatePageDown(){scrollPage(1)}function navigatePageUp(){scrollPage(-1)}function navigateTop(){navigateToRow(0)}function navigateBottom(){navigateToRow(getDataLength()-1)}function navigateToRow(e){var o=getDataLength();if(!o)return!0;if(e<0?e=0:e>=o&&(e=o-1),scrollCellIntoView(e,0,!0),options.enableCellNavigation&&null!=activeRow){for(var t=0,n=null,l=activePosX;t<=activePosX;)canCellBeActive(e,t)&&(n=t),t+=getColspan(e,t);null!==n?(setActiveCellInternal(getCellNode(e,n)),activePosX=l):resetActiveCell()}return!0}function getColspan(e,o){var t=data.getItemMetadata&&data.getItemMetadata(e);if(!t||!t.columns)return 1;var n=t.columns[columns[o].id]||t.columns[o],l=n&&n.colspan;return l=\"*\"===l?columns.length-o:l||1}function findFirstFocusableCell(e){for(var o=0;o<columns.length;){if(canCellBeActive(e,o))return o;o+=getColspan(e,o)}return null}function findLastFocusableCell(e){for(var o=0,t=null;o<columns.length;)canCellBeActive(e,o)&&(t=o),o+=getColspan(e,o);return t}function gotoRight(e,o,t){if(o>=columns.length)return null;do{o+=getColspan(e,o)}while(o<columns.length&&!canCellBeActive(e,o));return o<columns.length?{row:e,cell:o,posX:o}:null}function gotoLeft(e,o,t){if(o<=0)return null;var n=findFirstFocusableCell(e);if(null===n||n>=o)return null;for(var l,r={row:e,cell:n,posX:n};;){if(!(l=gotoRight(r.row,r.cell,r.posX)))return null;if(l.cell>=o)return r;r=l}}function gotoDown(e,o,t){for(var n,l=getDataLengthIncludingAddNew();;){if(++e>=l)return null;for(n=o=0;o<=t;)n=o,o+=getColspan(e,o);if(canCellBeActive(e,n))return{row:e,cell:n,posX:t}}}function gotoUp(e,o,t){for(var n;;){if(--e<0)return null;for(n=o=0;o<=t;)n=o,o+=getColspan(e,o);if(canCellBeActive(e,n))return{row:e,cell:n,posX:t}}}function gotoNext(e,o,t){if(null==e&&null==o&&canCellBeActive(e=o=t=0,o))return{row:e,cell:o,posX:o};var n=gotoRight(e,o,t);if(n)return n;var l=null,r=getDataLengthIncludingAddNew();for(e===r-1&&e--;++e<r;)if(null!==(l=findFirstFocusableCell(e)))return{row:e,cell:l,posX:l};return null}function gotoPrev(e,o,t){if(null==e&&null==o&&canCellBeActive(e=getDataLengthIncludingAddNew()-1,o=t=columns.length-1))return{row:e,cell:o,posX:o};for(var n,l;!n&&!(n=gotoLeft(e,o,t));){if(--e<0)return null;o=0,null!==(l=findLastFocusableCell(e))&&(n={row:e,cell:l,posX:l})}return n}function gotoRowStart(e,o,t){var n=findFirstFocusableCell(e);return null===n?null:{row:e,cell:n,posX:n}}function gotoRowEnd(e,o,t){var n=findLastFocusableCell(e);return null===n?null:{row:e,cell:n,posX:n}}function navigateRight(){return navigate(\"right\")}function navigateLeft(){return navigate(\"left\")}function navigateDown(){return navigate(\"down\")}function navigateUp(){return navigate(\"up\")}function navigateNext(){return navigate(\"next\")}function navigatePrev(){return navigate(\"prev\")}function 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 o=(0,{up:gotoUp,down:gotoDown,left:gotoLeft,right:gotoRight,prev:gotoPrev,next:gotoNext,home:gotoRowStart,end:gotoRowEnd}[e])(activeRow,activeCell,activePosX);if(o){if(hasFrozenRows&&options.frozenBottom&o.row==getDataLength())return;var t=o.row==getDataLength();return(!options.frozenBottom&&o.row>=actualFrozenRow||options.frozenBottom&&o.row<actualFrozenRow)&&scrollCellIntoView(o.row,o.cell,!t&&options.emulatePagingWhenScrolling),setActiveCellInternal(getCellNode(o.row,o.cell)),activePosX=o.posX,!0}return setActiveCellInternal(getCellNode(activeRow,activeCell)),!1}function getCellNode(e,o){if(rowsCache[e]){ensureCellNodesInRowsCache(e);try{return rowsCache[e].cellNodesByColumnIdx.length>o?rowsCache[e].cellNodesByColumnIdx[o][0]:null}catch(t){return rowsCache[e].cellNodesByColumnIdx[o]}}return null}function setActiveCell(e,o,t,n,l){initialized&&(e>getDataLength()||e<0||o>=columns.length||o<0||options.enableCellNavigation&&(scrollCellIntoView(e,o,!1),setActiveCellInternal(getCellNode(e,o),t,n,l)))}function canCellBeActive(e,o){if(!options.enableCellNavigation||e>=getDataLengthIncludingAddNew()||e<0||o>=columns.length||o<0)return!1;var t=data.getItemMetadata&&data.getItemMetadata(e);if(t&&void 0!==t.focusable)return!!t.focusable;var n=t&&t.columns;return n&&n[columns[o].id]&&void 0!==n[columns[o].id].focusable?!!n[columns[o].id].focusable:n&&n[o]&&void 0!==n[o].focusable?!!n[o].focusable:!!columns[o].focusable}function canCellBeSelected(e,o){if(e>=getDataLength()||e<0||o>=columns.length||o<0)return!1;var t=data.getItemMetadata&&data.getItemMetadata(e);if(t&&void 0!==t.selectable)return!!t.selectable;var n=t&&t.columns&&(t.columns[columns[o].id]||t.columns[o]);return n&&void 0!==n.selectable?!!n.selectable:!!columns[o].selectable}function gotoCell(e,o,t,n){if(initialized&&canCellBeActive(e,o)&&getEditorLock().commitCurrentEdit()){scrollCellIntoView(e,o,!1);var l=getCellNode(e,o),r=columns[o],i=!!(options.editable&&r&&r.editor&&options.suppressActiveCellChangeOnEdit);setActiveCellInternal(l,t||e===getDataLength()||options.autoEdit,null,i,n),currentEditor||setFocus()}}function commitCurrentEdit(){var e=getDataItem(activeRow),o=columns[activeCell];if(currentEditor){if(currentEditor.isValueChanged()){var t=currentEditor.validate();if(t.valid){if(activeRow<getDataLength()){var n={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,o,n)):(n.execute(),makeActiveCellNormal())}else{var l={};currentEditor.applyValue(l,currentEditor.serializeValue()),makeActiveCellNormal(),trigger(self.onAddNewRow,{item:l,column:o})}return!getEditorLock().isActive()}return $(activeCellNode).removeClass(\"invalid\"),$(activeCellNode).width(),$(activeCellNode).addClass(\"invalid\"),trigger(self.onValidationError,{editor:currentEditor,cellNode:activeCellNode,validationResults:t,row:activeRow,cell:activeCell,column:o}),currentEditor.focus(),!1}makeActiveCellNormal()}return!0}function cancelCurrentEdit(){return makeActiveCellNormal(),!0}function rowsToRanges(e){for(var o=[],t=columns.length-1,n=0;n<e.length;n++)o.push(new Slick.Range(e[n],0,e[n],t));return o}function getSelectedRows(){if(!selectionModel)throw new Error(\"Selection model is not set\");return selectedRows.slice(0)}function setSelectedRows(e){if(!selectionModel)throw new Error(\"Selection model is not set\");self&&self.getEditorLock&&!self.getEditorLock().isActive()&&selectionModel.setSelectedRanges(rowsToRanges(e))}this.debug=function(){var e=\"\";e+=\"\\ncounter_rows_rendered:  \"+counter_rows_rendered,e+=\"\\ncounter_rows_removed:  \"+counter_rows_removed,e+=\"\\nrenderedRows:  \"+renderedRows,e+=\"\\nnumVisibleRows:  \"+numVisibleRows,e+=\"\\nmaxSupportedCssHeight:  \"+maxSupportedCssHeight,e+=\"\\nn(umber of pages):  \"+n,e+=\"\\n(current) page:  \"+page,e+=\"\\npage height (ph):  \"+ph,e+=\"\\nvScrollDir:  \"+vScrollDir,alert(e)},this.eval=function(expr){return eval(expr)},$.extend(this,{slickGridVersion:\"2.4.27\",onScroll:new Slick.Event,onSort:new Slick.Event,onHeaderMouseEnter:new Slick.Event,onHeaderMouseLeave:new Slick.Event,onHeaderContextMenu:new Slick.Event,onHeaderClick:new Slick.Event,onHeaderCellRendered:new Slick.Event,onBeforeHeaderCellDestroy:new Slick.Event,onHeaderRowCellRendered:new Slick.Event,onFooterRowCellRendered:new Slick.Event,onFooterContextMenu:new Slick.Event,onFooterClick:new Slick.Event,onBeforeHeaderRowCellDestroy:new Slick.Event,onBeforeFooterRowCellDestroy:new Slick.Event,onMouseEnter:new Slick.Event,onMouseLeave:new Slick.Event,onClick:new Slick.Event,onDblClick:new Slick.Event,onContextMenu:new Slick.Event,onKeyDown:new Slick.Event,onAddNewRow:new Slick.Event,onBeforeAppendCell:new Slick.Event,onValidationError:new Slick.Event,onViewportChanged:new Slick.Event,onColumnsReordered:new Slick.Event,onColumnsDrag:new Slick.Event,onColumnsResized:new Slick.Event,onBeforeColumnsResize: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,onSetOptions:new Slick.Event,registerPlugin,unregisterPlugin,getPluginByName,getColumns,setColumns,getColumnIndex,updateColumnHeader,setSortColumn,setSortColumns,getSortColumns,autosizeColumns,autosizeColumn,getOptions,setOptions,getData,getDataLength,getDataItem,setData,getSelectionModel,setSelectionModel,getSelectedRows,setSelectedRows,getContainerNode,updatePagingStatusFromView,applyFormatResultToCellNode,render,invalidate,invalidateRow,invalidateRows,invalidateAllRows,updateCell,updateRow,getViewport:getVisibleRange,getRenderedRange,resizeCanvas,updateRowCount,scrollRowIntoView,scrollRowToTop,scrollCellIntoView,scrollColumnIntoView,getCanvasNode,getUID,getHeaderColumnWidthDiff,getScrollbarDimensions,getHeadersWidth,getCanvasWidth,getCanvases,getActiveCanvasNode,setActiveCanvasNode,getViewportNode,getActiveViewportNode,setActiveViewportNode,focus:setFocus,scrollTo,getCellFromPoint,getCellFromEvent,getActiveCell,setActiveCell,getActiveCellNode,getActiveCellPosition,resetActiveCell,editActiveCell:makeActiveCellEditable,getCellEditor,getCellNode,getCellNodeBox,canCellBeSelected,canCellBeActive,navigatePrev,navigateNext,navigateUp,navigateDown,navigateLeft,navigateRight,navigatePageUp,navigatePageDown,navigateTop,navigateBottom,navigateRowStart,navigateRowEnd,gotoCell,getTopPanel,setTopPanelVisibility,getPreHeaderPanel,getPreHeaderPanelLeft:getPreHeaderPanel,getPreHeaderPanelRight,setPreHeaderPanelVisibility,getHeader,getHeaderColumn,setHeaderRowVisibility,getHeaderRow,getHeaderRowColumn,setFooterRowVisibility,getFooterRow,getFooterRowColumn,getGridPosition,flashCell,addCellCssStyles,setCellCssStyles,removeCellCssStyles,getCellCssStyles,getFrozenRowOffset,setColumnHeaderVisibility,init:finishInitialization,destroy,getEditorLock,getEditController}),init()}module.exports={Grid:SlickGrid}},\n",
       "      505: function _(t,e,a,n,r){\n",
       "      /*!\n",
       "           * jquery.event.drag - 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=t(498);o.fn.drag=function(t,e,a){var n=\"string\"==typeof t?t:\"\",r=o.isFunction(t)?t:o.isFunction(e)?e:null;return 0!==n.indexOf(\"drag\")&&(n=\"drag\"+n),a=(t==r?e:a)||{},r?this.on(n,a,r):this.trigger(n)};var i=o.event,d=i.special,s=d.drag={defaults:{which:1,distance:0,not:\":input\",handle:null,relative:!1,drop:!0,click:!1},datakey:\"dragdata\",noBubble:!0,add:function(t){var e=o.data(this,s.datakey),a=t.data||{};e.related+=1,o.each(s.defaults,(function(t,n){void 0!==a[t]&&(e[t]=a[t])}))},remove:function(){o.data(this,s.datakey).related-=1},setup:function(){if(!o.data(this,s.datakey)){var t=o.extend({related:0},s.defaults);o.data(this,s.datakey,t),i.add(this,\"touchstart mousedown\",s.init,t),this.attachEvent&&this.attachEvent(\"ondragstart\",s.dontstart)}},teardown:function(){(o.data(this,s.datakey)||{}).related||(o.removeData(this,s.datakey),i.remove(this,\"touchstart mousedown\",s.init),s.textselect(!0),this.detachEvent&&this.detachEvent(\"ondragstart\",s.dontstart))},init:function(t){if(!s.touched){var e,a=t.data;if(!(0!=t.which&&a.which>0&&t.which!=a.which)){var n=o(t.target).attr(\"class\")||\"\";if(!o(t.target).is(a.not)&&n&&-1!==n.toString().indexOf(\"slick\")&&(!a.handle||o(t.target).closest(a.handle,t.currentTarget).length)&&(s.touched=\"touchstart\"==t.type?this:null,a.propagates=1,a.mousedown=this,a.interactions=[s.interaction(this,a)],a.target=t.target,a.pageX=t.pageX,a.pageY=t.pageY,a.dragging=null,e=s.hijack(t,\"draginit\",a),a.propagates))return(e=s.flatten(e))&&e.length&&(a.interactions=[],o.each(e,(function(){a.interactions.push(s.interaction(this,a))}))),a.propagates=a.interactions.length,!1!==a.drop&&d.drop&&d.drop.handler(t,a),s.textselect(!1),s.touched?i.add(s.touched,\"touchmove touchend\",s.handler,a):i.add(document,\"mousemove mouseup\",s.handler,a),!(!s.touched||a.live)&&void 0}}},interaction:function(t,e){var a=t&&t.ownerDocument&&o(t)[e.relative?\"position\":\"offset\"]()||{top:0,left:0};return{drag:t,callback:new s.callback,droppable:[],offset:a}},handler:function(t){var e=t.data;switch(t.type){case!e.dragging&&\"touchmove\":t.preventDefault();case!e.dragging&&\"mousemove\":if(Math.pow(t.pageX-e.pageX,2)+Math.pow(t.pageY-e.pageY,2)<Math.pow(e.distance,2))break;t.target=e.target,s.hijack(t,\"dragstart\",e),e.propagates&&(e.dragging=!0);case\"touchmove\":t.preventDefault();case\"mousemove\":if(e.dragging){if(s.hijack(t,\"drag\",e),e.propagates){!1!==e.drop&&d.drop&&d.drop.handler(t,e);break}t.type=\"mouseup\"}default:s.touched?i.remove(s.touched,\"touchmove touchend\",s.handler):i.remove(document,\"mousemove mouseup\",s.handler),e.dragging&&(!1!==e.drop&&d.drop&&d.drop.handler(t,e),s.hijack(t,\"dragend\",e)),s.textselect(!0),!1===e.click&&e.dragging&&o.data(e.mousedown,\"suppress.click\",(new Date).getTime()+5),e.dragging=s.touched=!1}},hijack:function(t,e,a,n,r){if(a){var d,c,l,p={event:t.originalEvent,type:t.type},u=e.indexOf(\"drop\")?\"drag\":\"drop\",g=n||0,h=isNaN(n)?a.interactions.length:n;t.type=e;var f=function(){};t.originalEvent=new o.Event(p.event,{preventDefault:f,stopPropagation:f,stopImmediatePropagation:f}),a.results=[];do{if(c=a.interactions[g]){if(\"dragend\"!==e&&c.cancelled)continue;l=s.properties(t,a,c),c.results=[],o(r||c[u]||a.droppable).each((function(n,r){if(l.target=r,t.isPropagationStopped=function(){return!1},!1===(d=r?i.dispatch.call(r,t,l):null)?(\"drag\"==u&&(c.cancelled=!0,a.propagates-=1),\"drop\"==e&&(c[u][n]=null)):\"dropinit\"==e&&c.droppable.push(s.element(d)||r),\"dragstart\"==e&&(c.proxy=o(s.element(d)||c.drag)[0]),c.results.push(d),delete t.result,\"dropinit\"!==e)return d})),a.results[g]=s.flatten(c.results),\"dropinit\"==e&&(c.droppable=s.flatten(c.droppable)),\"dragstart\"!=e||c.cancelled||l.update()}}while(++g<h);return t.type=p.type,t.originalEvent=p.event,s.flatten(a.results)}},properties:function(t,e,a){var n=a.callback;return n.drag=a.drag,n.proxy=a.proxy||a.drag,n.startX=e.pageX,n.startY=e.pageY,n.deltaX=t.pageX-e.pageX,n.deltaY=t.pageY-e.pageY,n.originalX=a.offset.left,n.originalY=a.offset.top,n.offsetX=n.originalX+n.deltaX,n.offsetY=n.originalY+n.deltaY,n.drop=s.flatten((a.drop||[]).slice()),n.available=s.flatten((a.droppable||[]).slice()),n},element:function(t){if(t&&(t.jquery||1==t.nodeType))return t},flatten:function(t){return o.map(t,(function(t){return t&&t.jquery?o.makeArray(t):t&&t.length?s.flatten(t):t}))},textselect:function(t){o(document)[t?\"off\":\"on\"](\"selectstart\",s.dontstart).css(\"MozUserSelect\",t?\"\":\"none\"),document.unselectable=t?\"off\":\"on\"},dontstart:function(){return!1},callback:function(){}};s.callback.prototype={update:function(){d.drop&&this.available.length&&o.each(this.available,(function(t){d.drop.locate(this,t)}))}};var c=i.dispatch;i.dispatch=function(t){if(!(o.data(this,\"suppress.\"+t.type)-(new Date).getTime()>0))return c.apply(this,arguments);o.removeData(this,\"suppress.\"+t.type)},d.draginit=d.dragstart=d.dragend=s},\n",
       "      506: function _(t,e,a,n,i){\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=t(498);o.fn.drop=function(t,e,a){var n=\"string\"==typeof t?t:\"\",i=o.isFunction(t)?t:o.isFunction(e)?e:null;return 0!==n.indexOf(\"drop\")&&(n=\"drop\"+n),a=(t==i?e:a)||{},i?this.on(n,a,i):this.trigger(n)},o.drop=function(t){t=t||{},d.multi=!0===t.multi?1/0:!1===t.multi?1:isNaN(t.multi)?d.multi:t.multi,d.delay=t.delay||d.delay,d.tolerance=o.isFunction(t.tolerance)?t.tolerance:null===t.tolerance?null:d.tolerance,d.mode=t.mode||d.mode||\"intersect\"};var r=o.event.special,d=o.event.special.drop={multi:1,delay:20,mode:\"overlap\",targets:[],datakey:\"dropdata\",noBubble:!0,add:function(t){o.data(this,d.datakey).related+=1},remove:function(){o.data(this,d.datakey).related-=1},setup:function(){if(!o.data(this,d.datakey)){o.data(this,d.datakey,{related:0,active:[],anyactive:0,winner:0,location:{}}),d.targets.push(this)}},teardown:function(){if(!(o.data(this,d.datakey)||{}).related){o.removeData(this,d.datakey);var t=this;d.targets=o.grep(d.targets,(function(e){return e!==t}))}},handler:function(t,e){var a;if(e)switch(t.type){case\"mousedown\":case\"touchstart\":a=o(d.targets),\"string\"==typeof e.drop&&(a=a.filter(e.drop)),a.each((function(){var t=o.data(this,d.datakey);t.active=[],t.anyactive=0,t.winner=0})),e.droppable=a,r.drag.hijack(t,\"dropinit\",e);break;case\"mousemove\":case\"touchmove\":d.event=t,d.timer||d.tolerate(e);break;case\"mouseup\":case\"touchend\":d.timer=clearTimeout(d.timer),e.propagates&&(r.drag.hijack(t,\"drop\",e),r.drag.hijack(t,\"dropend\",e))}},locate:function(t,e){var a=o.data(t,d.datakey),n=o(t),i=n.length&&!n.is(document)?n.offset():{},r=n.outerHeight(),l=n.outerWidth(),c={elem:t,width:l,height:r,top:i.top,left:i.left,right:i.left+l,bottom:i.top+r};return a&&(a.location=c,a.index=e,a.elem=t),c},contains:function(t,e){return(e[0]||e.left)>=t.left&&(e[0]||e.right)<=t.right&&(e[1]||e.top)>=t.top&&(e[1]||e.bottom)<=t.bottom},modes:{intersect:function(t,e,a){return this.contains(a,[t.pageX,t.pageY])?1e9:this.modes.overlap.apply(this,arguments)},overlap:function(t,e,a){return Math.max(0,Math.min(a.bottom,e.bottom)-Math.max(a.top,e.top))*Math.max(0,Math.min(a.right,e.right)-Math.max(a.left,e.left))},fit:function(t,e,a){return this.contains(a,e)?1:0},middle:function(t,e,a){return this.contains(a,[e.left+.5*e.width,e.top+.5*e.height])?1:0}},sort:function(t,e){return e.winner-t.winner||t.index-e.index},tolerate:function(t){var e,a,n,i,l,c,s,u,p=0,h=t.interactions.length,m=[d.event.pageX,d.event.pageY],f=d.tolerance||d.modes[d.mode];do{if(u=t.interactions[p]){if(!u)return;u.drop=[],l=[],c=u.droppable.length,f&&(n=d.locate(u.proxy)),e=0;do{if(s=u.droppable[e]){if(!(a=(i=o.data(s,d.datakey)).location))continue;i.winner=f?f.call(d,d.event,n,a):d.contains(a,m)?1:0,l.push(i)}}while(++e<c);l.sort(d.sort),e=0;do{(i=l[e])&&(i.winner&&u.drop.length<d.multi?(i.active[p]||i.anyactive||(!1!==r.drag.hijack(d.event,\"dropstart\",t,p,i.elem)[0]?(i.active[p]=1,i.anyactive+=1):i.winner=0),i.winner&&u.drop.push(i.elem)):i.active[p]&&1==i.anyactive&&(r.drag.hijack(d.event,\"dropend\",t,p,i.elem),i.active[p]=0,i.anyactive-=1))}while(++e<c)}}while(++p<h);d.last&&m[0]==d.last.pageX&&m[1]==d.last.pageY?delete d.timer:d.timer=setTimeout((function(){d.tolerate(t)}),d.delay),d.last=d.event}};r.dropinit=r.dropstart=r.dropend=d},\n",
       "      507: function _(e,t,n,r,o){var i=e(498),l=e(500);var a={Avg:function(e){this.field_=e,this.init=function(){this.count_=0,this.nonNullCount_=0,this.sum_=0},this.accumulate=function(e){var t=e[this.field_];this.count_++,null==t||\"\"===t||isNaN(t)||(this.nonNullCount_++,this.sum_+=parseFloat(t))},this.storeResult=function(e){e.avg||(e.avg={}),0!==this.nonNullCount_&&(e.avg[this.field_]=this.sum_/this.nonNullCount_)}},Min:function(e){this.field_=e,this.init=function(){this.min_=null},this.accumulate=function(e){var t=e[this.field_];null==t||\"\"===t||isNaN(t)||(null==this.min_||t<this.min_)&&(this.min_=t)},this.storeResult=function(e){e.min||(e.min={}),e.min[this.field_]=this.min_}},Max:function(e){this.field_=e,this.init=function(){this.max_=null},this.accumulate=function(e){var t=e[this.field_];null==t||\"\"===t||isNaN(t)||(null==this.max_||t>this.max_)&&(this.max_=t)},this.storeResult=function(e){e.max||(e.max={}),e.max[this.field_]=this.max_}},Sum:function(e){this.field_=e,this.init=function(){this.sum_=null},this.accumulate=function(e){var t=e[this.field_];null==t||\"\"===t||isNaN(t)||(this.sum_+=parseFloat(t))},this.storeResult=function(e){e.sum||(e.sum={}),e.sum[this.field_]=this.sum_}},Count:function(e){this.field_=e,this.init=function(){},this.storeResult=function(e){e.count||(e.count={}),e.count[this.field_]=e.group.rows.length}}};t.exports={DataView:function(e){var t,n,r,o,a,u=this,s=\"id\",g=[],c=[],f={},h=null,p=null,d=null,m=!1,v=!0,_={},w={},y=[],$=[],C={getter:null,formatter:null,comparer:function(e,t){return e.value===t.value?0:e.value>t.value?1:-1},predefinedValues:[],aggregators:[],aggregateEmpty:!1,aggregateCollapsed:!1,aggregateChildGroups:!1,collapsed:!1,displayTotalsRow:!0,lazyTotalsCalculation:!1},I=[],R=[],x=[],E=\":|:\",M=0,S=0,b=0,F=new l.Event,A=new l.Event,N=new l.Event,G=new l.Event,T=new l.Event,O=new l.Event,P=new l.Event,D=new l.Event;function K(e){for(var t,n=e=e||0,r=g.length;n<r;n++){if(void 0===(t=g[n][s]))throw new Error(\"Each data element must implement a unique 'id' property\");f[t]=n}}function j(){var e=M?Math.max(1,Math.ceil(b/M)):1;return{pageSize:M,pageNum:S,totalRows:b,totalPages:e,dataView:u}}function B(e,r){v=r,n=e,t=null,!1===r&&g.reverse(),g.sort(e),!1===r&&g.reverse(),f={},K(),se()}function z(e,r){v=r,t=e,n=null;var o=Object.prototype.toString;Object.prototype.toString=\"function\"==typeof e?e:function(){return this[e]},!1===r&&g.reverse(),g.sort(),Object.prototype.toString=o,!1===r&&g.reverse(),f={},K(),se()}function V(t){e.groupItemMetadataProvider||(e.groupItemMetadataProvider=new l.Data.GroupItemMetadataProvider),R=[],x=[],I=(t=t||[])instanceof Array?t:[t];for(var n=0;n<I.length;n++){var r=I[n]=i.extend(!0,{},C,I[n]);r.getterIsAFn=\"function\"==typeof r.getter,r.compiledAccumulators=[];for(var o=r.aggregators.length;o--;)r.compiledAccumulators[o]=re(r.aggregators[o]);x[n]={}}se()}function q(){if(!h){h={};for(var e=0,t=c.length;e<t;e++)h[c[e][s]]=e}}function U(e){return g[f[e]]}function L(e,t){if(void 0===f[e])throw new Error(\"Invalid id\");if(e!==t[s]){var n=t[s];if(null==n)throw new Error(\"Cannot update item to associate with a null id\");if(void 0!==f[n])throw new Error(\"Cannot update item to associate with a non-unique id\");f[n]=f[e],delete f[e],d&&d[e]&&delete d[e],e=n}g[f[e]]=t,d||(d={}),d[e]=!0,se()}function k(e,t){g.splice(e,0,t),K(e),se()}function H(e){var t=f[e];if(void 0===t)throw new Error(\"Invalid id\");delete f[e],g.splice(t,1),K(t),se()}function W(e){if(!n)throw new 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se(){if(!m){var e=i.extend(!0,{},j()),t=c.length,n=b,r=ue(g);M&&b<S*M&&(S=Math.max(0,Math.ceil(b/M)-1),r=ue(g)),d=null,w=_,_={},n!==b&&(T.notify(e,null,u),O.notify(j(),null,u)),t!==c.length&&A.notify({previous:t,current:c.length,dataView:u,callingOnRowsChanged:r.length>0},null,u),r.length>0&&N.notify({rows:r,dataView:u,calledOnRowCountChanged:t!==c.length},null,u),(t!==c.length||r.length>0)&&G.notify({rowsDiff:r,previousRowCount:t,currentRowCount:c.length,rowCountChanged:t!==c.length,rowsChanged:r.length>0,dataView:u},null,u)}}e=i.extend(!0,{},{groupItemMetadataProvider:null,inlineFilters:!1},e),i.extend(this,{beginUpdate:function(){m=!0},endUpdate:function(){m=!1,se()},setPagingOptions:function(e){T.notify(j(),null,u),null!=e.pageSize&&(M=e.pageSize,S=M?Math.min(S,Math.max(0,Math.ceil(b/M)-1)):0),null!=e.pageNum&&(S=Math.min(e.pageNum,Math.max(0,Math.ceil(b/M)-1))),O.notify(j(),null,u),se()},getPagingInfo:j,getIdPropertyName:function(){return s},getItems:function(){return g},setItems:function(e,t){void 0!==t&&(s=t),g=y=e,f={},K(),function(){for(var e,t=0,n=g.length;t<n;t++)if(void 0===(e=g[t][s])||f[e]!==t)throw new Error(\"Each data element must implement a unique 'id' property\")}(),se(),F.notify({idProperty:t},null,u)},setFilter:function(t){p=t,e.inlineFilters&&(o=function(){var e=ne(p),t=\"{ continue _coreloop; }$1\",n=\"{ _retval[_idx++] = $item$; continue _coreloop; }$1\",r=e.body.replace(/return false\\s*([;}]|\\}|$)/gi,t).replace(/return!1([;}]|\\}|$)/gi,t).replace(/return true\\s*([;}]|\\}|$)/gi,n).replace(/return!0([;}]|\\}|$)/gi,n).replace(/return ([^;}]+?)\\s*([;}]|$)/gi,\"{ if ($1) { _retval[_idx++] = $item$; }; continue _coreloop; }$2\"),o=[\"var _retval = [], _idx = 0; \",\"var $item$, $args$ = _args; \",\"_coreloop: \",\"for (var _i = 0, _il = _items.length; _i < _il; _i++) { \",\"$item$ = _items[_i]; \",\"$filter$; \",\"} \",\"return _retval; \"].join(\"\");o=(o=(o=o.replace(/\\$filter\\$/gi,r)).replace(/\\$item\\$/gi,e.params[0])).replace(/\\$args\\$/gi,e.params[1]);var i=new Function(\"_items,_args\",o),l=\"compiledFilter\";return i.displayName=l,i.name=oe(i,l),i}(),a=function(){var e=ne(p),t=\"{ continue _coreloop; }$1\",n=\"{ _cache[_i] = true;_retval[_idx++] = $item$; continue _coreloop; }$1\",r=e.body.replace(/return false\\s*([;}]|\\}|$)/gi,t).replace(/return!1([;}]|\\}|$)/gi,t).replace(/return true\\s*([;}]|\\}|$)/gi,n).replace(/return!0([;}]|\\}|$)/gi,n).replace(/return ([^;}]+?)\\s*([;}]|$)/gi,\"{ if ((_cache[_i] = $1)) { _retval[_idx++] = $item$; }; continue _coreloop; }$2\"),o=[\"var _retval = [], _idx = 0; \",\"var $item$, $args$ = _args; \",\"_coreloop: \",\"for (var _i = 0, _il = _items.length; _i < _il; _i++) { \",\"$item$ = _items[_i]; \",\"if (_cache[_i]) { \",\"_retval[_idx++] = $item$; \",\"continue _coreloop; \",\"} \",\"$filter$; \",\"} \",\"return _retval; \"].join(\"\");o=(o=(o=o.replace(/\\$filter\\$/gi,r)).replace(/\\$item\\$/gi,e.params[0])).replace(/\\$args\\$/gi,e.params[1]);var i=new Function(\"_items,_args,_cache\",o),l=\"compiledFilterWithCaching\";return i.displayName=l,i.name=oe(i,l),i}()),se()},getFilter:function(){return p},getFilteredItems:function(){return y},sort:B,fastSort:z,reSort:function(){n?B(n,v):t&&z(t,v)},setGrouping:V,getGrouping:function(){return I},groupBy:function(e,t,n){V(null!=e?{getter:e,formatter:t,comparer:n}:[])},setAggregators:function(e,t){if(!I.length)throw new Error(\"At least one grouping must be specified before calling setAggregators().\");I[0].aggregators=e,I[0].aggregateCollapsed=t,V(I)},collapseAllGroups:function(e){J(e,!0)},expandAllGroups:function(e){J(e,!1)},collapseGroup:function(e){var t,n,r=Array.prototype.slice.call(arguments),o=r[0];1===r.length&&-1!==o.indexOf(E)?(t=o,n=o.split(E).length-1):(t=r.join(E),n=r.length-1),Q(n,t,!0),D.notify({level:n,groupingKey:t})},expandGroup:function(e){var t,n,r=Array.prototype.slice.call(arguments),o=r[0];1===r.length&&-1!==o.indexOf(E)?(n=o.split(E).length-1,t=o):(n=r.length-1,t=r.join(E)),Q(n,t,!1),P.notify({level:n,groupingKey:t})},getGroups:function(){return R},getIdxById:function(e){return f[e]},getRowByItem:function(e){return q(),h[e[s]]},getRowById:function(e){return q(),h[e]},getItemById:U,getItemByIdx:function(e){return g[e]},mapItemsToRows:function(e){var t=[];q();for(var n=0,r=e.length;n<r;n++){var o=h[e[n][s]];null!=o&&(t[t.length]=o)}return t},mapRowsToIds:function(e){for(var t=[],n=0,r=e.length;n<r;n++)e[n]<c.length&&(t[t.length]=c[e[n]][s]);return t},mapIdsToRows:function(e){var t=[];q();for(var n=0,r=e.length;n<r;n++){var o=h[e[n]];null!=o&&(t[t.length]=o)}return t},setRefreshHints:function(e){_=e},setFilterArgs:function(e){r=e},refresh:se,updateItem:L,insertItem:k,addItem:function(e){g.push(e),K(g.length-1),se()},deleteItem:H,sortedAddItem:W,sortedUpdateItem:function(e,t){if(void 0===f[e]||e!==t[s])throw new Error(\"Invalid or non-matching id \"+f[e]);if(!n)throw new Error(\"sortedUpdateItem() requires a sort comparer, use sort()\");var r=U(e);0!==n(r,t)?(H(e),W(t)):L(e,t)},syncGridSelection:function(e,t,n){var r,o=this,a=o.mapRowsToIds(e.getSelectedRows()),u=new l.Event;function s(t){a.join(\",\")!=t.join(\",\")&&(a=t,u.notify({grid:e,ids:a,dataView:o},new l.EventData,o))}return e.onSelectedRowsChanged.subscribe((function(t,l){if(!r){var u=o.mapRowsToIds(e.getSelectedRows());if(n&&e.getOptions().multiSelect)s(i.grep(a,(function(e){return void 0===o.getRowById(e)})).concat(u));else s(u)}})),this.onRowsOrCountChanged.subscribe((function(){if(a.length>0){r=!0;var n=o.mapIdsToRows(a);t||s(o.mapRowsToIds(n)),e.setSelectedRows(n),r=!1}})),u},syncGridCellCssStyles:function(e,t){var n,r;function o(e){for(var t in n={},e){var r=c[t][s];n[r]=e[t]}}function i(){if(n){r=!0,q();var o={};for(var i in n){var l=h[i];null!=l&&(o[l]=n[i])}e.setCellCssStyles(t,o),r=!1}}o(e.getCellCssStyles(t)),e.onCellCssStylesChanged.subscribe((function(n,l){r||t==l.key&&(l.hash?o(l.hash):(e.onCellCssStylesChanged.unsubscribe(),u.onRowsOrCountChanged.unsubscribe(i)))})),this.onRowsOrCountChanged.subscribe(i)},getLength:function(){return c.length},getItem:function(e){var t=c[e];if(t&&t.__group&&t.totals&&!t.totals.initialized){var n=I[t.level];n.displayTotalsRow||(Y(t.totals),t.title=n.formatter?n.formatter(t):t.value)}else t&&t.__groupTotals&&!t.initialized&&Y(t);return t},getItemMetadata:function(t){var n=c[t];return void 0===n?null:n.__group?e.groupItemMetadataProvider.getGroupRowMetadata(n):n.__groupTotals?e.groupItemMetadataProvider.getTotalsRowMetadata(n):null},onSetItemsCalled:F,onRowCountChanged:A,onRowsChanged:N,onRowsOrCountChanged:G,onBeforePagingInfoChanged:T,onPagingInfoChanged:O,onGroupExpanded:P,onGroupCollapsed:D})},Aggregators:a,Data:{Aggregators:a}}},\n",
       "      508: function _(e,t,i,n,o){var l=e(498),a=e(500);function s(e){var t,i;function n(){var t=e.column.editorFixedDecimalPlaces;return void 0===t&&(t=s.DefaultDecimalPlaces),t||0===t?t:null}this.init=function(){var i=e.grid.getOptions().editorCellNavOnLRKeys;t=l(\"<INPUT type=text class='editor-text' />\").appendTo(e.container).on(\"keydown.nav\",i?u:c).focus().select()},this.destroy=function(){t.remove()},this.focus=function(){t.focus()},this.loadValue=function(o){i=o[e.column.field];var l=n();null!==l&&(i||0===i)&&i.toFixed&&(i=i.toFixed(l)),t.val(i),t[0].defaultValue=i,t.select()},this.serializeValue=function(){var e=parseFloat(t.val());s.AllowEmptyValue?e||0===e||(e=\"\"):e=e||0;var i=n();return null!==i&&(e||0===e)&&e.toFixed&&(e=parseFloat(e.toFixed(i))),e},this.applyValue=function(t,i){t[e.column.field]=i},this.isValueChanged=function(){return!(\"\"===t.val()&&null==i)&&t.val()!=i},this.validate=function(){if(isNaN(t.val()))return{valid:!1,msg:\"Please enter a valid number\"};if(e.column.validator){var i=e.column.validator(t.val());if(!i.valid)return i}return{valid:!0,msg:null}},this.init()}function u(e){var t=this.selectionStart,i=this.value.length;(e.keyCode===a.keyCode.LEFT&&t>0||e.keyCode===a.keyCode.RIGHT&&t<i-1)&&e.stopImmediatePropagation()}function c(e){e.keyCode!==a.keyCode.LEFT&&e.keyCode!==a.keyCode.RIGHT||e.stopImmediatePropagation()}s.DefaultDecimalPlaces=null,s.AllowEmptyValue=!1,t.exports={Editors:{Text:function(e){var t,i;this.init=function(){var i=e.grid.getOptions().editorCellNavOnLRKeys;t=l(\"<INPUT type=text class='editor-text' />\").appendTo(e.container).on(\"keydown.nav\",i?u:c).focus().select()},this.destroy=function(){t.remove()},this.focus=function(){t.focus()},this.getValue=function(){return t.val()},this.setValue=function(e){t.val(e)},this.loadValue=function(n){i=n[e.column.field]||\"\",t.val(i),t[0].defaultValue=i,t.select()},this.serializeValue=function(){return t.val()},this.applyValue=function(t,i){t[e.column.field]=i},this.isValueChanged=function(){return!(\"\"===t.val()&&null==i)&&t.val()!=i},this.validate=function(){if(e.column.validator){var i=e.column.validator(t.val());if(!i.valid)return i}return{valid:!0,msg:null}},this.init()},Integer:function(e){var t,i;this.init=function(){var i=e.grid.getOptions().editorCellNavOnLRKeys;t=l(\"<INPUT type=text class='editor-text' />\").appendTo(e.container).on(\"keydown.nav\",i?u:c).focus().select()},this.destroy=function(){t.remove()},this.focus=function(){t.focus()},this.loadValue=function(n){i=n[e.column.field],t.val(i),t[0].defaultValue=i,t.select()},this.serializeValue=function(){return parseInt(t.val(),10)||0},this.applyValue=function(t,i){t[e.column.field]=i},this.isValueChanged=function(){return!(\"\"===t.val()&&null==i)&&t.val()!=i},this.validate=function(){if(isNaN(t.val()))return{valid:!1,msg:\"Please enter a valid integer\"};if(e.column.validator){var i=e.column.validator(t.val());if(!i.valid)return i}return{valid:!0,msg:null}},this.init()},Float:s,Date:function(e){var t,i,n=!1;this.init=function(){(t=l(\"<INPUT type=text class='editor-text' />\")).appendTo(e.container),t.focus().select(),t.datepicker({showOn:\"button\",buttonImageOnly:!0,beforeShow:function(){n=!0},onClose:function(){n=!1}}),t.width(t.width()-18)},this.destroy=function(){l.datepicker.dpDiv.stop(!0,!0),t.datepicker(\"hide\"),t.datepicker(\"destroy\"),t.remove()},this.show=function(){n&&l.datepicker.dpDiv.stop(!0,!0).show()},this.hide=function(){n&&l.datepicker.dpDiv.stop(!0,!0).hide()},this.position=function(e){n&&l.datepicker.dpDiv.css(\"top\",e.top+30).css(\"left\",e.left)},this.focus=function(){t.focus()},this.loadValue=function(n){i=n[e.column.field],t.val(i),t[0].defaultValue=i,t.select()},this.serializeValue=function(){return t.val()},this.applyValue=function(t,i){t[e.column.field]=i},this.isValueChanged=function(){return!(\"\"===t.val()&&null==i)&&t.val()!=i},this.validate=function(){if(e.column.validator){var i=e.column.validator(t.val());if(!i.valid)return i}return{valid:!0,msg:null}},this.init()},YesNoSelect:function(e){var t,i;this.init=function(){(t=l(\"<SELECT tabIndex='0' class='editor-yesno'><OPTION value='yes'>Yes</OPTION><OPTION value='no'>No</OPTION></SELECT>\")).appendTo(e.container),t.focus()},this.destroy=function(){t.remove()},this.focus=function(){t.focus()},this.loadValue=function(n){t.val((i=n[e.column.field])?\"yes\":\"no\"),t.select()},this.serializeValue=function(){return\"yes\"==t.val()},this.applyValue=function(t,i){t[e.column.field]=i},this.isValueChanged=function(){return t.val()!=i},this.validate=function(){return{valid:!0,msg:null}},this.init()},Checkbox:function(e){var t,i;this.init=function(){(t=l(\"<INPUT type=checkbox value='true' class='editor-checkbox' hideFocus>\")).appendTo(e.container),t.focus()},this.destroy=function(){t.remove()},this.focus=function(){t.focus()},this.loadValue=function(n){(i=!!n[e.column.field])?t.prop(\"checked\",!0):t.prop(\"checked\",!1)},this.preClick=function(){t.prop(\"checked\",!t.prop(\"checked\"))},this.serializeValue=function(){return t.prop(\"checked\")},this.applyValue=function(t,i){t[e.column.field]=i},this.isValueChanged=function(){return this.serializeValue()!==i},this.validate=function(){return{valid:!0,msg:null}},this.init()},PercentComplete:function(e){var t,i,n;this.init=function(){(t=l(\"<INPUT type=text class='editor-percentcomplete' />\")).width(l(e.container).innerWidth()-25),t.appendTo(e.container),(i=l(\"<div class='editor-percentcomplete-picker' />\").appendTo(e.container)).append(\"<div class='editor-percentcomplete-helper'><div class='editor-percentcomplete-wrapper'><div class='editor-percentcomplete-slider' /><div class='editor-percentcomplete-buttons' /></div></div>\"),i.find(\".editor-percentcomplete-buttons\").append(\"<button val=0>Not started</button><br/><button val=50>In Progress</button><br/><button val=100>Complete</button>\"),t.focus().select(),i.find(\".editor-percentcomplete-slider\").slider({orientation:\"vertical\",range:\"min\",value:n,slide:function(e,i){t.val(i.value)}}),i.find(\".editor-percentcomplete-buttons button\").on(\"click\",(function(e){t.val(l(this).attr(\"val\")),i.find(\".editor-percentcomplete-slider\").slider(\"value\",l(this).attr(\"val\"))}))},this.destroy=function(){t.remove(),i.remove()},this.focus=function(){t.focus()},this.loadValue=function(i){t.val(n=i[e.column.field]),t.select()},this.serializeValue=function(){return parseInt(t.val(),10)||0},this.applyValue=function(t,i){t[e.column.field]=i},this.isValueChanged=function(){return!(\"\"===t.val()&&null==n)&&(parseInt(t.val(),10)||0)!=n},this.validate=function(){return isNaN(parseInt(t.val(),10))?{valid:!1,msg:\"Please enter a valid positive number\"}:{valid:!0,msg:null}},this.init()},LongText:function(e){var t,i,n,o=this;this.init=function(){var n=l(\"body\");e.grid.getOptions().editorCellNavOnLRKeys;i=l(\"<DIV style='z-index:10000;position:absolute;background:white;padding:5px;border:3px solid gray; -moz-border-radius:10px; border-radius:10px;'/>\").appendTo(n),t=l(\"<TEXTAREA hidefocus rows=5 style='background:white;width:250px;height:80px;border:0;outline:0'>\").appendTo(i),l(\"<DIV style='text-align:right'><BUTTON>Save</BUTTON><BUTTON>Cancel</BUTTON></DIV>\").appendTo(i),i.find(\"button:first\").on(\"click\",this.save),i.find(\"button:last\").on(\"click\",this.cancel),t.on(\"keydown\",this.handleKeyDown),o.position(e.position),t.focus().select()},this.handleKeyDown=function(t){if(t.which==a.keyCode.ENTER&&t.ctrlKey)o.save();else if(t.which==a.keyCode.ESCAPE)t.preventDefault(),o.cancel();else if(t.which==a.keyCode.TAB&&t.shiftKey)t.preventDefault(),e.grid.navigatePrev();else if(t.which==a.keyCode.TAB)t.preventDefault(),e.grid.navigateNext();else if((t.which==a.keyCode.LEFT||t.which==a.keyCode.RIGHT)&&e.grid.getOptions().editorCellNavOnLRKeys){var i=this.selectionStart,n=this.value.length;t.keyCode===a.keyCode.LEFT&&0===i&&e.grid.navigatePrev(),t.keyCode===a.keyCode.RIGHT&&i>=n-1&&e.grid.navigateNext()}},this.save=function(){e.commitChanges()},this.cancel=function(){t.val(n),e.cancelChanges()},this.hide=function(){i.hide()},this.show=function(){i.show()},this.position=function(e){i.css(\"top\",e.top-5).css(\"left\",e.left-5)},this.destroy=function(){i.remove()},this.focus=function(){t.focus()},this.loadValue=function(i){t.val(n=i[e.column.field]),t.select()},this.serializeValue=function(){return t.val()},this.applyValue=function(t,i){t[e.column.field]=i},this.isValueChanged=function(){return!(\"\"===t.val()&&null==n)&&t.val()!=n},this.validate=function(){if(e.column.validator){var i=e.column.validator(t.val());if(!i.valid)return i}return{valid:!0,msg:null}},this.init()}}}},\n",
       "      509: function _(e,n,r,t,c){e(500);n.exports={Formatters:{PercentComplete:function(e,n,r,t,c){return null==r||\"\"===r?\"-\":r<50?\"<span style='color:red;font-weight:bold;'>\"+r+\"%</span>\":\"<span style='color:green'>\"+r+\"%</span>\"},PercentCompleteBar:function(e,n,r,t,c){return null==r||\"\"===r?\"\":\"<span class='percent-complete-bar' style='background:\"+(r<30?\"red\":r<70?\"silver\":\"green\")+\";width:\"+r+\"%'></span>\"},YesNo:function(e,n,r,t,c){return r?\"Yes\":\"No\"},Checkmark:function(e,n,r,t,c){return r?\"<img src='../images/tick.png'>\":\"\"},Checkbox:function(e,n,r,t,c){return'<img class=\"slick-edit-preclick\" src=\"../images/'+(r?\"CheckboxY\":\"CheckboxN\")+'.png\">'}}}},\n",
       "      510: function _(t,o,r,e,n){var a=t(498),l=t(500);o.exports={RemoteModel:function(){var t=50,o={length:0},r=\"\",e=null,n=1,i=null,s=null,u=new l.Event,f=new l.Event;function c(){for(var t in o)delete o[t];o.length=0}function h(l,c){if(s){s.abort();for(var h=s.fromPage;h<=s.toPage;h++)o[h*t]=void 0}l<0&&(l=0),o.length>0&&(c=Math.min(c,o.length-1));for(var v=Math.floor(l/t),m=Math.floor(c/t);void 0!==o[v*t]&&v<m;)v++;for(;void 0!==o[m*t]&&v<m;)m--;if(v>m||v==m&&void 0!==o[v*t])f.notify({from:l,to:c});else{var g=\"http://octopart.com/api/v3/parts/search?apikey=68b25f31&include[]=short_description&show[]=uid&show[]=manufacturer&show[]=mpn&show[]=brand&show[]=octopart_url&show[]=short_description&q=\"+r+\"&start=\"+v*t+\"&limit=\"+((m-v)*t+t);null!=e&&(g+=\"&sortby=\"+e+(n>0?\"+asc\":\"+desc\")),null!=i&&clearTimeout(i),i=setTimeout((function(){for(var r=v;r<=m;r++)o[r*t]=null;u.notify({from:l,to:c}),s=a.jsonp({url:g,callbackParameter:\"callback\",cache:!0,success:d,error:function(){!function(t,o){alert(\"error loading pages \"+t+\" to \"+o)}(v,m)}}),s.fromPage=v,s.toPage=m}),50)}}function d(t){var r=t.request.start,e=r+t.results.length;o.length=Math.min(parseInt(t.hits),1e3);for(var n=0;n<t.results.length;n++){var a=t.results[n].item;o[r+n]=a,o[r+n].index=r+n}s=null,f.notify({from:r,to:e})}return{data:o,clear:c,isDataLoaded:function(t,r){for(var e=t;e<=r;e++)if(null==o[e]||null==o[e])return!1;return!0},ensureData:h,reloadData:function(t,r){for(var e=t;e<=r;e++)delete o[e];h(t,r)},setSort:function(t,o){e=t,n=o,c()},setSearch:function(t){r=t,c()},onDataLoading:u,onDataLoaded:f}}}},\n",
       "      511: function _(e,s,t,o,l){var a=e(498),r=e(500);s.exports={GroupItemMetadataProvider:function(e){var s,t={checkboxSelect:!1,checkboxSelectCssClass:\"slick-group-select-checkbox\",checkboxSelectPlugin:null,groupCssClass:\"slick-group\",groupTitleCssClass:\"slick-group-title\",totalsCssClass:\"slick-group-totals\",groupFocusable:!0,totalsFocusable:!1,toggleCssClass:\"slick-group-toggle\",toggleExpandedCssClass:\"expanded\",toggleCollapsedCssClass:\"collapsed\",enableExpandCollapse:!0,groupFormatter:function(e,s,t,l,a,r){if(!o.enableExpandCollapse)return a.title;var c=15*a.level+\"px\";return(o.checkboxSelect?'<span class=\"'+o.checkboxSelectCssClass+\" \"+(a.selectChecked?\"checked\":\"unchecked\")+'\"></span>':\"\")+\"<span class='\"+o.toggleCssClass+\" \"+(a.collapsed?o.toggleCollapsedCssClass:o.toggleExpandedCssClass)+\"' style='margin-left:\"+c+\"'></span><span class='\"+o.groupTitleCssClass+\"' level='\"+a.level+\"'>\"+a.title+\"</span>\"},totalsFormatter:function(e,s,t,o,l,a){return o.groupTotalsFormatter&&o.groupTotalsFormatter(l,o,a)||\"\"},includeHeaderTotals:!1},o=a.extend(!0,{},t,e);function l(e,t){var l=a(e.target),c=this.getDataItem(t.row);if(c&&c instanceof r.Group&&l.hasClass(o.toggleCssClass)){var n=s.getRenderedRange();this.getData().setRefreshHints({ignoreDiffsBefore:n.top,ignoreDiffsAfter:n.bottom+1}),c.collapsed?this.getData().expandGroup(c.groupingKey):this.getData().collapseGroup(c.groupingKey),e.stopImmediatePropagation(),e.preventDefault()}if(c&&c instanceof r.Group&&l.hasClass(o.checkboxSelectCssClass)){c.selectChecked=!c.selectChecked,l.removeClass(c.selectChecked?\"unchecked\":\"checked\"),l.addClass(c.selectChecked?\"checked\":\"unchecked\");var i=s.getData().mapItemsToRows(c.rows);(c.selectChecked?o.checkboxSelectPlugin.selectRows:o.checkboxSelectPlugin.deSelectRows)(i)}}function c(e,t){if(o.enableExpandCollapse&&e.which==r.keyCode.SPACE){var l=this.getActiveCell();if(l){var a=this.getDataItem(l.row);if(a&&a instanceof r.Group){var c=s.getRenderedRange();this.getData().setRefreshHints({ignoreDiffsBefore:c.top,ignoreDiffsAfter:c.bottom+1}),a.collapsed?this.getData().expandGroup(a.groupingKey):this.getData().collapseGroup(a.groupingKey),e.stopImmediatePropagation(),e.preventDefault()}}}}return{init:function(e){(s=e).onClick.subscribe(l),s.onKeyDown.subscribe(c)},destroy:function(){s&&(s.onClick.unsubscribe(l),s.onKeyDown.unsubscribe(c))},getGroupRowMetadata:function(e){var s=e&&e.level;return{selectable:!1,focusable:o.groupFocusable,cssClasses:o.groupCssClass+\" slick-group-level-\"+s,formatter:o.includeHeaderTotals&&o.totalsFormatter,columns:{0:{colspan:o.includeHeaderTotals?\"1\":\"*\",formatter:o.groupFormatter,editor:null}}}},getTotalsRowMetadata:function(e){var s=e&&e.group&&e.group.level;return{selectable:!1,focusable:o.totalsFocusable,cssClasses:o.totalsCssClass+\" slick-group-level-\"+s,formatter:o.totalsFormatter,editor:null}},getOptions:function(){return o},setOptions:function(e){a.extend(!0,o,e)}}}}},\n",
       "      512: function _(i,e,t,n,o){var r;n();const s=i(312);class _ extends s.HTMLBoxView{get orientation(){return\"horizontal\"}get default_size(){return this.model.default_size}_width_policy(){return\"horizontal\"==this.orientation?super._width_policy():\"fixed\"}_height_policy(){return\"horizontal\"==this.orientation?\"fixed\":super._height_policy()}box_sizing(){const i=super.box_sizing();return\"horizontal\"==this.orientation?null==i.width&&(i.width=this.default_size):null==i.height&&(i.height=this.default_size),i}}t.WidgetView=_,_.__name__=\"WidgetView\";class h extends s.HTMLBox{constructor(i){super(i)}}t.Widget=h,r=h,h.__name__=\"Widget\",r.define((({Number:i})=>({default_size:[i,300]}))),r.override({margin:[5,5,5,5]})},\n",
       "      513: function _(e,i,t,s,n){var u;s();const c=e(512),o=e(75),a=e(190);class r extends c.Widget{constructor(e){super(e)}initialize(){super.initialize(),null==this.view.source&&(this.view.source=this.source,this.view.compute_indices())}}t.TableWidget=r,u=r,r.__name__=\"TableWidget\",u.define((({Ref:e})=>({source:[e(o.ColumnDataSource),()=>new o.ColumnDataSource],view:[e(a.CDSView),()=>new a.CDSView]})))},\n",
       "      514: function _(t,e,i,r,o){var l;r();const d=t(493),n=t(490),a=t(34),s=t(20),u=t(53);class f extends u.Model{constructor(t){super(t)}toColumn(){var t;return{id:(0,a.uniqueId)(),field:this.field,name:null!==(t=this.title)&&void 0!==t?t:this.field,width:this.width,formatter:null!=this.formatter?this.formatter.doFormat.bind(this.formatter):void 0,model:this.editor,editor:this.editor.default_view,sortable:this.sortable,defaultSortAsc:\"ascending\"==this.default_sort}}}i.TableColumn=f,l=f,f.__name__=\"TableColumn\",l.define((({Boolean:t,Number:e,String:i,Nullable:r,Ref:o})=>({field:[i],title:[r(i),null],width:[e,300],formatter:[o(d.StringFormatter),()=>new d.StringFormatter],editor:[o(n.StringEditor),()=>new n.StringEditor],sortable:[t,!0],default_sort:[s.Sort,\"ascending\"],visible:[t,!0]})))},\n",
       "      515: function _(A,o,e,r,i){r(),e.root=\"bk-root\",e.default='.bk-root{}.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,.bk-root .slick-group-header.ui-state-default{width:100%;overflow:auto;position:relative;border-left:0px !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,.bk-root .slick-group-header-columns{position:relative;white-space:nowrap;cursor:default;overflow:hidden;}.bk-root .slick-header-column.ui-state-default,.bk-root .slick-group-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:0px !important;border-top:0px !important;border-bottom:0px !important;float:left;}.bk-root .slick-footerrow-column.ui-state-default{-o-text-overflow:ellipsis;text-overflow:ellipsis;margin:0;padding:4px;border-right:1px solid silver;border-left:0px;border-top:0px;border-bottom:0px;float:left;line-height:20px;vertical-align:middle;}.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:0.1px;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:0px;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 0.5s;-moz-transition:all 0.5s;-o-transition:all 0.5s;transition:all 0.5s;}.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:none;}.bk-root .slick-reorder-proxy{display:inline-block;background:blue;opacity:0.15;cursor:move;}.bk-root .slick-reorder-guide{display:inline-block;height:2px;background:blue;opacity:0.7;}.bk-root .slick-selection{z-index:10;position:absolute;border:2px dashed black;}.bk-root .slick-pane{position:absolute;outline:0;overflow:hidden;width:100%;}.bk-root .slick-pane-header{display:block;}.bk-root .slick-header{overflow:hidden;position:relative;}.bk-root .slick-headerrow{overflow:hidden;position:relative;}.bk-root .slick-top-panel-scroller{overflow:hidden;position:relative;}.bk-root .slick-top-panel{width:10000px;}.bk-root .slick-viewport{position:relative;outline:0;width:100%;}.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:0px;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:0.5;}.bk-root .slick-cell.invalid{border-color:red;-moz-animation-duration:0.2s;-webkit-animation-duration:0.2s;-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:0.2s width;-ms-transition:0.2s width;transition:0.2s 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-header-menuitem.slick-header-menuitem-divider{cursor:default;border:none;overflow:hidden;padding:0;height:1px;margin:8px 2px;background-color:#cecece;}.bk-root .slick-header-menuitem-divider.slick-header-menuitem:hover{background-color:#cecece;}.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:none;}.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-columnpicker-list li.hidden{display:none;}.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{border-bottom:1px solid silver;background-image:none;}.bk-root .slick-header-column{border-right:1px solid transparent;background-image:none;}.bk-root .slick-header-column:last-of-type{border-right-color:transparent;}.bk-root .slick-header-column:hover,.bk-root .slick-header-column-active{background-color:#F0F8FF;background-image:none;}.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:none;}'},\n",
       "      516: function _(t,e,s,r,a){var i;r();const n=t(503),{Avg:u,Min:g,Max:o,Sum:c}=n.Data.Aggregators,l=t(53);class _ extends l.Model{constructor(t){super(t)}}s.RowAggregator=_,i=_,_.__name__=\"RowAggregator\",i.define((({String:t})=>({field_:[t,\"\"]})));const m=new u;class h extends _{constructor(){super(...arguments),this.key=\"avg\",this.init=m.init,this.accumulate=m.accumulate,this.storeResult=m.storeResult}}s.AvgAggregator=h,h.__name__=\"AvgAggregator\";const A=new g;class R extends _{constructor(){super(...arguments),this.key=\"min\",this.init=A.init,this.accumulate=A.accumulate,this.storeResult=A.storeResult}}s.MinAggregator=R,R.__name__=\"MinAggregator\";const x=new o;class d extends _{constructor(){super(...arguments),this.key=\"max\",this.init=x.init,this.accumulate=x.accumulate,this.storeResult=x.storeResult}}s.MaxAggregator=d,d.__name__=\"MaxAggregator\";const M=new c;class w extends _{constructor(){super(...arguments),this.key=\"sum\",this.init=M.init,this.accumulate=M.accumulate,this.storeResult=M.storeResult}}s.SumAggregator=w,w.__name__=\"SumAggregator\"},\n",
       "      517: function _(e,t,s,o,r){var a,i;o();const l=e(43),n=e(503),u=e(491),g=e(496),c=e(75),p=e(516),h=e(53);function d(e,t,s,o,r){const{collapsed:a,level:i,title:n}=r,u=(0,l.span)({class:\"slick-group-toggle \"+(a?\"collapsed\":\"expanded\"),style:{\"margin-left\":15*i+\"px\"}}),g=(0,l.span)({class:\"slick-group-title\",level:i},n);return`${u.outerHTML}${g.outerHTML}`}function f(e,t){const s=this.getDataItem(t.row);s instanceof n.Group&&e.target.classList.contains(\"slick-group-toggle\")&&(s.collapsed?this.getData().expandGroup(s.groupingKey):this.getData().collapseGroup(s.groupingKey),e.stopImmediatePropagation(),e.preventDefault(),this.invalidate(),this.render())}class m extends h.Model{constructor(e){super(e)}get comparer(){return(e,t)=>e.value===t.value?0:e.value>t.value?1:-1}}s.GroupingInfo=m,a=m,m.__name__=\"GroupingInfo\",a.define((({Boolean:e,String:t,Array:s,Ref:o})=>({getter:[t,\"\"],aggregators:[s(o(p.RowAggregator)),[]],collapsed:[e,!1]})));class w extends g.TableDataProvider{constructor(e,t,s,o){super(e,t),this.columns=s,this.groupingInfos=[],this.groupingDelimiter=\":|:\",this.target=o}setGrouping(e){this.groupingInfos=e,this.toggledGroupsByLevel=e.map((()=>({}))),this.refresh()}extractGroups(e,t){const s=[],o=new Map,r=t?t.level+1:0,{comparer:a,getter:i}=this.groupingInfos[r];return e.forEach((e=>{const a=this.source.data[i][e];let l=o.get(a);if(!l){const e=t?`${t.groupingKey}${this.groupingDelimiter}${a}`:`${a}`;l=Object.assign(new n.Group,{value:a,level:r,groupingKey:e}),s.push(l),o.set(a,l)}l.rows.push(e)})),r<this.groupingInfos.length-1&&s.forEach((e=>{e.groups=this.extractGroups(e.rows,e)})),s.sort(a),s}calculateTotals(e,t){const s={avg:{},max:{},min:{},sum:{}},{source:{data:o}}=this,r=Object.keys(o),a=e.rows.map((e=>r.reduce(((t,s)=>Object.assign(Object.assign({},t),{[s]:o[s][e]})),{})));return t.forEach((e=>{e.init(),a.forEach((t=>e.accumulate(t))),e.storeResult(s)})),s}addTotals(e,t=0){const{aggregators:s,collapsed:o}=this.groupingInfos[t],r=this.toggledGroupsByLevel[t];e.forEach((e=>{e.groups&&this.addTotals(e.groups,t+1),s.length&&e.rows.length&&(e.totals=this.calculateTotals(e,s)),e.collapsed=o!==r[e.groupingKey],e.title=e.value?`${e.value}`:\"\"}))}flattenedGroupedRows(e,t=0){const s=[];return e.forEach((e=>{if(s.push(e),!e.collapsed){const o=e.groups?this.flattenedGroupedRows(e.groups,t+1):e.rows;s.push(...o)}})),s}refresh(){const e=this.extractGroups([...this.view.indices]),t=this.source.data[this.columns[0].field];e.length&&(this.addTotals(e),this.rows=this.flattenedGroupedRows(e),this.target.data={row_indices:this.rows.map((e=>e instanceof n.Group?e.rows:e)),labels:this.rows.map((e=>e instanceof n.Group?e.title:t[e]))})}getLength(){return this.rows.length}getItem(e){const t=this.rows[e],{source:{data:s}}=this;return t instanceof n.Group?t:Object.keys(s).reduce(((e,o)=>Object.assign(Object.assign({},e),{[o]:s[o][t]})),{[u.DTINDEX_NAME]:t})}getItemMetadata(e){const t=this.rows[e],s=this.columns.slice(1),o=t instanceof n.Group?this.groupingInfos[t.level].aggregators:[];return t instanceof n.Group?{selectable:!1,focusable:!1,cssClasses:\"slick-group\",columns:[{formatter:d},...s.map((function(e){const{field:t,formatter:s}=e,r=o.find((({field_:e})=>e===t));if(r){const{key:e}=r;return{formatter:(o,r,a,i,l)=>s?s(o,r,l.totals[e][t],i,l):\"\"}}return{}}))]}:{}}collapseGroup(e){const t=e.split(this.groupingDelimiter).length-1;this.toggledGroupsByLevel[t][e]=!this.groupingInfos[t].collapsed,this.refresh()}expandGroup(e){const t=e.split(this.groupingDelimiter).length-1;this.toggledGroupsByLevel[t][e]=this.groupingInfos[t].collapsed,this.refresh()}}s.DataCubeProvider=w,w.__name__=\"DataCubeProvider\";class v extends g.DataTableView{render(){const e={enableCellNavigation:!1!==this.model.selectable,enableColumnReorder:!1,autosizeColsMode:this.autosize,multiColumnSort:!1,editable:this.model.editable,autoEdit:this.model.auto_edit,rowHeight:this.model.row_height},t=this.model.columns.map((e=>e.toColumn()));var s,o;t[0].formatter=(s=t[0].formatter,o=this.model.grouping.length,(e,t,r,a,i)=>{const n=(0,l.span)({class:\"slick-group-toggle\",style:{\"margin-left\":15*(null!=o?o:0)+\"px\"}}),u=s?s(e,t,r,a,i):`${r}`;return`${n.outerHTML}${u&&u.replace(/^<div/,\"<span\").replace(/div>$/,\"span>\")}`}),delete t[0].editor,this.data=new w(this.model.source,this.model.view,t,this.model.target),this.data.setGrouping(this.model.grouping),this.el.style.width=`${this.model.width}px`,this.grid=new n.Grid(this.el,this.data,t,e),this.grid.onClick.subscribe(f)}}s.DataCubeView=v,v.__name__=\"DataCubeView\";class b extends g.DataTable{constructor(e){super(e)}}s.DataCube=b,i=b,b.__name__=\"DataCube\",i.prototype.default_view=v,i.define((({Array:e,Ref:t})=>({grouping:[e(t(m)),[]],target:[t(c.ColumnDataSource)]})))},\n",
       "      }, 488, {\"models/widgets/tables/main\":488,\"models/widgets/tables/index\":489,\"models/widgets/tables/cell_editors\":490,\"models/widgets/tables/definitions\":491,\"styles/widgets/tables.css\":492,\"models/widgets/tables/cell_formatters\":493,\"models/widgets/tables/data_table\":496,\"models/widgets/widget\":512,\"models/widgets/tables/table_widget\":513,\"models/widgets/tables/table_column\":514,\"styles/widgets/slickgrid.css\":515,\"models/widgets/tables/row_aggregators\":516,\"models/widgets/tables/data_cube\":517}, {});});\n",
       "\n",
       "      /* END bokeh-tables.min.js */\n",
       "    },\n",
       "    function(Bokeh) {\n",
       "      /* BEGIN bokeh-mathjax.min.js */\n",
       "      /*!\n",
       "       * Copyright (c) 2012 - 2022, 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(root, factory) {\n",
       "        factory(root[\"Bokeh\"], \"2.4.3\");\n",
       "      })(this, function(Bokeh, version) {\n",
       "        let define;\n",
       "        return (function(modules, entry, aliases, externals) {\n",
       "          const bokeh = typeof Bokeh !== \"undefined\" && (version != null ? Bokeh[version] : Bokeh);\n",
       "          if (bokeh != null) {\n",
       "            return bokeh.register_plugin(modules, entry, aliases);\n",
       "          } else {\n",
       "            throw new Error(\"Cannot find Bokeh \" + version + \". You have to load it prior to loading plugins.\");\n",
       "          }\n",
       "        })\n",
       "      ({\n",
       "      518: function _(n,c,f,i,o){i(),n(519)},\n",
       "      519: function _(n,t,e,s,a){s();const c=n(520),o=n(524),r=n(562),i=n(565),u=n(714),p=n(717),m=n(735),d=n(528),f=(0,u.browserAdaptor)();(0,p.RegisterHTMLHandler)(f);const x=new i.SVG({fontCache:\"local\"}),g={display:!0,em:16,ex:8,containerWidth:1280};e.tex2svg=function(n,t,e={}){const s=new o.TeX({packages:m.AllPackages,macros:e});return c.mathjax.document(\"\",{InputJax:s,OutputJax:x}).convert(n,Object.assign(Object.assign({},g),t))},e.ascii2svg=function(n){throw new Error(\"not implemented\")},e.mathml2svg=function(n){const t=new r.MathML({});return c.mathjax.document(\"\",{InputJax:t,OutputJax:x}).convert(n,g)},e.find_tex=function(n){return new d.FindTeX({processEnvironments:!1,processEscapes:!1,processRefs:!1}).findMath([n])}},\n",
       "      520: function _(e,r,n,t,a){t();var d=e(521),o=e(523);n.mathjax={version:\"3.2.0\",handlers:new d.HandlerList,document:function(e,r){return n.mathjax.handlers.document(e,r)},handleRetriesFor:o.handleRetriesFor,retryAfter:o.retryAfter,asyncLoad:null}},\n",
       "      521: function _(t,r,n,e,o){var i,u=this&&this.__extends||(i=function(t,r){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,r){t.__proto__=r}||function(t,r){for(var n in r)Object.prototype.hasOwnProperty.call(r,n)&&(t[n]=r[n])},i(t,r)},function(t,r){if(\"function\"!=typeof r&&null!==r)throw new TypeError(\"Class extends value \"+String(r)+\" is not a constructor or null\");function n(){this.constructor=t}i(t,r),t.prototype=null===r?Object.create(r):(n.prototype=r.prototype,new n)}),c=this&&this.__values||function(t){var r=\"function\"==typeof Symbol&&Symbol.iterator,n=r&&t[r],e=0;if(n)return n.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&e>=t.length&&(t=void 0),{value:t&&t[e++],done:!t}}};throw new TypeError(r?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};e();var l=function(t){function r(){return null!==t&&t.apply(this,arguments)||this}return u(r,t),r.prototype.register=function(t){return this.add(t,t.priority)},r.prototype.unregister=function(t){this.remove(t)},r.prototype.handlesDocument=function(t){var r,n;try{for(var e=c(this),o=e.next();!o.done;o=e.next()){var i=o.value.item;if(i.handlesDocument(t))return i}}catch(t){r={error:t}}finally{try{o&&!o.done&&(n=e.return)&&n.call(e)}finally{if(r)throw r.error}}throw new Error(\"Can't find handler for document\")},r.prototype.document=function(t,r){return void 0===r&&(r=null),this.handlesDocument(t).create(t,r)},r}(t(522).PrioritizedList);n.HandlerList=l},\n",
       "      522: function _(t,i,e,r,n){r();var o=function(){function t(){this.items=[],this.items=[]}return t.prototype[Symbol.iterator]=function(){var t=0,i=this.items;return{next:function(){return{value:i[t++],done:t>i.length}}}},t.prototype.add=function(i,e){void 0===e&&(e=t.DEFAULTPRIORITY);var r=this.items.length;do{r--}while(r>=0&&e<this.items[r].priority);return this.items.splice(r+1,0,{item:i,priority:e}),i},t.prototype.remove=function(t){var i=this.items.length;do{i--}while(i>=0&&this.items[i].item!==t);i>=0&&this.items.splice(i,1)},t.DEFAULTPRIORITY=5,t}();e.PrioritizedList=o},\n",
       "      523: function _(r,t,e,n,a){n(),e.handleRetriesFor=function(r){return new Promise((function t(e,n){try{e(r())}catch(r){r.retry&&r.retry instanceof Promise?r.retry.then((function(){return t(e,n)})).catch((function(r){return n(r)})):r.restart&&r.restart.isCallback?MathJax.Callback.After((function(){return t(e,n)}),r.restart):n(r)}}))},e.retryAfter=function(r){var t=new Error(\"MathJax retry\");throw t.retry=r,t}},\n",
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       "      528: function _(t,n,e,r,s){var o,i=this&&this.__extends||(o=function(t,n){return o=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,n){t.__proto__=n}||function(t,n){for(var e in n)Object.prototype.hasOwnProperty.call(n,e)&&(t[e]=n[e])},o(t,n)},function(t,n){if(\"function\"!=typeof n&&null!==n)throw new TypeError(\"Class extends value \"+String(n)+\" is not a constructor or null\");function e(){this.constructor=t}o(t,n),t.prototype=null===n?Object.create(n):(e.prototype=n.prototype,new e)}),a=this&&this.__read||function(t,n){var e=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!e)return t;var r,s,o=e.call(t),i=[];try{for(;(void 0===n||n-- >0)&&!(r=o.next()).done;)i.push(r.value)}catch(t){s={error:t}}finally{try{r&&!r.done&&(e=o.return)&&e.call(o)}finally{if(s)throw s.error}}return i};r();var h=t(529),u=t(530),p=t(531),c=function(t){function n(n){var e=t.call(this,n)||this;return e.getPatterns(),e}return i(n,t),n.prototype.getPatterns=function(){var t=this,n=this.options,e=[],r=[],s=[];this.end={},this.env=this.sub=0;var o=1;n.inlineMath.forEach((function(n){return t.addPattern(e,n,!1)})),n.displayMath.forEach((function(n){return t.addPattern(e,n,!0)})),e.length&&r.push(e.sort(u.sortLength).join(\"|\")),n.processEnvironments&&(r.push(\"\\\\\\\\begin\\\\s*\\\\{([^}]*)\\\\}\"),this.env=o,o++),n.processEscapes&&s.push(\"\\\\\\\\([\\\\\\\\$])\"),n.processRefs&&s.push(\"(\\\\\\\\(?:eq)?ref\\\\s*\\\\{[^}]*\\\\})\"),s.length&&(r.push(\"(\"+s.join(\"|\")+\")\"),this.sub=o),this.start=new RegExp(r.join(\"|\"),\"g\"),this.hasPatterns=r.length>0},n.prototype.addPattern=function(t,n,e){var r=a(n,2),s=r[0],o=r[1];t.push(u.quotePattern(s)),this.end[s]=[o,e,this.endPattern(o)]},n.prototype.endPattern=function(t,n){return new RegExp((n||u.quotePattern(t))+\"|\\\\\\\\(?:[a-zA-Z]|.)|[{}]\",\"g\")},n.prototype.findEnd=function(t,n,e,r){for(var s,o=a(r,3),i=o[0],h=o[1],u=o[2],c=u.lastIndex=e.index+e[0].length,f=0;s=u.exec(t);){if((s[1]||s[0])===i&&0===f)return p.protoItem(e[0],t.substr(c,s.index-c),s[0],n,e.index,s.index+s[0].length,h);\"{\"===s[0]?f++:\"}\"===s[0]&&f&&f--}return null},n.prototype.findMathInString=function(t,n,e){var r,s;for(this.start.lastIndex=0;r=this.start.exec(e);){if(void 0!==r[this.env]&&this.env){var o=\"\\\\\\\\end\\\\s*(\\\\{\"+u.quotePattern(r[this.env])+\"\\\\})\";(s=this.findEnd(e,n,r,[\"{\"+r[this.env]+\"}\",!0,this.endPattern(null,o)]))&&(s.math=s.open+s.math+s.close,s.open=s.close=\"\")}else if(void 0!==r[this.sub]&&this.sub){var i=r[this.sub];o=r.index+r[this.sub].length;s=2===i.length?p.protoItem(\"\",i.substr(1),\"\",n,r.index,o):p.protoItem(\"\",i,\"\",n,r.index,o,!1)}else s=this.findEnd(e,n,r,this.end[r[0]]);s&&(t.push(s),this.start.lastIndex=s.end.n)}},n.prototype.findMath=function(t){var n=[];if(this.hasPatterns)for(var e=0,r=t.length;e<r;e++)this.findMathInString(n,e,t[e]);return n},n.OPTIONS={inlineMath:[[\"\\\\(\",\"\\\\)\"]],displayMath:[[\"$$\",\"$$\"],[\"\\\\[\",\"\\\\]\"]],processEscapes:!0,processEnvironments:!0,processRefs:!0},n}(h.AbstractFindMath);e.FindTeX=c},\n",
       "      529: function _(t,n,i,o,r){o();var s=t(526),u=function(){function t(t){var n=this.constructor;this.options=s.userOptions(s.defaultOptions({},n.OPTIONS),t)}return t.OPTIONS={},t}();i.AbstractFindMath=u},\n",
       "      530: function _(r,t,n,e,o){var i=this&&this.__read||function(r,t){var n=\"function\"==typeof Symbol&&r[Symbol.iterator];if(!n)return r;var e,o,i=n.call(r),u=[];try{for(;(void 0===t||t-- >0)&&!(e=i.next()).done;)u.push(e.value)}catch(r){o={error:r}}finally{try{e&&!e.done&&(n=i.return)&&n.call(i)}finally{if(o)throw o.error}}return u},u=this&&this.__spreadArray||function(r,t){for(var n=0,e=t.length,o=r.length;n<e;n++,o++)r[o]=t[n];return r};e(),n.sortLength=function(r,t){return r.length!==t.length?t.length-r.length:r===t?0:r<t?-1:1},n.quotePattern=function(r){return r.replace(/([\\^$(){}+*?\\-|\\[\\]\\:\\\\])/g,\"\\\\$1\")},n.unicodeChars=function(r){return Array.from(r).map((function(r){return r.codePointAt(0)}))},n.unicodeString=function(r){return String.fromCodePoint.apply(String,u([],i(r)))},n.isPercent=function(r){return!!r.match(/%\\s*$/)},n.split=function(r){return r.trim().split(/\\s+/)}},\n",
       "      531: function _(t,e,i,o,s){o(),i.protoItem=function(t,e,i,o,s,n,r){return void 0===r&&(r=null),{open:t,math:e,close:i,n:o,start:{n:s},end:{n},display:r}};var n=function(){function t(t,e,o,s,n){void 0===o&&(o=!0),void 0===s&&(s={i:0,n:0,delim:\"\"}),void 0===n&&(n={i:0,n:0,delim:\"\"}),this.root=null,this.typesetRoot=null,this.metrics={},this.inputData={},this.outputData={},this._state=i.STATE.UNPROCESSED,this.math=t,this.inputJax=e,this.display=o,this.start=s,this.end=n,this.root=null,this.typesetRoot=null,this.metrics={},this.inputData={},this.outputData={}}return Object.defineProperty(t.prototype,\"isEscaped\",{get:function(){return null===this.display},enumerable:!1,configurable:!0}),t.prototype.render=function(t){t.renderActions.renderMath(this,t)},t.prototype.rerender=function(t,e){void 0===e&&(e=i.STATE.RERENDER),this.state()>=e&&this.state(e-1),t.renderActions.renderMath(this,t,e)},t.prototype.convert=function(t,e){void 0===e&&(e=i.STATE.LAST),t.renderActions.renderConvert(this,t,e)},t.prototype.compile=function(t){this.state()<i.STATE.COMPILED&&(this.root=this.inputJax.compile(this,t),this.state(i.STATE.COMPILED))},t.prototype.typeset=function(t){this.state()<i.STATE.TYPESET&&(this.typesetRoot=t.outputJax[this.isEscaped?\"escaped\":\"typeset\"](this,t),this.state(i.STATE.TYPESET))},t.prototype.updateDocument=function(t){},t.prototype.removeFromDocument=function(t){void 0===t&&(t=!1)},t.prototype.setMetrics=function(t,e,i,o,s){this.metrics={em:t,ex:e,containerWidth:i,lineWidth:o,scale:s}},t.prototype.state=function(t,e){return void 0===t&&(t=null),void 0===e&&(e=!1),null!=t&&(t<i.STATE.INSERTED&&this._state>=i.STATE.INSERTED&&this.removeFromDocument(e),t<i.STATE.TYPESET&&this._state>=i.STATE.TYPESET&&(this.outputData={}),t<i.STATE.COMPILED&&this._state>=i.STATE.COMPILED&&(this.inputData={}),this._state=t),this._state},t.prototype.reset=function(t){void 0===t&&(t=!1),this.state(i.STATE.UNPROCESSED,t)},t}();i.AbstractMathItem=n,i.STATE={UNPROCESSED:0,FINDMATH:10,COMPILED:20,CONVERT:100,METRICS:110,RERENDER:125,TYPESET:150,INSERTED:200,LAST:1e4},i.newState=function(t,e){if(t in i.STATE)throw Error(\"State \"+t+\" already exists\");i.STATE[t]=e}},\n",
       "      532: function _(t,e,r,a,n){var i=this&&this.__values||function(t){var e=\"function\"==typeof Symbol&&Symbol.iterator,r=e&&t[e],a=0;if(r)return r.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&a>=t.length&&(t=void 0),{value:t&&t[a++],done:!t}}};throw new TypeError(e?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};a();var o,l=t(533),u=t(536);!function(t){t.cleanStretchy=function(t){var e,r,a=t.data;try{for(var n=i(a.getList(\"fixStretchy\")),o=n.next();!o.done;o=n.next()){var l=o.value;if(u.default.getProperty(l,\"fixStretchy\")){var c=u.default.getForm(l);c&&c[3]&&c[3].stretchy&&u.default.setAttribute(l,\"stretchy\",!1);var s=l.parent;if(!(u.default.getTexClass(l)||c&&c[2])){var f=a.nodeFactory.create(\"node\",\"TeXAtom\",[l]);s.replaceChild(f,l),f.inheritAttributesFrom(l)}u.default.removeProperties(l,\"fixStretchy\")}}}catch(t){e={error:t}}finally{try{o&&!o.done&&(r=n.return)&&r.call(n)}finally{if(e)throw e.error}}},t.cleanAttributes=function(t){t.data.root.walkTree((function(t,e){var r,a,n=t.attributes;if(n)try{for(var o=i(n.getExplicitNames()),l=o.next();!l.done;l=o.next()){var u=l.value;n.attributes[u]===t.attributes.getInherited(u)&&delete n.attributes[u]}}catch(t){r={error:t}}finally{try{l&&!l.done&&(a=o.return)&&a.call(o)}finally{if(r)throw r.error}}}),{})},t.combineRelations=function(t){var a,n,o,c,s=[];try{for(var f=i(t.data.getList(\"mo\")),d=f.next();!d.done;d=f.next()){var y=d.value;if(!y.getProperty(\"relationsCombined\")&&y.parent&&(!y.parent||u.default.isType(y.parent,\"mrow\"))&&u.default.getTexClass(y)===l.TEXCLASS.REL){for(var v=y.parent,p=void 0,h=v.childNodes,m=h.indexOf(y)+1,b=u.default.getProperty(y,\"variantForm\");m<h.length&&(p=h[m])&&u.default.isType(p,\"mo\")&&u.default.getTexClass(p)===l.TEXCLASS.REL;){if(b!==u.default.getProperty(p,\"variantForm\")||!r(y,p)){null==y.attributes.getExplicit(\"rspace\")&&u.default.setAttribute(y,\"rspace\",\"0pt\"),null==p.attributes.getExplicit(\"lspace\")&&u.default.setAttribute(p,\"lspace\",\"0pt\");break}u.default.appendChildren(y,u.default.getChildren(p)),e([\"stretchy\",\"rspace\"],y,p);try{for(var g=(o=void 0,i(p.getPropertyNames())),x=g.next();!x.done;x=g.next()){var E=x.value;y.setProperty(E,p.getProperty(E))}}catch(t){o={error:t}}finally{try{x&&!x.done&&(c=g.return)&&c.call(g)}finally{if(o)throw o.error}}h.splice(m,1),s.push(p),p.parent=null,p.setProperty(\"relationsCombined\",!0)}y.attributes.setInherited(\"form\",y.getForms()[0])}}}catch(t){a={error:t}}finally{try{d&&!d.done&&(n=f.return)&&n.call(f)}finally{if(a)throw a.error}}t.data.removeFromList(\"mo\",s)};var e=function(t,e,r){var a=e.attributes,n=r.attributes;t.forEach((function(t){var e=n.getExplicit(t);null!=e&&a.set(t,e)}))},r=function(t,e){var r,a,n=function(t,e){return t.getExplicitNames().filter((function(r){return r!==e&&(\"stretchy\"!==r||t.getExplicit(\"stretchy\"))}))},o=t.attributes,l=e.attributes,u=n(o,\"lspace\"),c=n(l,\"rspace\");if(u.length!==c.length)return!1;try{for(var s=i(u),f=s.next();!f.done;f=s.next()){var d=f.value;if(o.getExplicit(d)!==l.getExplicit(d))return!1}}catch(t){r={error:t}}finally{try{f&&!f.done&&(a=s.return)&&a.call(s)}finally{if(r)throw r.error}}return!0},a=function(t,e,r){var a,n,o=[];try{for(var l=i(t.getList(\"m\"+e+r)),c=l.next();!c.done;c=l.next()){var s=c.value,f=s.childNodes;if(!f[s[e]]||!f[s[r]]){var d=s.parent,y=f[s[e]]?t.nodeFactory.create(\"node\",\"m\"+e,[f[s.base],f[s[e]]]):t.nodeFactory.create(\"node\",\"m\"+r,[f[s.base],f[s[r]]]);u.default.copyAttributes(s,y),d?d.replaceChild(y,s):t.root=y,o.push(s)}}}catch(t){a={error:t}}finally{try{c&&!c.done&&(n=l.return)&&n.call(l)}finally{if(a)throw a.error}}t.removeFromList(\"m\"+e+r,o)};t.cleanSubSup=function(t){var e=t.data;e.error||(a(e,\"sub\",\"sup\"),a(e,\"under\",\"over\"))};var n=function(t,e,r){var a,n,o=[];try{for(var l=i(t.getList(e)),c=l.next();!c.done;c=l.next()){var s=c.value;if(!s.attributes.get(\"displaystyle\")){var f=s.childNodes[s.base],d=f.coreMO();if(f.getProperty(\"movablelimits\")&&!d.attributes.getExplicit(\"movablelimits\")){var y=t.nodeFactory.create(\"node\",r,s.childNodes);u.default.copyAttributes(s,y),s.parent?s.parent.replaceChild(y,s):t.root=y,o.push(s)}}}}catch(t){a={error:t}}finally{try{c&&!c.done&&(n=l.return)&&n.call(l)}finally{if(a)throw a.error}}t.removeFromList(e,o)};t.moveLimits=function(t){var e=t.data;n(e,\"munderover\",\"msubsup\"),n(e,\"munder\",\"msub\"),n(e,\"mover\",\"msup\")},t.setInherited=function(t){t.data.root.setInheritedAttributes({},t.math.display,0,!1)}}(o||(o={})),r.default=o},\n",
       "      533: function _(t,e,r,n,i){var o,l=this&&this.__extends||(o=function(t,e){return o=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},o(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}o(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),s=this&&this.__assign||function(){return s=Object.assign||function(t){for(var e,r=1,n=arguments.length;r<n;r++)for(var i in e=arguments[r])Object.prototype.hasOwnProperty.call(e,i)&&(t[i]=e[i]);return t},s.apply(this,arguments)},a=this&&this.__values||function(t){var e=\"function\"==typeof Symbol&&Symbol.iterator,r=e&&t[e],n=0;if(r)return r.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&n>=t.length&&(t=void 0),{value:t&&t[n++],done:!t}}};throw new TypeError(e?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")},u=this&&this.__read||function(t,e){var r=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!r)return t;var n,i,o=r.call(t),l=[];try{for(;(void 0===e||e-- >0)&&!(n=o.next()).done;)l.push(n.value)}catch(t){i={error:t}}finally{try{n&&!n.done&&(r=o.return)&&r.call(o)}finally{if(i)throw i.error}}return l};n();var c=t(534),p=t(535);r.TEXCLASS={ORD:0,OP:1,BIN:2,REL:3,OPEN:4,CLOSE:5,PUNCT:6,INNER:7,VCENTER:8,NONE:-1},r.TEXCLASSNAMES=[\"ORD\",\"OP\",\"BIN\",\"REL\",\"OPEN\",\"CLOSE\",\"PUNCT\",\"INNER\",\"VCENTER\"];var h=[\"\",\"thinmathspace\",\"mediummathspace\",\"thickmathspace\"],f=[[0,-1,2,3,0,0,0,1],[-1,-1,0,3,0,0,0,1],[2,2,0,0,2,0,0,2],[3,3,0,0,3,0,0,3],[0,0,0,0,0,0,0,0],[0,-1,2,3,0,0,0,1],[1,1,0,1,1,1,1,1],[1,-1,2,3,1,0,1,1]];r.indentAttributes=[\"indentalign\",\"indentalignfirst\",\"indentshift\",\"indentshiftfirst\"];var d=function(t){function e(e,r,n){void 0===r&&(r={}),void 0===n&&(n=[]);var i=t.call(this,e)||this;return i.prevClass=null,i.prevLevel=null,i.texclass=null,i.arity<0&&(i.childNodes=[e.create(\"inferredMrow\")],i.childNodes[0].parent=i),i.setChildren(n),i.attributes=new c.Attributes(e.getNodeClass(i.kind).defaults,e.getNodeClass(\"math\").defaults),i.attributes.setList(r),i}return l(e,t),e.prototype.copy=function(t){var e,r,n,i;void 0===t&&(t=!1);var o=this.factory.create(this.kind);if(o.properties=s({},this.properties),this.attributes){var l=this.attributes.getAllAttributes();try{for(var u=a(Object.keys(l)),c=u.next();!c.done;c=u.next()){var p=c.value;(\"id\"!==p||t)&&o.attributes.set(p,l[p])}}catch(t){e={error:t}}finally{try{c&&!c.done&&(r=u.return)&&r.call(u)}finally{if(e)throw e.error}}}if(this.childNodes&&this.childNodes.length){var h=this.childNodes;1===h.length&&h[0].isInferred&&(h=h[0].childNodes);try{for(var f=a(h),d=f.next();!d.done;d=f.next()){var y=d.value;y?o.appendChild(y.copy()):o.childNodes.push(null)}}catch(t){n={error:t}}finally{try{d&&!d.done&&(i=f.return)&&i.call(f)}finally{if(n)throw n.error}}}return o},Object.defineProperty(e.prototype,\"texClass\",{get:function(){return this.texclass},set:function(t){this.texclass=t},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isToken\",{get:function(){return!1},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isEmbellished\",{get:function(){return!1},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isSpacelike\",{get:function(){return!1},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"linebreakContainer\",{get:function(){return!1},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"hasNewLine\",{get:function(){return!1},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"arity\",{get:function(){return 1/0},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isInferred\",{get:function(){return!1},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"Parent\",{get:function(){for(var t=this.parent;t&&t.notParent;)t=t.Parent;return t},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"notParent\",{get:function(){return!1},enumerable:!1,configurable:!0}),e.prototype.setChildren=function(e){return this.arity<0?this.childNodes[0].setChildren(e):t.prototype.setChildren.call(this,e)},e.prototype.appendChild=function(e){var r,n,i=this;if(this.arity<0)return this.childNodes[0].appendChild(e),e;if(e.isInferred){if(this.arity===1/0)return e.childNodes.forEach((function(e){return t.prototype.appendChild.call(i,e)})),e;var o=e;(e=this.factory.create(\"mrow\")).setChildren(o.childNodes),e.attributes=o.attributes;try{for(var l=a(o.getPropertyNames()),s=l.next();!s.done;s=l.next()){var u=s.value;e.setProperty(u,o.getProperty(u))}}catch(t){r={error:t}}finally{try{s&&!s.done&&(n=l.return)&&n.call(l)}finally{if(r)throw r.error}}}return t.prototype.appendChild.call(this,e)},e.prototype.replaceChild=function(e,r){return this.arity<0?(this.childNodes[0].replaceChild(e,r),e):t.prototype.replaceChild.call(this,e,r)},e.prototype.core=function(){return this},e.prototype.coreMO=function(){return this},e.prototype.coreIndex=function(){return 0},e.prototype.childPosition=function(){for(var t,e,r=this,n=r.parent;n&&n.notParent;)r=n,n=n.parent;if(n){var i=0;try{for(var o=a(n.childNodes),l=o.next();!l.done;l=o.next()){if(l.value===r)return i;i++}}catch(e){t={error:e}}finally{try{l&&!l.done&&(e=o.return)&&e.call(o)}finally{if(t)throw t.error}}}return null},e.prototype.setTeXclass=function(t){return this.getPrevClass(t),null!=this.texClass?this:t},e.prototype.updateTeXclass=function(t){t&&(this.prevClass=t.prevClass,this.prevLevel=t.prevLevel,t.prevClass=t.prevLevel=null,this.texClass=t.texClass)},e.prototype.getPrevClass=function(t){t&&(this.prevClass=t.texClass,this.prevLevel=t.attributes.get(\"scriptlevel\"))},e.prototype.texSpacing=function(){var t=null!=this.prevClass?this.prevClass:r.TEXCLASS.NONE,e=this.texClass||r.TEXCLASS.ORD;if(t===r.TEXCLASS.NONE||e===r.TEXCLASS.NONE)return\"\";t===r.TEXCLASS.VCENTER&&(t=r.TEXCLASS.ORD),e===r.TEXCLASS.VCENTER&&(e=r.TEXCLASS.ORD);var n=f[t][e];return(this.prevLevel>0||this.attributes.get(\"scriptlevel\")>0)&&n>=0?\"\":h[Math.abs(n)]},e.prototype.hasSpacingAttributes=function(){return this.isEmbellished&&this.coreMO().hasSpacingAttributes()},e.prototype.setInheritedAttributes=function(t,r,n,i){var o,l;void 0===t&&(t={}),void 0===r&&(r=!1),void 0===n&&(n=0),void 0===i&&(i=!1);var s=this.attributes.getAllDefaults();try{for(var c=a(Object.keys(t)),p=c.next();!p.done;p=c.next()){var h=p.value;if(s.hasOwnProperty(h)||e.alwaysInherit.hasOwnProperty(h)){var f=u(t[h],2),d=f[0],y=f[1];((e.noInherit[d]||{})[this.kind]||{})[h]||this.attributes.setInherited(h,y)}}}catch(t){o={error:t}}finally{try{p&&!p.done&&(l=c.return)&&l.call(c)}finally{if(o)throw o.error}}void 0===this.attributes.getExplicit(\"displaystyle\")&&this.attributes.setInherited(\"displaystyle\",r),void 0===this.attributes.getExplicit(\"scriptlevel\")&&this.attributes.setInherited(\"scriptlevel\",n),i&&this.setProperty(\"texprimestyle\",i);var b=this.arity;if(b>=0&&b!==1/0&&(1===b&&0===this.childNodes.length||1!==b&&this.childNodes.length!==b))if(b<this.childNodes.length)this.childNodes=this.childNodes.slice(0,b);else for(;this.childNodes.length<b;)this.appendChild(this.factory.create(\"mrow\"));this.setChildInheritedAttributes(t,r,n,i)},e.prototype.setChildInheritedAttributes=function(t,e,r,n){var i,o;try{for(var l=a(this.childNodes),s=l.next();!s.done;s=l.next()){s.value.setInheritedAttributes(t,e,r,n)}}catch(t){i={error:t}}finally{try{s&&!s.done&&(o=l.return)&&o.call(l)}finally{if(i)throw i.error}}},e.prototype.addInheritedAttributes=function(t,e){var r,n,i=s({},t);try{for(var o=a(Object.keys(e)),l=o.next();!l.done;l=o.next()){var u=l.value;\"displaystyle\"!==u&&\"scriptlevel\"!==u&&\"style\"!==u&&(i[u]=[this.kind,e[u]])}}catch(t){r={error:t}}finally{try{l&&!l.done&&(n=o.return)&&n.call(o)}finally{if(r)throw r.error}}return i},e.prototype.inheritAttributesFrom=function(t){var e=t.attributes,r=e.get(\"displaystyle\"),n=e.get(\"scriptlevel\"),i=e.isSet(\"mathsize\")?{mathsize:[\"math\",e.get(\"mathsize\")]}:{},o=t.getProperty(\"texprimestyle\")||!1;this.setInheritedAttributes(i,r,n,o)},e.prototype.verifyTree=function(t){if(void 0===t&&(t=null),null!==t){this.verifyAttributes(t);var e=this.arity;t.checkArity&&e>=0&&e!==1/0&&(1===e&&0===this.childNodes.length||1!==e&&this.childNodes.length!==e)&&this.mError('Wrong number of children for \"'+this.kind+'\" node',t,!0),this.verifyChildren(t)}},e.prototype.verifyAttributes=function(t){var e,r;if(t.checkAttributes){var n=this.attributes,i=[];try{for(var o=a(n.getExplicitNames()),l=o.next();!l.done;l=o.next()){var s=l.value;\"data-\"===s.substr(0,5)||void 0!==n.getDefault(s)||s.match(/^(?:class|style|id|(?:xlink:)?href)$/)||i.push(s)}}catch(t){e={error:t}}finally{try{l&&!l.done&&(r=o.return)&&r.call(o)}finally{if(e)throw e.error}}i.length&&this.mError(\"Unknown attributes for \"+this.kind+\" node: \"+i.join(\", \"),t)}},e.prototype.verifyChildren=function(t){var e,r;try{for(var n=a(this.childNodes),i=n.next();!i.done;i=n.next()){i.value.verifyTree(t)}}catch(t){e={error:t}}finally{try{i&&!i.done&&(r=n.return)&&r.call(n)}finally{if(e)throw e.error}}},e.prototype.mError=function(t,e,r){if(void 0===r&&(r=!1),this.parent&&this.parent.isKind(\"merror\"))return null;var n=this.factory.create(\"merror\");if(e.fullErrors||r){var i=this.factory.create(\"mtext\"),o=this.factory.create(\"text\");o.setText(e.fullErrors?t:this.kind),i.appendChild(o),n.appendChild(i),this.parent.replaceChild(n,this)}else this.parent.replaceChild(n,this),n.appendChild(this);return n},e.defaults={mathbackground:c.INHERIT,mathcolor:c.INHERIT,mathsize:c.INHERIT,dir:c.INHERIT},e.noInherit={mstyle:{mpadded:{width:!0,height:!0,depth:!0,lspace:!0,voffset:!0},mtable:{width:!0,height:!0,depth:!0,align:!0}},maligngroup:{mrow:{groupalign:!0},mtable:{groupalign:!0}}},e.alwaysInherit={scriptminsize:!0,scriptsizemultiplier:!0},e.verifyDefaults={checkArity:!0,checkAttributes:!1,fullErrors:!1,fixMmultiscripts:!0,fixMtables:!0},e}(p.AbstractNode);r.AbstractMmlNode=d;var y=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return l(e,t),Object.defineProperty(e.prototype,\"isToken\",{get:function(){return!0},enumerable:!1,configurable:!0}),e.prototype.getText=function(){var t,e,r=\"\";try{for(var n=a(this.childNodes),i=n.next();!i.done;i=n.next()){var o=i.value;o instanceof m&&(r+=o.getText())}}catch(e){t={error:e}}finally{try{i&&!i.done&&(e=n.return)&&e.call(n)}finally{if(t)throw t.error}}return r},e.prototype.setChildInheritedAttributes=function(t,e,r,n){var i,o;try{for(var l=a(this.childNodes),s=l.next();!s.done;s=l.next()){var u=s.value;u instanceof d&&u.setInheritedAttributes(t,e,r,n)}}catch(t){i={error:t}}finally{try{s&&!s.done&&(o=l.return)&&o.call(l)}finally{if(i)throw i.error}}},e.prototype.walkTree=function(t,e){var r,n;t(this,e);try{for(var i=a(this.childNodes),o=i.next();!o.done;o=i.next()){var l=o.value;l instanceof d&&l.walkTree(t,e)}}catch(t){r={error:t}}finally{try{o&&!o.done&&(n=i.return)&&n.call(i)}finally{if(r)throw r.error}}return e},e.defaults=s(s({},d.defaults),{mathvariant:\"normal\",mathsize:c.INHERIT}),e}(d);r.AbstractMmlTokenNode=y;var b=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return l(e,t),Object.defineProperty(e.prototype,\"isSpacelike\",{get:function(){return this.childNodes[0].isSpacelike},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isEmbellished\",{get:function(){return this.childNodes[0].isEmbellished},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"arity\",{get:function(){return-1},enumerable:!1,configurable:!0}),e.prototype.core=function(){return this.childNodes[0]},e.prototype.coreMO=function(){return this.childNodes[0].coreMO()},e.prototype.setTeXclass=function(t){return t=this.childNodes[0].setTeXclass(t),this.updateTeXclass(this.childNodes[0]),t},e.defaults=d.defaults,e}(d);r.AbstractMmlLayoutNode=b;var v=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return l(e,t),Object.defineProperty(e.prototype,\"isEmbellished\",{get:function(){return this.childNodes[0].isEmbellished},enumerable:!1,configurable:!0}),e.prototype.core=function(){return this.childNodes[0]},e.prototype.coreMO=function(){return this.childNodes[0].coreMO()},e.prototype.setTeXclass=function(t){var e,n;this.getPrevClass(t),this.texClass=r.TEXCLASS.ORD;var i=this.childNodes[0];i?this.isEmbellished||i.isKind(\"mi\")?(t=i.setTeXclass(t),this.updateTeXclass(this.core())):(i.setTeXclass(null),t=this):t=this;try{for(var o=a(this.childNodes.slice(1)),l=o.next();!l.done;l=o.next()){var s=l.value;s&&s.setTeXclass(null)}}catch(t){e={error:t}}finally{try{l&&!l.done&&(n=o.return)&&n.call(o)}finally{if(e)throw e.error}}return t},e.defaults=d.defaults,e}(d);r.AbstractMmlBaseNode=v;var g=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return l(e,t),Object.defineProperty(e.prototype,\"isToken\",{get:function(){return!1},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isEmbellished\",{get:function(){return!1},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isSpacelike\",{get:function(){return!1},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"linebreakContainer\",{get:function(){return!1},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"hasNewLine\",{get:function(){return!1},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"arity\",{get:function(){return 0},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isInferred\",{get:function(){return!1},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"notParent\",{get:function(){return!1},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"Parent\",{get:function(){return this.parent},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"texClass\",{get:function(){return r.TEXCLASS.NONE},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"prevClass\",{get:function(){return r.TEXCLASS.NONE},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"prevLevel\",{get:function(){return 0},enumerable:!1,configurable:!0}),e.prototype.hasSpacingAttributes=function(){return!1},Object.defineProperty(e.prototype,\"attributes\",{get:function(){return null},enumerable:!1,configurable:!0}),e.prototype.core=function(){return this},e.prototype.coreMO=function(){return this},e.prototype.coreIndex=function(){return 0},e.prototype.childPosition=function(){return 0},e.prototype.setTeXclass=function(t){return t},e.prototype.texSpacing=function(){return\"\"},e.prototype.setInheritedAttributes=function(t,e,r,n){},e.prototype.inheritAttributesFrom=function(t){},e.prototype.verifyTree=function(t){},e.prototype.mError=function(t,e,r){void 0===r&&(r=!1)},e}(p.AbstractEmptyNode);r.AbstractMmlEmptyNode=g;var m=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.text=\"\",e}return l(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"text\"},enumerable:!1,configurable:!0}),e.prototype.getText=function(){return this.text},e.prototype.setText=function(t){return this.text=t,this},e.prototype.copy=function(){return this.factory.create(this.kind).setText(this.getText())},e.prototype.toString=function(){return this.text},e}(g);r.TextNode=m;var N=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.xml=null,e.adaptor=null,e}return l(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"XML\"},enumerable:!1,configurable:!0}),e.prototype.getXML=function(){return this.xml},e.prototype.setXML=function(t,e){return void 0===e&&(e=null),this.xml=t,this.adaptor=e,this},e.prototype.getSerializedXML=function(){return this.adaptor.serializeXML(this.xml)},e.prototype.copy=function(){return this.factory.create(this.kind).setXML(this.adaptor.clone(this.xml))},e.prototype.toString=function(){return\"XML data\"},e}(g);r.XMLNode=N},\n",
       "      534: function _(t,e,r,i,n){var o=this&&this.__values||function(t){var e=\"function\"==typeof Symbol&&Symbol.iterator,r=e&&t[e],i=0;if(r)return r.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&i>=t.length&&(t=void 0),{value:t&&t[i++],done:!t}}};throw new TypeError(e?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};i(),r.INHERIT=\"_inherit_\";var s=function(){function t(t,e){this.global=e,this.defaults=Object.create(e),this.inherited=Object.create(this.defaults),this.attributes=Object.create(this.inherited),Object.assign(this.defaults,t)}return t.prototype.set=function(t,e){this.attributes[t]=e},t.prototype.setList=function(t){Object.assign(this.attributes,t)},t.prototype.get=function(t){var e=this.attributes[t];return e===r.INHERIT&&(e=this.global[t]),e},t.prototype.getExplicit=function(t){if(this.attributes.hasOwnProperty(t))return this.attributes[t]},t.prototype.getList=function(){for(var t,e,r=[],i=0;i<arguments.length;i++)r[i]=arguments[i];var n={};try{for(var s=o(r),u=s.next();!u.done;u=s.next()){var a=u.value;n[a]=this.get(a)}}catch(e){t={error:e}}finally{try{u&&!u.done&&(e=s.return)&&e.call(s)}finally{if(t)throw t.error}}return n},t.prototype.setInherited=function(t,e){this.inherited[t]=e},t.prototype.getInherited=function(t){return this.inherited[t]},t.prototype.getDefault=function(t){return this.defaults[t]},t.prototype.isSet=function(t){return this.attributes.hasOwnProperty(t)||this.inherited.hasOwnProperty(t)},t.prototype.hasDefault=function(t){return t in this.defaults},t.prototype.getExplicitNames=function(){return Object.keys(this.attributes)},t.prototype.getInheritedNames=function(){return Object.keys(this.inherited)},t.prototype.getDefaultNames=function(){return Object.keys(this.defaults)},t.prototype.getGlobalNames=function(){return Object.keys(this.global)},t.prototype.getAllAttributes=function(){return this.attributes},t.prototype.getAllInherited=function(){return this.inherited},t.prototype.getAllDefaults=function(){return this.defaults},t.prototype.getAllGlobals=function(){return this.global},t}();r.Attributes=s},\n",
       "      535: function _(t,r,e,n,o){var i,p=this&&this.__extends||(i=function(t,r){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,r){t.__proto__=r}||function(t,r){for(var e in r)Object.prototype.hasOwnProperty.call(r,e)&&(t[e]=r[e])},i(t,r)},function(t,r){if(\"function\"!=typeof r&&null!==r)throw new TypeError(\"Class extends value \"+String(r)+\" is not a constructor or null\");function e(){this.constructor=t}i(t,r),t.prototype=null===r?Object.create(r):(e.prototype=r.prototype,new e)}),l=this&&this.__assign||function(){return l=Object.assign||function(t){for(var r,e=1,n=arguments.length;e<n;e++)for(var o in r=arguments[e])Object.prototype.hasOwnProperty.call(r,o)&&(t[o]=r[o]);return t},l.apply(this,arguments)},c=this&&this.__values||function(t){var r=\"function\"==typeof Symbol&&Symbol.iterator,e=r&&t[r],n=0;if(e)return e.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&n>=t.length&&(t=void 0),{value:t&&t[n++],done:!t}}};throw new TypeError(r?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};n();var s=function(){function t(t,r,e){var n,o;void 0===r&&(r={}),void 0===e&&(e=[]),this.factory=t,this.parent=null,this.properties={},this.childNodes=[];try{for(var i=c(Object.keys(r)),p=i.next();!p.done;p=i.next()){var l=p.value;this.setProperty(l,r[l])}}catch(t){n={error:t}}finally{try{p&&!p.done&&(o=i.return)&&o.call(i)}finally{if(n)throw n.error}}e.length&&this.setChildren(e)}return Object.defineProperty(t.prototype,\"kind\",{get:function(){return\"unknown\"},enumerable:!1,configurable:!0}),t.prototype.setProperty=function(t,r){this.properties[t]=r},t.prototype.getProperty=function(t){return this.properties[t]},t.prototype.getPropertyNames=function(){return Object.keys(this.properties)},t.prototype.getAllProperties=function(){return this.properties},t.prototype.removeProperty=function(){for(var t,r,e=[],n=0;n<arguments.length;n++)e[n]=arguments[n];try{for(var o=c(e),i=o.next();!i.done;i=o.next()){var p=i.value;delete this.properties[p]}}catch(r){t={error:r}}finally{try{i&&!i.done&&(r=o.return)&&r.call(o)}finally{if(t)throw t.error}}},t.prototype.isKind=function(t){return this.factory.nodeIsKind(this,t)},t.prototype.setChildren=function(t){var r,e;this.childNodes=[];try{for(var n=c(t),o=n.next();!o.done;o=n.next()){var i=o.value;this.appendChild(i)}}catch(t){r={error:t}}finally{try{o&&!o.done&&(e=n.return)&&e.call(n)}finally{if(r)throw r.error}}},t.prototype.appendChild=function(t){return this.childNodes.push(t),t.parent=this,t},t.prototype.replaceChild=function(t,r){var e=this.childIndex(r);return null!==e&&(this.childNodes[e]=t,t.parent=this),t},t.prototype.childIndex=function(t){var r=this.childNodes.indexOf(t);return-1===r?null:r},t.prototype.copy=function(){var t,r,e=this.factory.create(this.kind);e.properties=l({},this.properties);try{for(var n=c(this.childNodes||[]),o=n.next();!o.done;o=n.next()){var i=o.value;i&&e.appendChild(i.copy())}}catch(r){t={error:r}}finally{try{o&&!o.done&&(r=n.return)&&r.call(n)}finally{if(t)throw t.error}}return e},t.prototype.findNodes=function(t){var r=[];return this.walkTree((function(e){e.isKind(t)&&r.push(e)})),r},t.prototype.walkTree=function(t,r){var e,n;t(this,r);try{for(var o=c(this.childNodes),i=o.next();!i.done;i=o.next()){var p=i.value;p&&p.walkTree(t,r)}}catch(t){e={error:t}}finally{try{i&&!i.done&&(n=o.return)&&n.call(o)}finally{if(e)throw e.error}}return r},t.prototype.toString=function(){return this.kind+\"(\"+this.childNodes.join(\",\")+\")\"},t}();e.AbstractNode=s;var u=function(t){function r(){return null!==t&&t.apply(this,arguments)||this}return p(r,t),r.prototype.setChildren=function(t){},r.prototype.appendChild=function(t){return t},r.prototype.replaceChild=function(t,r){return r},r.prototype.childIndex=function(t){return null},r.prototype.walkTree=function(t,r){return t(this,r),r},r.prototype.toString=function(){return this.kind},r}(s);e.AbstractEmptyNode=u},\n",
       "      536: function _(t,e,r,n,o){var i=this&&this.__values||function(t){var e=\"function\"==typeof Symbol&&Symbol.iterator,r=e&&t[e],n=0;if(r)return r.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&n>=t.length&&(t=void 0),{value:t&&t[n++],done:!t}}};throw new TypeError(e?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")},l=this&&this.__read||function(t,e){var r=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!r)return t;var n,o,i=r.call(t),l=[];try{for(;(void 0===e||e-- >0)&&!(n=i.next()).done;)l.push(n.value)}catch(t){o={error:t}}finally{try{n&&!n.done&&(r=i.return)&&r.call(i)}finally{if(o)throw o.error}}return l},a=this&&this.__spreadArray||function(t,e){for(var r=0,n=e.length,o=t.length;r<n;r++,o++)t[o]=e[r];return t};n();var u,s=t(533),f=t(537);!function(t){var e=new Map([[\"autoOP\",!0],[\"fnOP\",!0],[\"movesupsub\",!0],[\"subsupOK\",!0],[\"texprimestyle\",!0],[\"useHeight\",!0],[\"variantForm\",!0],[\"withDelims\",!0],[\"mathaccent\",!0],[\"open\",!0],[\"close\",!0]]);function r(t,r){var n,o;try{for(var l=i(Object.keys(r)),a=l.next();!a.done;a=l.next()){var u=a.value,s=r[u];\"texClass\"===u?(t.texClass=s,t.setProperty(u,s)):\"movablelimits\"===u?(t.setProperty(\"movablelimits\",s),(t.isKind(\"mo\")||t.isKind(\"mstyle\"))&&t.attributes.set(\"movablelimits\",s)):\"inferred\"===u||(e.has(u)?t.setProperty(u,s):t.attributes.set(u,s))}}catch(t){n={error:t}}finally{try{a&&!a.done&&(o=l.return)&&o.call(l)}finally{if(n)throw n.error}}}function n(t,e,r){t.childNodes[e]=r,r&&(r.parent=t)}function o(t,e){return t.isKind(e)}t.createEntity=function(t){return String.fromCodePoint(parseInt(t,16))},t.getChildren=function(t){return t.childNodes},t.getText=function(t){return t.getText()},t.appendChildren=function(t,e){var r,n;try{for(var o=i(e),l=o.next();!l.done;l=o.next()){var a=l.value;t.appendChild(a)}}catch(t){r={error:t}}finally{try{l&&!l.done&&(n=o.return)&&n.call(o)}finally{if(r)throw r.error}}},t.setAttribute=function(t,e,r){t.attributes.set(e,r)},t.setProperty=function(t,e,r){t.setProperty(e,r)},t.setProperties=r,t.getProperty=function(t,e){return t.getProperty(e)},t.getAttribute=function(t,e){return t.attributes.get(e)},t.removeProperties=function(t){for(var e=[],r=1;r<arguments.length;r++)e[r-1]=arguments[r];t.removeProperty.apply(t,a([],l(e)))},t.getChildAt=function(t,e){return t.childNodes[e]},t.setChild=n,t.copyChildren=function(t,e){for(var r=t.childNodes,o=0;o<r.length;o++)n(e,o,r[o])},t.copyAttributes=function(t,e){e.attributes=t.attributes,r(e,t.getAllProperties())},t.isType=o,t.isEmbellished=function(t){return t.isEmbellished},t.getTexClass=function(t){return t.texClass},t.getCoreMO=function(t){return t.coreMO()},t.isNode=function(t){return t instanceof s.AbstractMmlNode||t instanceof s.AbstractMmlEmptyNode},t.isInferred=function(t){return t.isInferred},t.getForm=function(t){var e,r;if(!o(t,\"mo\"))return null;var n=t,l=n.getForms();try{for(var a=i(l),u=a.next();!u.done;u=a.next()){var s=u.value,c=f.MmlMo.OPTABLE[s][n.getText()];if(c)return c}}catch(t){e={error:t}}finally{try{u&&!u.done&&(r=a.return)&&r.call(a)}finally{if(e)throw e.error}}return null}}(u||(u={})),r.default=u},\n",
       "      537: function _(t,e,r,i,s){var n,o=this&&this.__extends||(n=function(t,e){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},n(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),a=this&&this.__assign||function(){return a=Object.assign||function(t){for(var e,r=1,i=arguments.length;r<i;r++)for(var s in e=arguments[r])Object.prototype.hasOwnProperty.call(e,s)&&(t[s]=e[s]);return t},a.apply(this,arguments)},c=this&&this.__read||function(t,e){var r=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!r)return t;var i,s,n=r.call(t),o=[];try{for(;(void 0===e||e-- >0)&&!(i=n.next()).done;)o.push(i.value)}catch(t){s={error:t}}finally{try{i&&!i.done&&(r=n.return)&&r.call(n)}finally{if(s)throw s.error}}return o},h=this&&this.__values||function(t){var e=\"function\"==typeof Symbol&&Symbol.iterator,r=e&&t[e],i=0;if(r)return r.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&i>=t.length&&(t=void 0),{value:t&&t[i++],done:!t}}};throw new TypeError(e?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};i();var l=t(533),u=t(538),p=t(530),f=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e._texClass=null,e.lspace=5/18,e.rspace=5/18,e}return o(e,t),Object.defineProperty(e.prototype,\"texClass\",{get:function(){if(null===this._texClass){var t=this.getText(),e=c(this.handleExplicitForm(this.getForms()),3),r=e[0],i=e[1],s=e[2],n=this.constructor.OPTABLE,o=n[r][t]||n[i][t]||n[s][t];return o?o[2]:l.TEXCLASS.REL}return this._texClass},set:function(t){this._texClass=t},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"mo\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isEmbellished\",{get:function(){return!0},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"hasNewLine\",{get:function(){return\"newline\"===this.attributes.get(\"linebreak\")},enumerable:!1,configurable:!0}),e.prototype.coreParent=function(){for(var t=this,e=this,r=this.factory.getNodeClass(\"math\");e&&e.isEmbellished&&e.coreMO()===this&&!(e instanceof r);)t=e,e=e.parent;return t},e.prototype.coreText=function(t){if(!t)return\"\";if(t.isEmbellished)return t.coreMO().getText();for(;((t.isKind(\"mrow\")||t.isKind(\"TeXAtom\")||t.isKind(\"mstyle\")||t.isKind(\"mphantom\"))&&1===t.childNodes.length||t.isKind(\"munderover\"))&&t.childNodes[0];)t=t.childNodes[0];return t.isToken?t.getText():\"\"},e.prototype.hasSpacingAttributes=function(){return this.attributes.isSet(\"lspace\")||this.attributes.isSet(\"rspace\")},Object.defineProperty(e.prototype,\"isAccent\",{get:function(){var t=!1,e=this.coreParent().parent;if(e){var r=e.isKind(\"mover\")?e.childNodes[e.over].coreMO()?\"accent\":\"\":e.isKind(\"munder\")?e.childNodes[e.under].coreMO()?\"accentunder\":\"\":e.isKind(\"munderover\")?this===e.childNodes[e.over].coreMO()?\"accent\":this===e.childNodes[e.under].coreMO()?\"accentunder\":\"\":\"\";if(r)t=void 0!==e.attributes.getExplicit(r)?t:this.attributes.get(\"accent\")}return t},enumerable:!1,configurable:!0}),e.prototype.setTeXclass=function(t){var e=this.attributes.getList(\"form\",\"fence\"),r=e.form,i=e.fence;return void 0===this.getProperty(\"texClass\")&&(this.attributes.isSet(\"lspace\")||this.attributes.isSet(\"rspace\"))?null:(i&&this.texClass===l.TEXCLASS.REL&&(\"prefix\"===r&&(this.texClass=l.TEXCLASS.OPEN),\"postfix\"===r&&(this.texClass=l.TEXCLASS.CLOSE)),this.adjustTeXclass(t))},e.prototype.adjustTeXclass=function(t){var e=this.texClass,r=this.prevClass;if(e===l.TEXCLASS.NONE)return t;if(t?(!t.getProperty(\"autoOP\")||e!==l.TEXCLASS.BIN&&e!==l.TEXCLASS.REL||(r=t.texClass=l.TEXCLASS.ORD),r=this.prevClass=t.texClass||l.TEXCLASS.ORD,this.prevLevel=this.attributes.getInherited(\"scriptlevel\")):r=this.prevClass=l.TEXCLASS.NONE,e!==l.TEXCLASS.BIN||r!==l.TEXCLASS.NONE&&r!==l.TEXCLASS.BIN&&r!==l.TEXCLASS.OP&&r!==l.TEXCLASS.REL&&r!==l.TEXCLASS.OPEN&&r!==l.TEXCLASS.PUNCT)if(r!==l.TEXCLASS.BIN||e!==l.TEXCLASS.REL&&e!==l.TEXCLASS.CLOSE&&e!==l.TEXCLASS.PUNCT){if(e===l.TEXCLASS.BIN){for(var i=this,s=this.parent;s&&s.parent&&s.isEmbellished&&(1===s.childNodes.length||!s.isKind(\"mrow\")&&s.core()===i);)i=s,s=s.parent;s.childNodes[s.childNodes.length-1]===i&&(this.texClass=l.TEXCLASS.ORD)}}else t.texClass=this.prevClass=l.TEXCLASS.ORD;else this.texClass=l.TEXCLASS.ORD;return this},e.prototype.setInheritedAttributes=function(e,r,i,s){void 0===e&&(e={}),void 0===r&&(r=!1),void 0===i&&(i=0),void 0===s&&(s=!1),t.prototype.setInheritedAttributes.call(this,e,r,i,s);var n=this.getText();this.checkOperatorTable(n),this.checkPseudoScripts(n),this.checkPrimes(n),this.checkMathAccent(n)},e.prototype.checkOperatorTable=function(t){var e,r,i=c(this.handleExplicitForm(this.getForms()),3),s=i[0],n=i[1],o=i[2];this.attributes.setInherited(\"form\",s);var a=this.constructor.OPTABLE,l=a[s][t]||a[n][t]||a[o][t];if(l){void 0===this.getProperty(\"texClass\")&&(this.texClass=l[2]);try{for(var p=h(Object.keys(l[3]||{})),f=p.next();!f.done;f=p.next()){var d=f.value;this.attributes.setInherited(d,l[3][d])}}catch(t){e={error:t}}finally{try{f&&!f.done&&(r=p.return)&&r.call(p)}finally{if(e)throw e.error}}this.lspace=(l[0]+1)/18,this.rspace=(l[1]+1)/18}else{var S=u.getRange(t);if(S){void 0===this.getProperty(\"texClass\")&&(this.texClass=S[2]);var m=this.constructor.MMLSPACING[S[2]];this.lspace=(m[0]+1)/18,this.rspace=(m[1]+1)/18}}},e.prototype.getForms=function(){for(var t=this,e=this.parent,r=this.Parent;r&&r.isEmbellished;)t=e,e=r.parent,r=r.Parent;if(e&&e.isKind(\"mrow\")&&1!==e.nonSpaceLength()){if(e.firstNonSpace()===t)return[\"prefix\",\"infix\",\"postfix\"];if(e.lastNonSpace()===t)return[\"postfix\",\"infix\",\"prefix\"]}return[\"infix\",\"prefix\",\"postfix\"]},e.prototype.handleExplicitForm=function(t){if(this.attributes.isSet(\"form\")){var e=this.attributes.get(\"form\");t=[e].concat(t.filter((function(t){return t!==e})))}return t},e.prototype.checkPseudoScripts=function(t){var e=this.constructor.pseudoScripts;if(t.match(e)){var r=this.coreParent().Parent,i=!r||!(r.isKind(\"msubsup\")&&!r.isKind(\"msub\"));this.setProperty(\"pseudoscript\",i),i&&(this.attributes.setInherited(\"lspace\",0),this.attributes.setInherited(\"rspace\",0))}},e.prototype.checkPrimes=function(t){var e=this.constructor.primes;if(t.match(e)){var r=this.constructor.remapPrimes,i=p.unicodeString(p.unicodeChars(t).map((function(t){return r[t]})));this.setProperty(\"primes\",i)}},e.prototype.checkMathAccent=function(t){var e=this.Parent;if(void 0===this.getProperty(\"mathaccent\")&&e&&e.isKind(\"munderover\")){var r=e.childNodes[0];if(!r.isEmbellished||r.coreMO()!==this){var i=this.constructor.mathaccents;t.match(i)&&this.setProperty(\"mathaccent\",!0)}}},e.defaults=a(a({},l.AbstractMmlTokenNode.defaults),{form:\"infix\",fence:!1,separator:!1,lspace:\"thickmathspace\",rspace:\"thickmathspace\",stretchy:!1,symmetric:!1,maxsize:\"infinity\",minsize:\"0em\",largeop:!1,movablelimits:!1,accent:!1,linebreak:\"auto\",lineleading:\"1ex\",linebreakstyle:\"before\",indentalign:\"auto\",indentshift:\"0\",indenttarget:\"\",indentalignfirst:\"indentalign\",indentshiftfirst:\"indentshift\",indentalignlast:\"indentalign\",indentshiftlast:\"indentshift\"}),e.MMLSPACING=u.MMLSPACING,e.OPTABLE=u.OPTABLE,e.pseudoScripts=new RegExp([\"^[\\\"'*`\",\"\\xaa\",\"\\xb0\",\"\\xb2-\\xb4\",\"\\xb9\",\"\\xba\",\"\\u2018-\\u201f\",\"\\u2032-\\u2037\\u2057\",\"\\u2070\\u2071\",\"\\u2074-\\u207f\",\"\\u2080-\\u208e\",\"]+$\"].join(\"\")),e.primes=new RegExp([\"^[\\\"'`\",\"\\u2018-\\u201f\",\"]+$\"].join(\"\")),e.remapPrimes={34:8243,39:8242,96:8245,8216:8245,8217:8242,8218:8242,8219:8245,8220:8246,8221:8243,8222:8243,8223:8246},e.mathaccents=new RegExp([\"^[\",\"\\xb4\\u0301\\u02ca\",\"`\\u0300\\u02cb\",\"\\xa8\\u0308\",\"~\\u0303\\u02dc\",\"\\xaf\\u0304\\u02c9\",\"\\u02d8\\u0306\",\"\\u02c7\\u030c\",\"^\\u0302\\u02c6\",\"\\u2192\\u20d7\",\"\\u02d9\\u0307\",\"\\u02da\\u030a\",\"\\u20db\",\"\\u20dc\",\"]$\"].join(\"\")),e}(l.AbstractMmlTokenNode);r.MmlMo=f},\n",
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this.configuration.handlers.get(t).parse(r)},t.prototype.lookup=function(t,r){return this.configuration.handlers.get(t).lookup(r)},t.prototype.contains=function(t,r){return this.configuration.handlers.get(t).contains(r)},t.prototype.toString=function(){var t,r,e=\"\";try{for(var i=o(Array.from(this.configuration.handlers.keys())),n=i.next();!n.done;n=i.next()){var s=n.value;e+=s+\": \"+this.configuration.handlers.get(s)+\"\\n\"}}catch(r){t={error:r}}finally{try{n&&!n.done&&(r=i.return)&&r.call(i)}finally{if(t)throw t.error}}return e},t.prototype.Parse=function(){for(var t;this.i<this.string.length;)t=this.getCodePoint(),this.i+=t.length,this.parse(\"character\",[this,t])},t.prototype.Push=function(t){t instanceof l.AbstractMmlNode&&t.isInferred?this.PushAll(t.childNodes):this.stack.Push(t)},t.prototype.PushAll=function(t){var r,e;try{for(var i=o(t),n=i.next();!n.done;n=i.next()){var s=n.value;this.stack.Push(s)}}catch(t){r={error:t}}finally{try{n&&!n.done&&(e=i.return)&&e.call(i)}finally{if(r)throw r.error}}},t.prototype.mml=function(){if(!this.stack.Top().isKind(\"mml\"))return null;var t=this.stack.Top().First;return this.configuration.popParser(),t},t.prototype.convertDelimiter=function(t){var r=this.lookup(\"delimiter\",t);return r?r.char:null},t.prototype.getCodePoint=function(){var t=this.string.codePointAt(this.i);return void 0===t?\"\":String.fromCodePoint(t)},t.prototype.nextIsSpace=function(){return!!this.string.charAt(this.i).match(/\\s/)},t.prototype.GetNext=function(){for(;this.nextIsSpace();)this.i++;return this.getCodePoint()},t.prototype.GetCS=function(){var t=this.string.slice(this.i).match(/^(([a-z]+) ?|[\\uD800-\\uDBFF].|.)/i);return t?(this.i+=t[0].length,t[2]||t[1]):(this.i++,\" \")},t.prototype.GetArgument=function(t,r){switch(this.GetNext()){case\"\":if(!r)throw new c.default(\"MissingArgFor\",\"Missing argument for %1\",this.currentCS);return null;case\"}\":if(!r)throw new c.default(\"ExtraCloseMissingOpen\",\"Extra close brace or missing open brace\");return null;case\"\\\\\":return this.i++,\"\\\\\"+this.GetCS();case\"{\":for(var e=++this.i,i=1;this.i<this.string.length;)switch(this.string.charAt(this.i++)){case\"\\\\\":this.i++;break;case\"{\":i++;break;case\"}\":if(0==--i)return this.string.slice(e,this.i-1)}throw new c.default(\"MissingCloseBrace\",\"Missing close brace\")}var n=this.getCodePoint();return this.i+=n.length,n},t.prototype.GetBrackets=function(t,r){if(\"[\"!==this.GetNext())return r;for(var e=++this.i,i=0;this.i<this.string.length;)switch(this.string.charAt(this.i++)){case\"{\":i++;break;case\"\\\\\":this.i++;break;case\"}\":if(i--<=0)throw new c.default(\"ExtraCloseLooking\",\"Extra close brace while looking for %1\",\"']'\");break;case\"]\":if(0===i)return this.string.slice(e,this.i-1)}throw new c.default(\"MissingCloseBracket\",\"Could not find closing ']' for argument to %1\",this.currentCS)},t.prototype.GetDelimiter=function(t,r){var e=this.GetNext();if(this.i+=e.length,this.i<=this.string.length&&(\"\\\\\"===e?e+=this.GetCS():\"{\"===e&&r&&(this.i--,e=this.GetArgument(t).trim()),this.contains(\"delimiter\",e)))return this.convertDelimiter(e);throw new c.default(\"MissingOrUnrecognizedDelim\",\"Missing or unrecognized delimiter for %1\",this.currentCS)},t.prototype.GetDimen=function(t){if(\"{\"===this.GetNext()){var r=this.GetArgument(t),e=s(h.default.matchDimen(r),2),i=e[0],n=e[1];if(i)return i+n}else{r=this.string.slice(this.i);var o=s(h.default.matchDimen(r,!0),3),a=(i=o[0],n=o[1],o[2]);if(i)return this.i+=a,i+n}throw new c.default(\"MissingDimOrUnits\",\"Missing dimension or its units for %1\",this.currentCS)},t.prototype.GetUpTo=function(t,r){for(;this.nextIsSpace();)this.i++;for(var e=this.i,i=0;this.i<this.string.length;){var n=this.i,o=this.GetNext();switch(this.i+=o.length,o){case\"\\\\\":o+=this.GetCS();break;case\"{\":i++;break;case\"}\":if(0===i)throw new c.default(\"ExtraCloseLooking\",\"Extra close brace while looking for %1\",r);i--}if(0===i&&o===r)return this.string.slice(e,n)}throw new c.default(\"TokenNotFoundForCommand\",\"Could not find %1 for %2\",r,this.currentCS)},t.prototype.ParseArg=function(r){return new t(this.GetArgument(r),this.stack.env,this.configuration).mml()},t.prototype.ParseUpTo=function(r,e){return new t(this.GetUpTo(r,e),this.stack.env,this.configuration).mml()},t.prototype.GetDelimiterArg=function(t){var r=h.default.trimSpaces(this.GetArgument(t));if(\"\"===r)return null;if(this.contains(\"delimiter\",r))return r;throw new c.default(\"MissingOrUnrecognizedDelim\",\"Missing or unrecognized delimiter for %1\",this.currentCS)},t.prototype.GetStar=function(){var t=\"*\"===this.GetNext();return t&&this.i++,t},t.prototype.create=function(t){for(var r,e=[],i=1;i<arguments.length;i++)e[i-1]=arguments[i];return(r=this.configuration.nodeFactory).create.apply(r,a([t],s(e)))},t}();e.default=f},\n",
       "      540: function _(e,t,r,n,a){var i=this&&this.__read||function(e,t){var r=\"function\"==typeof Symbol&&e[Symbol.iterator];if(!r)return e;var n,a,i=r.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(n=i.next()).done;)o.push(n.value)}catch(e){a={error:e}}finally{try{n&&!n.done&&(r=i.return)&&r.call(i)}finally{if(a)throw a.error}}return o},o=this&&this.__values||function(e){var t=\"function\"==typeof Symbol&&Symbol.iterator,r=t&&e[t],n=0;if(r)return r.call(e);if(e&&\"number\"==typeof e.length)return{next:function(){return e&&n>=e.length&&(e=void 0),{value:e&&e[n++],done:!e}}};throw new TypeError(t?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};n();var l,u=e(533),c=e(536),s=e(539),f=e(541),d=e(542);!function(e){var t=7.2,r={em:function(e){return e},ex:function(e){return.43*e},pt:function(e){return e/10},pc:function(e){return 1.2*e},px:function(e){return e*t/72},in:function(e){return e*t},cm:function(e){return e*t/2.54},mm:function(e){return e*t/25.4},mu:function(e){return e/18}},n=\"([-+]?([.,]\\\\d+|\\\\d+([.,]\\\\d*)?))\",a=\"(pt|em|ex|mu|px|mm|cm|in|pc)\",l=RegExp(\"^\\\\s*\"+n+\"\\\\s*\"+a+\"\\\\s*$\"),m=RegExp(\"^\\\\s*\"+n+\"\\\\s*\"+a+\" ?\");function h(e,t){void 0===t&&(t=!1);var n=e.match(t?m:l);return n?function(e){var t=i(e,3),n=t[0],a=t[1],o=t[2];if(\"mu\"!==a)return[n,a,o];return[p(r[a](parseFloat(n||\"1\"))).slice(0,-2),\"em\",o]}([n[1].replace(/,/,\".\"),n[4],n[0].length]):[null,null,0]}function p(e){return Math.abs(e)<6e-4?\"0em\":e.toFixed(3).replace(/\\.?0+$/,\"\")+\"em\"}function v(e,t,r){\"{\"!==t&&\"}\"!==t||(t=\"\\\\\"+t);var n=\"{\\\\bigg\"+r+\" \"+t+\"}\",a=\"{\\\\big\"+r+\" \"+t+\"}\";return new s.default(\"\\\\mathchoice\"+n+a+a+a,{},e).mml()}function g(e,t,r){t=t.replace(/^\\s+/,d.entities.nbsp).replace(/\\s+$/,d.entities.nbsp);var n=e.create(\"text\",t);return e.create(\"node\",\"mtext\",[],r,n)}function y(e,t,r){if(r.match(/^[a-z]/i)&&t.match(/(^|[^\\\\])(\\\\\\\\)*\\\\[a-z]+$/i)&&(t+=\" 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0===i&&(i=\"\");var o,l=e.nodeFactory,f=l.create(\"node\",\"mrow\",[],{open:t,close:n,texClass:u.TEXCLASS.INNER});if(a)o=new s.default(\"\\\\\"+a+\"l\"+t,e.parser.stack.env,e).mml();else{var d=l.create(\"text\",t);o=l.create(\"node\",\"mo\",[],{fence:!0,stretchy:!0,symmetric:!0,texClass:u.TEXCLASS.OPEN},d)}if(c.default.appendChildren(f,[o,r]),a)o=new s.default(\"\\\\\"+a+\"r\"+n,e.parser.stack.env,e).mml();else{var m=l.create(\"text\",n);o=l.create(\"node\",\"mo\",[],{fence:!0,stretchy:!0,symmetric:!0,texClass:u.TEXCLASS.CLOSE},m)}return i&&o.attributes.set(\"mathcolor\",i),c.default.appendChildren(f,[o]),f},e.fixedFence=function(e,t,r,n){var a=e.nodeFactory.create(\"node\",\"mrow\",[],{open:t,close:n,texClass:u.TEXCLASS.ORD});return t&&c.default.appendChildren(a,[v(e,t,\"l\")]),c.default.isType(r,\"mrow\")?c.default.appendChildren(a,c.default.getChildren(r)):c.default.appendChildren(a,[r]),n&&c.default.appendChildren(a,[v(e,n,\"r\")]),a},e.mathPalette=v,e.fixInitialMO=function(e,t){for(var r=0,n=t.length;r<n;r++){var a=t[r];if(a&&!c.default.isType(a,\"mspace\")&&(!c.default.isType(a,\"TeXAtom\")||c.default.getChildren(a)[0]&&c.default.getChildren(c.default.getChildren(a)[0]).length)){if(c.default.isEmbellished(a)||c.default.isType(a,\"TeXAtom\")&&c.default.getTexClass(a)===u.TEXCLASS.REL){var i=e.nodeFactory.create(\"node\",\"mi\");t.unshift(i)}break}}},e.internalMath=function(e,t,r,n){if(e.configuration.options.internalMath)return e.configuration.options.internalMath(e,t,r,n);var a,i,o=n||e.stack.env.font,l=o?{mathvariant:o}:{},u=[],c=0,d=0,m=\"\",h=0;if(t.match(/\\\\?[${}\\\\]|\\\\\\(|\\\\(eq)?ref\\s*\\{/)){for(;c<t.length;)if(\"$\"===(a=t.charAt(c++)))\"$\"===m&&0===h?(i=e.create(\"node\",\"TeXAtom\",[new s.default(t.slice(d,c-1),{},e.configuration).mml()]),u.push(i),m=\"\",d=c):\"\"===m&&(d<c-1&&u.push(g(e,t.slice(d,c-1),l)),m=\"$\",d=c);else if(\"{\"===a&&\"\"!==m)h++;else if(\"}\"===a)if(\"}\"===m&&0===h){var p=new s.default(t.slice(d,c),{},e.configuration).mml();i=e.create(\"node\",\"TeXAtom\",[p],l),u.push(i),m=\"\",d=c}else\"\"!==m&&h&&h--;else if(\"\\\\\"===a)if(\"\"===m&&t.substr(c).match(/^(eq)?ref\\s*\\{/)){var v=RegExp[\"$&\"].length;d<c-1&&u.push(g(e,t.slice(d,c-1),l)),m=\"}\",d=c-1,c+=v}else\"(\"===(a=t.charAt(c++))&&\"\"===m?(d<c-2&&u.push(g(e,t.slice(d,c-2),l)),m=\")\",d=c):\")\"===a&&\")\"===m&&0===h?(i=e.create(\"node\",\"TeXAtom\",[new s.default(t.slice(d,c-2),{},e.configuration).mml()]),u.push(i),m=\"\",d=c):a.match(/[${}\\\\]/)&&\"\"===m&&(c--,t=t.substr(0,c-1)+t.substr(c));if(\"\"!==m)throw new f.default(\"MathNotTerminated\",\"Math not terminated in text box\")}return d<t.length&&u.push(g(e,t.slice(d),l)),null!=r?u=[e.create(\"node\",\"mstyle\",u,{displaystyle:!1,scriptlevel:r})]:u.length>1&&(u=[e.create(\"node\",\"mrow\",u)]),u},e.internalText=g,e.underOver=function(t,r,n,a,i){if(e.checkMovableLimits(r),c.default.isType(r,\"munderover\")&&c.default.isEmbellished(r)){c.default.setProperties(c.default.getCoreMO(r),{lspace:0,rspace:0});var o=t.create(\"node\",\"mo\",[],{rspace:0});r=t.create(\"node\",\"mrow\",[o,r])}var l=t.create(\"node\",\"munderover\",[r]);c.default.setChild(l,\"over\"===a?l.over:l.under,n);var s=l;return i&&(s=t.create(\"node\",\"TeXAtom\",[l],{texClass:u.TEXCLASS.OP,movesupsub:!0})),c.default.setProperty(s,\"subsupOK\",!0),s},e.checkMovableLimits=function(e){var t=c.default.isType(e,\"mo\")?c.default.getForm(e):null;(c.default.getProperty(e,\"movablelimits\")||t&&t[3]&&t[3].movablelimits)&&c.default.setProperties(e,{movablelimits:!1})},e.trimSpaces=function(e){if(\"string\"!=typeof e)return e;var t=e.trim();return t.match(/\\\\$/)&&e.match(/ $/)&&(t+=\" \"),t},e.setArrayAlign=function(t,r){return\"t\"===(r=e.trimSpaces(r||\"\"))?t.arraydef.align=\"baseline 1\":\"b\"===r?t.arraydef.align=\"baseline -1\":\"c\"===r?t.arraydef.align=\"axis\":r&&(t.arraydef.align=r),t},e.substituteArgs=function(e,t,r){for(var n=\"\",a=\"\",i=0;i<r.length;){var o=r.charAt(i++);if(\"\\\\\"===o)n+=o+r.charAt(i++);else if(\"#\"===o)if(\"#\"===(o=r.charAt(i++)))n+=o;else{if(!o.match(/[1-9]/)||parseInt(o,10)>t.length)throw new f.default(\"IllegalMacroParam\",\"Illegal macro parameter reference\");a=y(e,y(e,a,n),t[parseInt(o,10)-1]),n=\"\"}else n+=o}return y(e,a,n)},e.addArgs=y,e.checkMaxMacros=function(e,t){if(void 0===t&&(t=!0),!(++e.macroCount<=e.configuration.options.maxMacros))throw t?new f.default(\"MaxMacroSub1\",\"MathJax maximum macro substitution count exceeded; is here a recursive macro call?\"):new f.default(\"MaxMacroSub2\",\"MathJax maximum substitution count exceeded; is there a recursive latex environment?\")},e.checkEqnEnv=function(e){if(e.stack.global.eqnenv)throw new f.default(\"ErroneousNestingEq\",\"Erroneous nesting of equation structures\");e.stack.global.eqnenv=!0},e.copyNode=function(e,t){var r=e.copy(),n=t.configuration;return r.walkTree((function(e){var t,r;n.addNode(e.kind,e);var a=(e.getProperty(\"in-lists\")||\"\").split(/,/);try{for(var i=o(a),l=i.next();!l.done;l=i.next()){var u=l.value;n.addNode(u,e)}}catch(e){t={error:e}}finally{try{l&&!l.done&&(r=i.return)&&r.call(i)}finally{if(t)throw t.error}}})),r},e.MmlFilterAttribute=function(e,t,r){return r},e.getFontDef=function(e){var t=e.stack.env.font;return t?{mathvariant:t}:{}},e.keyvalOptions=function(e,t,r){var n,a;void 0===t&&(t=null),void 0===r&&(r=!1);var l=function(e){var t,r,n,a,o,l={},u=e;for(;u;)a=(t=i(b(u,[\"=\",\",\"]),3))[0],n=t[1],u=t[2],\"=\"===n?(o=(r=i(b(u,[\",\"]),3))[0],n=r[1],u=r[2],o=\"false\"===o||\"true\"===o?JSON.parse(o):o,l[a]=o):a&&(l[a]=!0);return l}(e);if(t)try{for(var u=o(Object.keys(l)),c=u.next();!c.done;c=u.next()){var s=c.value;if(!t.hasOwnProperty(s)){if(r)throw new f.default(\"InvalidOption\",\"Invalid option: %1\",s);delete l[s]}}}catch(e){n={error:e}}finally{try{c&&!c.done&&(a=u.return)&&a.call(u)}finally{if(n)throw n.error}}return l}}(l||(l={})),r.default=l},\n",
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       "      548: function _(t,e,n,r,o){var i=this&&this.__values||function(t){var e=\"function\"==typeof Symbol&&Symbol.iterator,n=e&&t[e],r=0;if(n)return n.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&r>=t.length&&(t=void 0),{value:t&&t[r++],done:!t}}};throw new TypeError(e?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")},a=this&&this.__read||function(t,e){var n=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!n)return t;var r,o,i=n.call(t),a=[];try{for(;(void 0===e||e-- >0)&&!(r=i.next()).done;)a.push(r.value)}catch(t){o={error:t}}finally{try{r&&!r.done&&(n=i.return)&&n.call(i)}finally{if(o)throw o.error}}return a},l=this&&this.__spreadArray||function(t,e){for(var n=0,r=e.length,o=t.length;n<r;n++,o++)t[o]=e[n];return t};r();var s=function(){function t(t){var e,n;void 0===t&&(t=null),this.defaultKind=\"unknown\",this.nodeMap=new Map,this.node={},null===t&&(t=this.constructor.defaultNodes);try{for(var r=i(Object.keys(t)),o=r.next();!o.done;o=r.next()){var a=o.value;this.setNodeClass(a,t[a])}}catch(t){e={error:t}}finally{try{o&&!o.done&&(n=r.return)&&n.call(r)}finally{if(e)throw e.error}}}return t.prototype.create=function(t){for(var e=[],n=1;n<arguments.length;n++)e[n-1]=arguments[n];return(this.node[t]||this.node[this.defaultKind]).apply(void 0,l([],a(e)))},t.prototype.setNodeClass=function(t,e){this.nodeMap.set(t,e);var n=this,r=this.nodeMap.get(t);this.node[t]=function(){for(var t=[],e=0;e<arguments.length;e++)t[e]=arguments[e];return new(r.bind.apply(r,l([void 0,n],a(t))))}},t.prototype.getNodeClass=function(t){return this.nodeMap.get(t)},t.prototype.deleteNodeClass=function(t){this.nodeMap.delete(t),delete this.node[t]},t.prototype.nodeIsKind=function(t,e){return t instanceof this.getNodeClass(e)},t.prototype.getKinds=function(){return Array.from(this.nodeMap.keys())},t.defaultNodes={},t}();n.AbstractFactory=s},\n",
       "      549: function _(t,r,e,o,n){var a=this&&this.__read||function(t,r){var e=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!e)return t;var o,n,a=e.call(t),c=[];try{for(;(void 0===r||r-- >0)&&!(o=a.next()).done;)c.push(o.value)}catch(t){n={error:t}}finally{try{o&&!o.done&&(e=a.return)&&e.call(a)}finally{if(n)throw n.error}}return c},c=this&&this.__spreadArray||function(t,r){for(var e=0,o=r.length,n=t.length;e<o;e++,n++)t[n]=r[e];return t};o();var i=t(536),u=function(){function t(){this.mmlFactory=null,this.factory={node:t.createNode,token:t.createToken,text:t.createText,error:t.createError}}return t.createNode=function(t,r,e,o,n){void 0===e&&(e=[]),void 0===o&&(o={});var a=t.mmlFactory.create(r);return a.setChildren(e),n&&a.appendChild(n),i.default.setProperties(a,o),a},t.createToken=function(t,r,e,o){void 0===e&&(e={}),void 0===o&&(o=\"\");var n=t.create(\"text\",o);return t.create(\"node\",r,[],e,n)},t.createText=function(t,r){return null==r?null:t.mmlFactory.create(\"text\").setText(r)},t.createError=function(t,r){var e=t.create(\"text\",r),o=t.create(\"node\",\"mtext\",[],{},e);return t.create(\"node\",\"merror\",[o],{\"data-mjx-error\":r})},t.prototype.setMmlFactory=function(t){this.mmlFactory=t},t.prototype.set=function(t,r){this.factory[t]=r},t.prototype.setCreators=function(t){for(var r in t)this.set(r,t[r])},t.prototype.create=function(t){for(var r=[],e=1;e<arguments.length;e++)r[e-1]=arguments[e];var o=this.factory[t]||this.factory.node,n=o.apply(void 0,c([this,r[0]],a(r.slice(1))));return\"node\"===t&&this.configuration.addNode(r[0],n),n},t.prototype.get=function(t){return this.factory[t]},t}();e.NodeFactory=u},\n",
       "      550: function _(t,e,n,r,i){var a,o=this&&this.__extends||(a=function(t,e){return a=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var n in e)Object.prototype.hasOwnProperty.call(e,n)&&(t[n]=e[n])},a(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function n(){this.constructor=t}a(t,e),t.prototype=null===e?Object.create(e):(n.prototype=e.prototype,new n)}),s=this&&this.__values||function(t){var e=\"function\"==typeof Symbol&&Symbol.iterator,n=e&&t[e],r=0;if(n)return n.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&r>=t.length&&(t=void 0),{value:t&&t[r++],done:!t}}};throw new TypeError(e?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};r();var u=t(539),c=function(t,e){void 0===t&&(t=\"???\"),void 0===e&&(e=\"\"),this.tag=t,this.id=e};n.Label=c;var 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t.toString()},t.prototype.autoTag=function(){null==this.currentTag.tag&&(this.counter++,this.tag(this.formatNumber(this.counter),!1))},t.prototype.clearTag=function(){this.label=\"\",this.tag(null,!0),this.currentTag.tagId=\"\"},t.prototype.getTag=function(t){if(void 0===t&&(t=!1),t)return this.autoTag(),this.makeTag();var e=this.currentTag;return e.taggable&&!e.noTag&&(e.defaultTags&&this.autoTag(),e.tag)?this.makeTag():null},t.prototype.resetTag=function(){this.history=[],this.redo=!1,this.refUpdate=!1,this.clearTag()},t.prototype.reset=function(t){void 0===t&&(t=0),this.resetTag(),this.counter=this.allCounter=t,this.allLabels={},this.allIds={}},t.prototype.startEquation=function(t){this.history=[],this.stack=[],this.clearTag(),this.currentTag=new l(\"\",void 0,void 0),this.labels={},this.ids={},this.counter=this.allCounter,this.redo=!1;var e=t.inputData.recompile;e&&(this.refUpdate=!0,this.counter=e.counter)},t.prototype.finishEquation=function(t){this.redo&&(t.inputData.recompile={state:t.state(),counter:this.allCounter}),this.refUpdate||(this.allCounter=this.counter),Object.assign(this.allIds,this.ids),Object.assign(this.allLabels,this.labels)},t.prototype.finalize=function(t,e){if(!e.display||this.currentTag.env||null==this.currentTag.tag)return t;var n=this.makeTag();return this.enTag(t,n)},t.prototype.makeId=function(){this.currentTag.tagId=this.formatId(this.configuration.options.useLabelIds&&this.label||this.currentTag.tag)},t.prototype.makeTag=function(){this.makeId(),this.label&&(this.labels[this.label]=new c(this.currentTag.tag,this.currentTag.tagId));var t=new u.default(\"\\\\text{\"+this.currentTag.tagFormat+\"}\",{},this.configuration).mml();return this.configuration.nodeFactory.create(\"node\",\"mtd\",[t],{id:this.currentTag.tagId})},t}();n.AbstractTags=h;var g=function(t){function e(){return 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       "      551: function _(t,r,e,i,o){var n=this&&this.__values||function(t){var r=\"function\"==typeof Symbol&&Symbol.iterator,e=r&&t[r],i=0;if(e)return e.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&i>=t.length&&(t=void 0),{value:t&&t[i++],done:!t}}};throw new TypeError(r?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")},s=this&&this.__read||function(t,r){var e=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!e)return t;var i,o,n=e.call(t),s=[];try{for(;(void 0===r||r-- >0)&&!(i=n.next()).done;)s.push(i.value)}catch(t){o={error:t}}finally{try{i&&!i.done&&(e=n.return)&&e.call(n)}finally{if(o)throw o.error}}return s};i();var a,c=t(526),d=t(552),l=t(527),h=t(522),f=t(550),u=function(){function t(t,r,e,i,o,n,s,a,c,d,l,h,f){void 0===r&&(r={}),void 0===e&&(e={}),void 0===i&&(i={}),void 0===o&&(o={}),void 0===n&&(n={}),void 0===s&&(s={}),void 0===a&&(a=[]),void 0===c&&(c=[]),void 0===d&&(d=null),void 0===l&&(l=null),this.name=t,this.handler=r,this.fallback=e,this.items=i,this.tags=o,this.options=n,this.nodes=s,this.preprocessors=a,this.postprocessors=c,this.initMethod=d,this.configMethod=l,this.priority=h,this.parser=f,this.handler=Object.assign({character:[],delimiter:[],macro:[],environment:[]},r)}return t.makeProcessor=function(t,r){return Array.isArray(t)?t:[t,r]},t._create=function(r,e){var i=this;void 0===e&&(e={});var o=e.priority||h.PrioritizedList.DEFAULTPRIORITY,n=e.init?this.makeProcessor(e.init,o):null,s=e.config?this.makeProcessor(e.config,o):null,a=(e.preprocessors||[]).map((function(t){return i.makeProcessor(t,o)})),c=(e.postprocessors||[]).map((function(t){return i.makeProcessor(t,o)})),d=e.parser||\"tex\";return new t(r,e.handler||{},e.fallback||{},e.items||{},e.tags||{},e.options||{},e.nodes||{},a,c,n,s,o,d)},t.create=function(r,e){void 0===e&&(e={});var i=t._create(r,e);return a.set(r,i),i},t.local=function(r){return void 0===r&&(r={}),t._create(\"\",r)},Object.defineProperty(t.prototype,\"init\",{get:function(){return this.initMethod?this.initMethod[0]:null},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"config\",{get:function(){return this.configMethod?this.configMethod[0]:null},enumerable:!1,configurable:!0}),t}();e.Configuration=u,function(t){var r=new Map;t.set=function(t,e){r.set(t,e)},t.get=function(t){return r.get(t)},t.keys=function(){return r.keys()}}(a=e.ConfigurationHandler||(e.ConfigurationHandler={}));var p=function(){function t(t,r){var e,i,o,s;void 0===r&&(r=[\"tex\"]),this.initMethod=new l.FunctionList,this.configMethod=new l.FunctionList,this.configurations=new h.PrioritizedList,this.parsers=[],this.handlers=new d.SubHandlers,this.items={},this.tags={},this.options={},this.nodes={},this.parsers=r;try{for(var a=n(t.slice().reverse()),c=a.next();!c.done;c=a.next()){var f=c.value;this.addPackage(f)}}catch(t){e={error:t}}finally{try{c&&!c.done&&(i=a.return)&&i.call(a)}finally{if(e)throw e.error}}try{for(var u=n(this.configurations),p=u.next();!p.done;p=u.next()){var y=p.value,v=y.item,g=y.priority;this.append(v,g)}}catch(t){o={error:t}}finally{try{p&&!p.done&&(s=u.return)&&s.call(u)}finally{if(o)throw o.error}}}return t.prototype.init=function(){this.initMethod.execute(this)},t.prototype.config=function(t){var r,e;this.configMethod.execute(this,t);try{for(var i=n(this.configurations),o=i.next();!o.done;o=i.next()){var s=o.value;this.addFilters(t,s.item)}}catch(t){r={error:t}}finally{try{o&&!o.done&&(e=i.return)&&e.call(i)}finally{if(r)throw r.error}}},t.prototype.addPackage=function(t){var r=\"string\"==typeof t?t:t[0],e=this.getPackage(r);e&&this.configurations.add(e,\"string\"==typeof t?e.priority:t[1])},t.prototype.add=function(t,r,e){var i,o;void 0===e&&(e={});var s=this.getPackage(t);this.append(s),this.configurations.add(s,s.priority),this.init();var a=r.parseOptions;a.nodeFactory.setCreators(s.nodes);try{for(var d=n(Object.keys(s.items)),l=d.next();!l.done;l=d.next()){var h=l.value;a.itemFactory.setNodeClass(h,s.items[h])}}catch(t){i={error:t}}finally{try{l&&!l.done&&(o=d.return)&&o.call(d)}finally{if(i)throw i.error}}f.TagsFactory.addTags(s.tags),c.defaultOptions(a.options,s.options),c.userOptions(a.options,e),this.addFilters(r,s),s.config&&s.config(this,r)},t.prototype.getPackage=function(t){var r=a.get(t);if(r&&this.parsers.indexOf(r.parser)<0)throw Error(\"Package \"+t+\" doesn't target the proper parser\");return r},t.prototype.append=function(t,r){r=r||t.priority,t.initMethod&&this.initMethod.add(t.initMethod[0],t.initMethod[1]),t.configMethod&&this.configMethod.add(t.configMethod[0],t.configMethod[1]),this.handlers.add(t.handler,t.fallback,r),Object.assign(this.items,t.items),Object.assign(this.tags,t.tags),c.defaultOptions(this.options,t.options),Object.assign(this.nodes,t.nodes)},t.prototype.addFilters=function(t,r){var e,i,o,a;try{for(var c=n(r.preprocessors),d=c.next();!d.done;d=c.next()){var l=s(d.value,2),h=l[0],f=l[1];t.preFilters.add(h,f)}}catch(t){e={error:t}}finally{try{d&&!d.done&&(i=c.return)&&i.call(c)}finally{if(e)throw e.error}}try{for(var u=n(r.postprocessors),p=u.next();!p.done;p=u.next()){var y=s(p.value,2),v=y[0];f=y[1];t.postFilters.add(v,f)}}catch(t){o={error:t}}finally{try{p&&!p.done&&(a=u.return)&&a.call(u)}finally{if(o)throw o.error}}},t}();e.ParserConfiguration=p},\n",
       "      552: function _(r,t,n,e,o){var i=this&&this.__values||function(r){var t=\"function\"==typeof Symbol&&Symbol.iterator,n=t&&r[t],e=0;if(n)return n.call(r);if(r&&\"number\"==typeof r.length)return{next:function(){return r&&e>=r.length&&(r=void 0),{value:r&&r[e++],done:!r}}};throw new TypeError(t?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")},a=this&&this.__read||function(r,t){var n=\"function\"==typeof Symbol&&r[Symbol.iterator];if(!n)return r;var e,o,i=n.call(r),a=[];try{for(;(void 0===t||t-- >0)&&!(e=i.next()).done;)a.push(e.value)}catch(r){o={error:r}}finally{try{e&&!e.done&&(n=i.return)&&n.call(i)}finally{if(o)throw o.error}}return a};e();var l,u=r(522),f=r(527);!function(r){var t=new Map;r.register=function(r){t.set(r.name,r)},r.getMap=function(r){return t.get(r)}}(l=n.MapHandler||(n.MapHandler={}));var c=function(){function r(){this._configuration=new u.PrioritizedList,this._fallback=new f.FunctionList}return r.prototype.add=function(r,t,n){var e,o;void 0===n&&(n=u.PrioritizedList.DEFAULTPRIORITY);try{for(var a=i(r.slice().reverse()),f=a.next();!f.done;f=a.next()){var c=f.value,y=l.getMap(c);if(!y)return void this.warn(\"Configuration \"+c+\" not found! Omitted.\");this._configuration.add(y,n)}}catch(r){e={error:r}}finally{try{f&&!f.done&&(o=a.return)&&o.call(a)}finally{if(e)throw e.error}}t&&this._fallback.add(t,n)},r.prototype.parse=function(r){var t,n;try{for(var e=i(this._configuration),o=e.next();!o.done;o=e.next()){var l=o.value.item.parse(r);if(l)return l}}catch(r){t={error:r}}finally{try{o&&!o.done&&(n=e.return)&&n.call(e)}finally{if(t)throw t.error}}var u=a(r,2),f=u[0],c=u[1];Array.from(this._fallback)[0].item(f,c)},r.prototype.lookup=function(r){var t=this.applicable(r);return t?t.lookup(r):null},r.prototype.contains=function(r){return!!this.applicable(r)},r.prototype.toString=function(){var r,t,n=[];try{for(var e=i(this._configuration),o=e.next();!o.done;o=e.next()){var a=o.value.item;n.push(a.name)}}catch(t){r={error:t}}finally{try{o&&!o.done&&(t=e.return)&&t.call(e)}finally{if(r)throw r.error}}return n.join(\", \")},r.prototype.applicable=function(r){var t,n;try{for(var e=i(this._configuration),o=e.next();!o.done;o=e.next()){var a=o.value.item;if(a.contains(r))return a}}catch(r){t={error:r}}finally{try{o&&!o.done&&(n=e.return)&&n.call(e)}finally{if(t)throw t.error}}return null},r.prototype.retrieve=function(r){var t,n;try{for(var e=i(this._configuration),o=e.next();!o.done;o=e.next()){var a=o.value.item;if(a.name===r)return a}}catch(r){t={error:r}}finally{try{o&&!o.done&&(n=e.return)&&n.call(e)}finally{if(t)throw t.error}}return null},r.prototype.warn=function(r){console.log(\"TexParser Warning: \"+r)},r}();n.SubHandler=c;var y=function(){function r(){this.map=new Map}return r.prototype.add=function(r,t,n){var e,o;void 0===n&&(n=u.PrioritizedList.DEFAULTPRIORITY);try{for(var a=i(Object.keys(r)),l=a.next();!l.done;l=a.next()){var f=l.value,y=this.get(f);y||(y=new c,this.set(f,y)),y.add(r[f],t[f],n)}}catch(r){e={error:r}}finally{try{l&&!l.done&&(o=a.return)&&o.call(a)}finally{if(e)throw e.error}}},r.prototype.set=function(r,t){this.map.set(r,t)},r.prototype.get=function(r){return this.map.get(r)},r.prototype.retrieve=function(r){var t,n;try{for(var e=i(this.map.values()),o=e.next();!o.done;o=e.next()){var a=o.value.retrieve(r);if(a)return a}}catch(r){t={error:r}}finally{try{o&&!o.done&&(n=e.return)&&n.call(e)}finally{if(t)throw t.error}}return null},r.prototype.keys=function(){return this.map.keys()},r}();n.SubHandlers=y},\n",
       "      553: function _(t,e,o,n,r){var i,a,m=this&&this.__extends||(i=function(t,e){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var o in e)Object.prototype.hasOwnProperty.call(e,o)&&(t[o]=e[o])},i(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function o(){this.constructor=t}i(t,e),t.prototype=null===e?Object.create(e):(o.prototype=e.prototype,new o)}),p=this&&this.__values||function(t){var e=\"function\"==typeof Symbol&&Symbol.iterator,o=e&&t[e],n=0;if(o)return o.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&n>=t.length&&(t=void 0),{value:t&&t[n++],done:!t}}};throw new TypeError(e?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};n();var c=t(551),d=t(552),l=t(541),s=t(536),u=t(554),y=t(556),f=t(550);t(557);var I=t(538);function h(t,e){var o=t.stack.env.font?{mathvariant:t.stack.env.font}:{},n=d.MapHandler.getMap(\"remap\").lookup(e),r=I.getRange(e),i=r?r[3]:\"mo\",a=t.create(\"token\",i,o,n?n.char:e);\"mo\"===i&&(s.default.setProperty(a,\"fixStretchy\",!0),t.configuration.addNode(\"fixStretchy\",a)),t.Push(a)}new u.CharacterMap(\"remap\",null,{\"-\":\"\\u2212\",\"*\":\"\\u2217\",\"`\":\"\\u2018\"}),o.Other=h;var v=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return m(e,t),e}(f.AbstractTags);o.BaseTags=v,o.BaseConfiguration=c.Configuration.create(\"base\",{handler:{character:[\"command\",\"special\",\"letter\",\"digit\"],delimiter:[\"delimiter\"],macro:[\"delimiter\",\"macros\",\"mathchar0mi\",\"mathchar0mo\",\"mathchar7\"],environment:[\"environment\"]},fallback:{character:h,macro:function(t,e){throw new l.default(\"UndefinedControlSequence\",\"Undefined control sequence %1\",\"\\\\\"+e)},environment:function(t,e){throw new l.default(\"UnknownEnv\",\"Unknown environment '%1'\",e)}},items:(a={},a[y.StartItem.prototype.kind]=y.StartItem,a[y.StopItem.prototype.kind]=y.StopItem,a[y.OpenItem.prototype.kind]=y.OpenItem,a[y.CloseItem.prototype.kind]=y.CloseItem,a[y.PrimeItem.prototype.kind]=y.PrimeItem,a[y.SubsupItem.prototype.kind]=y.SubsupItem,a[y.OverItem.prototype.kind]=y.OverItem,a[y.LeftItem.prototype.kind]=y.LeftItem,a[y.Middle.prototype.kind]=y.Middle,a[y.RightItem.prototype.kind]=y.RightItem,a[y.BeginItem.prototype.kind]=y.BeginItem,a[y.EndItem.prototype.kind]=y.EndItem,a[y.StyleItem.prototype.kind]=y.StyleItem,a[y.PositionItem.prototype.kind]=y.PositionItem,a[y.CellItem.prototype.kind]=y.CellItem,a[y.MmlItem.prototype.kind]=y.MmlItem,a[y.FnItem.prototype.kind]=y.FnItem,a[y.NotItem.prototype.kind]=y.NotItem,a[y.NonscriptItem.prototype.kind]=y.NonscriptItem,a[y.DotsItem.prototype.kind]=y.DotsItem,a[y.ArrayItem.prototype.kind]=y.ArrayItem,a[y.EqnArrayItem.prototype.kind]=y.EqnArrayItem,a[y.EquationItem.prototype.kind]=y.EquationItem,a),options:{maxMacros:1e3,baseURL:\"undefined\"==typeof document||0===document.getElementsByTagName(\"base\").length?\"\":String(document.location).replace(/#.*$/,\"\")},tags:{base:v},postprocessors:[[function(t){var e,o,n=t.data;try{for(var r=p(n.getList(\"nonscript\")),i=r.next();!i.done;i=r.next()){var a=i.value;if(a.attributes.get(\"scriptlevel\")>0){var m=a.parent;if(m.childNodes.splice(m.childIndex(a),1),n.removeFromList(a.kind,[a]),a.isKind(\"mrow\")){var c=a.childNodes[0];n.removeFromList(\"mstyle\",[c]),n.removeFromList(\"mspace\",c.childNodes[0].childNodes)}}else a.isKind(\"mrow\")&&(a.parent.replaceChild(a.childNodes[0],a),n.removeFromList(\"mrow\",[a]))}}catch(t){e={error:t}}finally{try{i&&!i.done&&(o=r.return)&&o.call(r)}finally{if(e)throw e.error}}},-4]]})},\n",
       "      554: function _(r,t,n,e,o){var i,a=this&&this.__extends||(i=function(r,t){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(r,t){r.__proto__=t}||function(r,t){for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(r[n]=t[n])},i(r,t)},function(r,t){if(\"function\"!=typeof t&&null!==t)throw new TypeError(\"Class extends value \"+String(t)+\" is not a constructor or null\");function n(){this.constructor=r}i(r,t),r.prototype=null===t?Object.create(t):(n.prototype=t.prototype,new n)}),u=this&&this.__read||function(r,t){var n=\"function\"==typeof Symbol&&r[Symbol.iterator];if(!n)return r;var e,o,i=n.call(r),a=[];try{for(;(void 0===t||t-- >0)&&!(e=i.next()).done;)a.push(e.value)}catch(r){o={error:r}}finally{try{e&&!e.done&&(n=i.return)&&n.call(i)}finally{if(o)throw o.error}}return a},p=this&&this.__values||function(r){var t=\"function\"==typeof Symbol&&Symbol.iterator,n=t&&r[t],e=0;if(n)return n.call(r);if(r&&\"number\"==typeof r.length)return{next:function(){return r&&e>=r.length&&(r=void 0),{value:r&&r[e++],done:!r}}};throw new TypeError(t?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")},l=this&&this.__spreadArray||function(r,t){for(var n=0,e=t.length,o=r.length;n<e;n++,o++)r[o]=t[n];return r};e();var s=r(555),c=r(552),f=function(){function r(r,t){this._name=r,this._parser=t,c.MapHandler.register(this)}return Object.defineProperty(r.prototype,\"name\",{get:function(){return this._name},enumerable:!1,configurable:!0}),r.prototype.parserFor=function(r){return this.contains(r)?this.parser:null},r.prototype.parse=function(r){var t=u(r,2),n=t[0],e=t[1],o=this.parserFor(e),i=this.lookup(e);return o&&i?o(n,i)||!0:null},Object.defineProperty(r.prototype,\"parser\",{get:function(){return this._parser},set:function(r){this._parser=r},enumerable:!1,configurable:!0}),r}();n.AbstractSymbolMap=f;var h=function(r){function t(t,n,e){var o=r.call(this,t,n)||this;return o._regExp=e,o}return a(t,r),t.prototype.contains=function(r){return this._regExp.test(r)},t.prototype.lookup=function(r){return this.contains(r)?r:null},t}(f);n.RegExpMap=h;var y=function(r){function t(){var t=null!==r&&r.apply(this,arguments)||this;return t.map=new Map,t}return a(t,r),t.prototype.lookup=function(r){return this.map.get(r)},t.prototype.contains=function(r){return this.map.has(r)},t.prototype.add=function(r,t){this.map.set(r,t)},t.prototype.remove=function(r){this.map.delete(r)},t}(f);n.AbstractParseMap=y;var v=function(r){function t(t,n,e){var o,i,a=r.call(this,t,n)||this;try{for(var l=p(Object.keys(e)),c=l.next();!c.done;c=l.next()){var f=c.value,h=e[f],y=u(\"string\"==typeof h?[h,null]:h,2),v=y[0],d=y[1],b=new s.Symbol(f,v,d);a.add(f,b)}}catch(r){o={error:r}}finally{try{c&&!c.done&&(i=l.return)&&i.call(l)}finally{if(o)throw o.error}}return a}return a(t,r),t}(y);n.CharacterMap=v;var d=function(r){function t(){return null!==r&&r.apply(this,arguments)||this}return a(t,r),t.prototype.parse=function(t){var n=u(t,2),e=n[0],o=n[1];return r.prototype.parse.call(this,[e,\"\\\\\"+o])},t}(v);n.DelimiterMap=d;var b=function(r){function t(t,n,e){var o,i,a=r.call(this,t,null)||this;try{for(var l=p(Object.keys(n)),c=l.next();!c.done;c=l.next()){var f=c.value,h=n[f],y=u(\"string\"==typeof h?[h]:h),v=y[0],d=y.slice(1),b=new s.Macro(f,e[v],d);a.add(f,b)}}catch(r){o={error:r}}finally{try{c&&!c.done&&(i=l.return)&&i.call(l)}finally{if(o)throw o.error}}return a}return a(t,r),t.prototype.parserFor=function(r){var t=this.lookup(r);return t?t.func:null},t.prototype.parse=function(r){var t=u(r,2),n=t[0],e=t[1],o=this.lookup(e),i=this.parserFor(e);return o&&i?i.apply(void 0,l([n,o.symbol],u(o.args)))||!0:null},t}(y);n.MacroMap=b;var m=function(r){function t(){return null!==r&&r.apply(this,arguments)||this}return a(t,r),t.prototype.parse=function(r){var t=u(r,2),n=t[0],e=t[1],o=this.lookup(e),i=this.parserFor(e);if(!o||!i)return null;if(!i)return null;var a=n.currentCS;n.currentCS=\"\\\\\"+e;var p=i.apply(void 0,l([n,\"\\\\\"+o.symbol],u(o.args)));return n.currentCS=a,p||!0},t}(b);n.CommandMap=m;var _=function(r){function t(t,n,e,o){var i=r.call(this,t,e,o)||this;return i.parser=n,i}return a(t,r),t.prototype.parse=function(r){var t=u(r,2),n=t[0],e=t[1],o=this.lookup(e),i=this.parserFor(e);return o&&i?(this.parser(n,o.symbol,i,o.args),!0):null},t}(b);n.EnvironmentMap=_},\n",
       "      555: function _(e,t,r,n,o){n();var i=function(){function e(e,t,r){this._symbol=e,this._char=t,this._attributes=r}return Object.defineProperty(e.prototype,\"symbol\",{get:function(){return this._symbol},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"char\",{get:function(){return this._char},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"attributes\",{get:function(){return this._attributes},enumerable:!1,configurable:!0}),e}();r.Symbol=i;var u=function(){function e(e,t,r){void 0===r&&(r=[]),this._symbol=e,this._func=t,this._args=r}return Object.defineProperty(e.prototype,\"symbol\",{get:function(){return this._symbol},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"func\",{get:function(){return this._func},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"args\",{get:function(){return this._args},enumerable:!1,configurable:!0}),e}();r.Macro=u},\n",
       "      556: function _(t,e,r,n,i){var o,s=this&&this.__extends||(o=function(t,e){return o=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},o(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}o(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),a=this&&this.__read||function(t,e){var r=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!r)return t;var n,i,o=r.call(t),s=[];try{for(;(void 0===e||e-- >0)&&!(n=o.next()).done;)s.push(n.value)}catch(t){i={error:t}}finally{try{n&&!n.done&&(r=o.return)&&r.call(o)}finally{if(i)throw i.error}}return s},u=this&&this.__spreadArray||function(t,e){for(var r=0,n=e.length,i=t.length;r<n;r++,i++)t[i]=e[r];return t};n();var l=t(552),c=t(542),p=t(533),f=t(541),h=t(540),d=t(536),y=t(547),m=function(t){function e(e,r){var n=t.call(this,e)||this;return n.global=r,n}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"start\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isOpen\",{get:function(){return!0},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(e){if(e.isKind(\"stop\")){var r=this.toMml();return this.global.isInner||(r=this.factory.configuration.tags.finalize(r,this.env)),[[this.factory.create(\"mml\",r)],!0]}return t.prototype.checkItem.call(this,e)},e}(y.BaseItem);r.StartItem=m;var g=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"stop\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isClose\",{get:function(){return!0},enumerable:!1,configurable:!0}),e}(y.BaseItem);r.StopItem=g;var b=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"open\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isOpen\",{get:function(){return!0},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(e){if(e.isKind(\"close\")){var r=this.toMml(),n=this.create(\"node\",\"TeXAtom\",[r]);return[[this.factory.create(\"mml\",n)],!0]}return t.prototype.checkItem.call(this,e)},e.errors=Object.assign(Object.create(y.BaseItem.errors),{stop:[\"ExtraOpenMissingClose\",\"Extra open brace or missing close brace\"]}),e}(y.BaseItem);r.OpenItem=b;var v=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"close\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isClose\",{get:function(){return!0},enumerable:!1,configurable:!0}),e}(y.BaseItem);r.CloseItem=v;var P=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"prime\"},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(t){var e=a(this.Peek(2),2),r=e[0],n=e[1];return!d.default.isType(r,\"msubsup\")||d.default.isType(r,\"msup\")?[[this.create(\"node\",\"msup\",[r,n]),t],!0]:(d.default.setChild(r,r.sup,n),[[r,t],!0])},e}(y.BaseItem);r.PrimeItem=P;var I=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"subsup\"},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(e){if(e.isKind(\"open\")||e.isKind(\"left\"))return y.BaseItem.success;var r=this.First,n=this.getProperty(\"position\");if(e.isKind(\"mml\")){if(this.getProperty(\"primes\"))if(2!==n)d.default.setChild(r,2,this.getProperty(\"primes\"));else{d.default.setProperty(this.getProperty(\"primes\"),\"variantForm\",!0);var i=this.create(\"node\",\"mrow\",[this.getProperty(\"primes\"),e.First]);e.First=i}return d.default.setChild(r,n,e.First),null!=this.getProperty(\"movesupsub\")&&d.default.setProperty(r,\"movesupsub\",this.getProperty(\"movesupsub\")),[[this.factory.create(\"mml\",r)],!0]}if(t.prototype.checkItem.call(this,e)[1]){var o=this.getErrors([\"\",\"sub\",\"sup\"][n]);throw new(f.default.bind.apply(f.default,u([void 0,o[0],o[1]],a(o.splice(2)))))}return null},e.errors=Object.assign(Object.create(y.BaseItem.errors),{stop:[\"MissingScript\",\"Missing superscript or subscript argument\"],sup:[\"MissingOpenForSup\",\"Missing open brace for superscript\"],sub:[\"MissingOpenForSub\",\"Missing open brace for subscript\"]}),e}(y.BaseItem);r.SubsupItem=I;var w=function(t){function e(e){var r=t.call(this,e)||this;return r.setProperty(\"name\",\"\\\\over\"),r}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"over\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isClose\",{get:function(){return!0},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(e){if(e.isKind(\"over\"))throw new f.default(\"AmbiguousUseOf\",\"Ambiguous use of %1\",e.getName());if(e.isClose){var r=this.create(\"node\",\"mfrac\",[this.getProperty(\"num\"),this.toMml(!1)]);return null!=this.getProperty(\"thickness\")&&d.default.setAttribute(r,\"linethickness\",this.getProperty(\"thickness\")),(this.getProperty(\"open\")||this.getProperty(\"close\"))&&(d.default.setProperty(r,\"withDelims\",!0),r=h.default.fixedFence(this.factory.configuration,this.getProperty(\"open\"),r,this.getProperty(\"close\"))),[[this.factory.create(\"mml\",r),e],!0]}return t.prototype.checkItem.call(this,e)},e.prototype.toString=function(){return\"over[\"+this.getProperty(\"num\")+\" / \"+this.nodes.join(\"; \")+\"]\"},e}(y.BaseItem);r.OverItem=w;var O=function(t){function e(e,r){var n=t.call(this,e)||this;return n.setProperty(\"delim\",r),n}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"left\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isOpen\",{get:function(){return!0},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(e){if(e.isKind(\"right\"))return[[this.factory.create(\"mml\",h.default.fenced(this.factory.configuration,this.getProperty(\"delim\"),this.toMml(),e.getProperty(\"delim\"),\"\",e.getProperty(\"color\")))],!0];if(e.isKind(\"middle\")){var r={stretchy:!0};return e.getProperty(\"color\")&&(r.mathcolor=e.getProperty(\"color\")),this.Push(this.create(\"node\",\"TeXAtom\",[],{texClass:p.TEXCLASS.CLOSE}),this.create(\"token\",\"mo\",r,e.getProperty(\"delim\")),this.create(\"node\",\"TeXAtom\",[],{texClass:p.TEXCLASS.OPEN})),this.env={},[[this],!0]}return t.prototype.checkItem.call(this,e)},e.errors=Object.assign(Object.create(y.BaseItem.errors),{stop:[\"ExtraLeftMissingRight\",\"Extra \\\\left or missing \\\\right\"]}),e}(y.BaseItem);r.LeftItem=O;var k=function(t){function e(e,r,n){var i=t.call(this,e)||this;return i.setProperty(\"delim\",r),n&&i.setProperty(\"color\",n),i}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"middle\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isClose\",{get:function(){return!0},enumerable:!1,configurable:!0}),e}(y.BaseItem);r.Middle=k;var j=function(t){function e(e,r,n){var i=t.call(this,e)||this;return i.setProperty(\"delim\",r),n&&i.setProperty(\"color\",n),i}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"right\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isClose\",{get:function(){return!0},enumerable:!1,configurable:!0}),e}(y.BaseItem);r.RightItem=j;var E=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"begin\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isOpen\",{get:function(){return!0},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(e){if(e.isKind(\"end\")){if(e.getName()!==this.getName())throw new f.default(\"EnvBadEnd\",\"\\\\begin{%1} ended with \\\\end{%2}\",this.getName(),e.getName());return this.getProperty(\"end\")?y.BaseItem.fail:[[this.factory.create(\"mml\",this.toMml())],!0]}if(e.isKind(\"stop\"))throw new f.default(\"EnvMissingEnd\",\"Missing \\\\end{%1}\",this.getName());return t.prototype.checkItem.call(this,e)},e}(y.BaseItem);r.BeginItem=E;var C=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"end\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isClose\",{get:function(){return!0},enumerable:!1,configurable:!0}),e}(y.BaseItem);r.EndItem=C;var B=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"style\"},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(e){if(!e.isClose)return t.prototype.checkItem.call(this,e);var r=this.create(\"node\",\"mstyle\",this.nodes,this.getProperty(\"styles\"));return[[this.factory.create(\"mml\",r),e],!0]},e}(y.BaseItem);r.StyleItem=B;var x=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"position\"},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(e){if(e.isClose)throw new f.default(\"MissingBoxFor\",\"Missing box for %1\",this.getName());if(e.isFinal){var r=e.toMml();switch(this.getProperty(\"move\")){case\"vertical\":return r=this.create(\"node\",\"mpadded\",[r],{height:this.getProperty(\"dh\"),depth:this.getProperty(\"dd\"),voffset:this.getProperty(\"dh\")}),[[this.factory.create(\"mml\",r)],!0];case\"horizontal\":return[[this.factory.create(\"mml\",this.getProperty(\"left\")),e,this.factory.create(\"mml\",this.getProperty(\"right\"))],!0]}}return t.prototype.checkItem.call(this,e)},e}(y.BaseItem);r.PositionItem=x;var M=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"cell\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isClose\",{get:function(){return!0},enumerable:!1,configurable:!0}),e}(y.BaseItem);r.CellItem=M;var T=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),Object.defineProperty(e.prototype,\"isFinal\",{get:function(){return!0},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"mml\"},enumerable:!1,configurable:!0}),e}(y.BaseItem);r.MmlItem=T;var A=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"fn\"},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(e){var r=this.First;if(r){if(e.isOpen)return y.BaseItem.success;if(!e.isKind(\"fn\")){var n=e.First;if(!e.isKind(\"mml\")||!n)return[[r,e],!0];if(d.default.isType(n,\"mstyle\")&&n.childNodes.length&&d.default.isType(n.childNodes[0].childNodes[0],\"mspace\")||d.default.isType(n,\"mspace\"))return[[r,e],!0];d.default.isEmbellished(n)&&(n=d.default.getCoreMO(n));var i=d.default.getForm(n);if(null!=i&&[0,0,1,1,0,1,1,0,0,0][i[2]])return[[r,e],!0]}var o=this.create(\"token\",\"mo\",{texClass:p.TEXCLASS.NONE},c.entities.ApplyFunction);return[[r,o,e],!0]}return t.prototype.checkItem.apply(this,arguments)},e}(y.BaseItem);r.FnItem=A;var S=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.remap=l.MapHandler.getMap(\"not_remap\"),e}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"not\"},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(t){var e,r,n;if(t.isKind(\"open\")||t.isKind(\"left\"))return y.BaseItem.success;if(t.isKind(\"mml\")&&(d.default.isType(t.First,\"mo\")||d.default.isType(t.First,\"mi\")||d.default.isType(t.First,\"mtext\"))&&(e=t.First,1===(r=d.default.getText(e)).length&&!d.default.getProperty(e,\"movesupsub\")&&1===d.default.getChildren(e).length))return this.remap.contains(r)?(n=this.create(\"text\",this.remap.lookup(r).char),d.default.setChild(e,0,n)):(n=this.create(\"text\",\"\\u0338\"),d.default.appendChildren(e,[n])),[[t],!0];n=this.create(\"text\",\"\\u29f8\");var i=this.create(\"node\",\"mtext\",[],{},n),o=this.create(\"node\",\"mpadded\",[i],{width:0});return[[e=this.create(\"node\",\"TeXAtom\",[o],{texClass:p.TEXCLASS.REL}),t],!0]},e}(y.BaseItem);r.NotItem=S;var K=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"nonscript\"},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(t){if(t.isKind(\"mml\")&&1===t.Size()){var e=t.First;if(e.isKind(\"mstyle\")&&e.notParent&&(e=d.default.getChildren(d.default.getChildren(e)[0])[0]),e.isKind(\"mspace\")){if(e!==t.First){var r=this.create(\"node\",\"mrow\",[t.Pop()]);t.Push(r)}this.factory.configuration.addNode(\"nonscript\",t.First)}}return[[t],!0]},e}(y.BaseItem);r.NonscriptItem=K;var F=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"dots\"},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(t){if(t.isKind(\"open\")||t.isKind(\"left\"))return y.BaseItem.success;var e=this.getProperty(\"ldots\"),r=t.First;if(t.isKind(\"mml\")&&d.default.isEmbellished(r)){var n=d.default.getTexClass(d.default.getCoreMO(r));n!==p.TEXCLASS.BIN&&n!==p.TEXCLASS.REL||(e=this.getProperty(\"cdots\"))}return[[e,t],!0]},e}(y.BaseItem);r.DotsItem=F;var N=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.table=[],e.row=[],e.frame=[],e.hfill=[],e.arraydef={},e.dashed=!1,e}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"array\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isOpen\",{get:function(){return!0},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"copyEnv\",{get:function(){return!1},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(e){if(e.isClose&&!e.isKind(\"over\")){if(e.getProperty(\"isEntry\"))return this.EndEntry(),this.clearEnv(),y.BaseItem.fail;if(e.getProperty(\"isCR\"))return this.EndEntry(),this.EndRow(),this.clearEnv(),y.BaseItem.fail;this.EndTable(),this.clearEnv();var r=this.factory.create(\"mml\",this.createMml());if(this.getProperty(\"requireClose\")){if(e.isKind(\"close\"))return[[r],!0];throw new f.default(\"MissingCloseBrace\",\"Missing close brace\")}return[[r,e],!0]}return t.prototype.checkItem.call(this,e)},e.prototype.createMml=function(){var t=this.arraydef.scriptlevel;delete this.arraydef.scriptlevel;var e=this.create(\"node\",\"mtable\",this.table,this.arraydef);return t&&e.setProperty(\"scriptlevel\",t),4===this.frame.length?d.default.setAttribute(e,\"frame\",this.dashed?\"dashed\":\"solid\"):this.frame.length&&(this.arraydef.rowlines&&(this.arraydef.rowlines=this.arraydef.rowlines.replace(/none( none)+$/,\"none\")),d.default.setAttribute(e,\"frame\",\"\"),e=this.create(\"node\",\"menclose\",[e],{notation:this.frame.join(\" \")}),\"none\"===(this.arraydef.columnlines||\"none\")&&\"none\"===(this.arraydef.rowlines||\"none\")||d.default.setAttribute(e,\"data-padding\",0)),(this.getProperty(\"open\")||this.getProperty(\"close\"))&&(e=h.default.fenced(this.factory.configuration,this.getProperty(\"open\"),e,this.getProperty(\"close\"))),e},e.prototype.EndEntry=function(){var t=this.create(\"node\",\"mtd\",this.nodes);this.hfill.length&&(0===this.hfill[0]&&d.default.setAttribute(t,\"columnalign\",\"right\"),this.hfill[this.hfill.length-1]===this.Size()&&d.default.setAttribute(t,\"columnalign\",d.default.getAttribute(t,\"columnalign\")?\"center\":\"left\")),this.row.push(t),this.Clear(),this.hfill=[]},e.prototype.EndRow=function(){var t;this.getProperty(\"isNumbered\")&&3===this.row.length?(this.row.unshift(this.row.pop()),t=this.create(\"node\",\"mlabeledtr\",this.row)):t=this.create(\"node\",\"mtr\",this.row),this.table.push(t),this.row=[]},e.prototype.EndTable=function(){(this.Size()||this.row.length)&&(this.EndEntry(),this.EndRow()),this.checkLines()},e.prototype.checkLines=function(){if(this.arraydef.rowlines){var t=this.arraydef.rowlines.split(/ /);t.length===this.table.length?(this.frame.push(\"bottom\"),t.pop(),this.arraydef.rowlines=t.join(\" \")):t.length<this.table.length-1&&(this.arraydef.rowlines+=\" none\")}if(this.getProperty(\"rowspacing\")){for(var e=this.arraydef.rowspacing.split(/ /);e.length<this.table.length;)e.push(this.getProperty(\"rowspacing\")+\"em\");this.arraydef.rowspacing=e.join(\" \")}},e.prototype.addRowSpacing=function(t){if(this.arraydef.rowspacing){var e=this.arraydef.rowspacing.split(/ /);if(!this.getProperty(\"rowspacing\")){var r=h.default.dimen2em(e[0]);this.setProperty(\"rowspacing\",r)}for(var n=this.getProperty(\"rowspacing\");e.length<this.table.length;)e.push(h.default.Em(n));e[this.table.length-1]=h.default.Em(Math.max(0,n+h.default.dimen2em(t))),this.arraydef.rowspacing=e.join(\" \")}},e}(y.BaseItem);r.ArrayItem=N;var _=function(t){function e(e){for(var r=[],n=1;n<arguments.length;n++)r[n-1]=arguments[n];var i=t.call(this,e)||this;return i.maxrow=0,i.factory.configuration.tags.start(r[0],r[2],r[1]),i}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"eqnarray\"},enumerable:!1,configurable:!0}),e.prototype.EndEntry=function(){this.row.length&&h.default.fixInitialMO(this.factory.configuration,this.nodes);var t=this.create(\"node\",\"mtd\",this.nodes);this.row.push(t),this.Clear()},e.prototype.EndRow=function(){this.row.length>this.maxrow&&(this.maxrow=this.row.length);var t=\"mtr\",e=this.factory.configuration.tags.getTag();e&&(this.row=[e].concat(this.row),t=\"mlabeledtr\"),this.factory.configuration.tags.clearTag();var r=this.create(\"node\",t,this.row);this.table.push(r),this.row=[]},e.prototype.EndTable=function(){t.prototype.EndTable.call(this),this.factory.configuration.tags.end(),this.extendArray(\"columnalign\",this.maxrow),this.extendArray(\"columnwidth\",this.maxrow),this.extendArray(\"columnspacing\",this.maxrow-1)},e.prototype.extendArray=function(t,e){if(this.arraydef[t]){var r=this.arraydef[t].split(/ 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       "      563: function _(t,r,o,n,e){var a,i=this&&this.__extends||(a=function(t,r){return a=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,r){t.__proto__=r}||function(t,r){for(var o in r)Object.prototype.hasOwnProperty.call(r,o)&&(t[o]=r[o])},a(t,r)},function(t,r){if(\"function\"!=typeof r&&null!==r)throw new TypeError(\"Class extends value \"+String(r)+\" is not a constructor or null\");function o(){this.constructor=t}a(t,r),t.prototype=null===r?Object.create(r):(o.prototype=r.prototype,new o)}),l=this&&this.__values||function(t){var r=\"function\"==typeof Symbol&&Symbol.iterator,o=r&&t[r],n=0;if(o)return o.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&n>=t.length&&(t=void 0),{value:t&&t[n++],done:!t}}};throw new TypeError(r?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};n();var d=t(529),f=\"http://www.w3.org/1998/Math/MathML\",h=function(t){function r(){return null!==t&&t.apply(this,arguments)||this}return i(r,t),r.prototype.findMath=function(t){var r=new Set;this.findMathNodes(t,r),this.findMathPrefixed(t,r);var o=this.adaptor.root(this.adaptor.document);return\"html\"===this.adaptor.kind(o)&&0===r.size&&this.findMathNS(t,r),this.processMath(r)},r.prototype.findMathNodes=function(t,r){var o,n;try{for(var e=l(this.adaptor.tags(t,\"math\")),a=e.next();!a.done;a=e.next()){var i=a.value;r.add(i)}}catch(t){o={error:t}}finally{try{a&&!a.done&&(n=e.return)&&n.call(e)}finally{if(o)throw o.error}}},r.prototype.findMathPrefixed=function(t,r){var o,n,e,a,i=this.adaptor.root(this.adaptor.document);try{for(var d=l(this.adaptor.allAttributes(i)),h=d.next();!h.done;h=d.next()){var s=h.value;if(\"xmlns:\"===s.name.substr(0,6)&&s.value===f){var u=s.name.substr(6);try{for(var c=(e=void 0,l(this.adaptor.tags(t,u+\":math\"))),p=c.next();!p.done;p=c.next()){var y=p.value;r.add(y)}}catch(t){e={error:t}}finally{try{p&&!p.done&&(a=c.return)&&a.call(c)}finally{if(e)throw e.error}}}}}catch(t){o={error:t}}finally{try{h&&!h.done&&(n=d.return)&&n.call(d)}finally{if(o)throw o.error}}},r.prototype.findMathNS=function(t,r){var o,n;try{for(var e=l(this.adaptor.tags(t,\"math\",f)),a=e.next();!a.done;a=e.next()){var i=a.value;r.add(i)}}catch(t){o={error:t}}finally{try{a&&!a.done&&(n=e.return)&&n.call(e)}finally{if(o)throw o.error}}},r.prototype.processMath=function(t){var r,o,n=[];try{for(var e=l(Array.from(t)),a=e.next();!a.done;a=e.next()){var i=a.value,d=\"block\"===this.adaptor.getAttribute(i,\"display\")||\"display\"===this.adaptor.getAttribute(i,\"mode\"),f={node:i,n:0,delim:\"\"},h={node:i,n:0,delim:\"\"};n.push({math:this.adaptor.outerHTML(i),start:f,end:h,display:d})}}catch(t){r={error:t}}finally{try{a&&!a.done&&(o=e.return)&&o.call(e)}finally{if(r)throw r.error}}return n},r.OPTIONS={},r}(d.AbstractFindMath);o.FindMathML=h},\n",
       "      564: function _(t,e,r,a,i){var o=this&&this.__assign||function(){return o=Object.assign||function(t){for(var e,r=1,a=arguments.length;r<a;r++)for(var i in e=arguments[r])Object.prototype.hasOwnProperty.call(e,i)&&(t[i]=e[i]);return t},o.apply(this,arguments)},s=this&&this.__values||function(t){var e=\"function\"==typeof Symbol&&Symbol.iterator,r=e&&t[e],a=0;if(r)return r.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&a>=t.length&&(t=void 0),{value:t&&t[a++],done:!t}}};throw new TypeError(e?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};a();var n=t(533),l=t(526),c=t(542),h=function(){function t(t){void 0===t&&(t={});var e=this.constructor;this.options=l.userOptions(l.defaultOptions({},e.OPTIONS),t)}return t.prototype.setMmlFactory=function(t){this.factory=t},t.prototype.compile=function(t){var e=this.makeNode(t);return e.verifyTree(this.options.verify),e.setInheritedAttributes({},!1,0,!1),e.walkTree(this.markMrows),e},t.prototype.makeNode=function(t){var e,r,a=this.adaptor,i=!1,o=a.kind(t).replace(/^.*:/,\"\"),l=a.getAttribute(t,\"data-mjx-texclass\")||\"\";l&&(l=this.filterAttribute(\"data-mjx-texclass\",l)||\"\");var c=l&&\"mrow\"===o?\"TeXAtom\":o;try{for(var h=s(this.filterClassList(a.allClasses(t))),d=h.next();!d.done;d=h.next()){var u=d.value;u.match(/^MJX-TeXAtom-/)?(l=u.substr(12),c=\"TeXAtom\"):\"MJX-fixedlimits\"===u&&(i=!0)}}catch(t){e={error:t}}finally{try{d&&!d.done&&(r=h.return)&&r.call(h)}finally{if(e)throw e.error}}this.factory.getNodeClass(c)||this.error('Unknown node type \"'+c+'\"');var p=this.factory.create(c);return\"TeXAtom\"!==c||\"OP\"!==l||i||(p.setProperty(\"movesupsub\",!0),p.attributes.setInherited(\"movablelimits\",!0)),l&&(p.texClass=n.TEXCLASS[l],p.setProperty(\"texClass\",p.texClass)),this.addAttributes(p,t),this.checkClass(p,t),this.addChildren(p,t),p},t.prototype.addAttributes=function(t,e){var r,a,i=!1;try{for(var o=s(this.adaptor.allAttributes(e)),n=o.next();!n.done;n=o.next()){var l=n.value,c=l.name,h=this.filterAttribute(c,l.value);if(null!==h&&\"xmlns\"!==c)if(\"data-mjx-\"===c.substr(0,9))\"data-mjx-alternate\"===c?t.setProperty(\"variantForm\",!0):\"data-mjx-variant\"===c?(t.attributes.set(\"mathvariant\",h),i=!0):\"data-mjx-smallmatrix\"===c?(t.setProperty(\"scriptlevel\",1),t.setProperty(\"useHeight\",!1)):\"data-mjx-accent\"===c?t.setProperty(\"mathaccent\",\"true\"===h):\"data-mjx-auto-op\"===c&&t.setProperty(\"autoOP\",\"true\"===h);else if(\"class\"!==c){var d=h.toLowerCase();\"true\"===d||\"false\"===d?t.attributes.set(c,\"true\"===d):i&&\"mathvariant\"===c||t.attributes.set(c,h)}}}catch(t){r={error:t}}finally{try{n&&!n.done&&(a=o.return)&&a.call(o)}finally{if(r)throw r.error}}},t.prototype.filterAttribute=function(t,e){return e},t.prototype.filterClassList=function(t){return t},t.prototype.addChildren=function(t,e){var r,a;if(0!==t.arity){var i=this.adaptor;try{for(var o=s(i.childNodes(e)),n=o.next();!n.done;n=o.next()){var l=n.value,c=i.kind(l);if(\"#comment\"!==c)if(\"#text\"===c)this.addText(t,l);else if(t.isKind(\"annotation-xml\"))t.appendChild(this.factory.create(\"XML\").setXML(l,i));else{var h=t.appendChild(this.makeNode(l));0===h.arity&&i.childNodes(l).length&&(this.options.fixMisplacedChildren?this.addChildren(t,l):h.mError(\"There should not be children for \"+h.kind+\" nodes\",this.options.verify,!0))}}}catch(t){r={error:t}}finally{try{n&&!n.done&&(a=o.return)&&a.call(o)}finally{if(r)throw r.error}}}},t.prototype.addText=function(t,e){var r=this.adaptor.value(e);(t.isToken||t.getProperty(\"isChars\"))&&t.arity?(t.isToken&&(r=c.translate(r),r=this.trimSpace(r)),t.appendChild(this.factory.create(\"text\").setText(r))):r.match(/\\S/)&&this.error('Unexpected text node \"'+r+'\"')},t.prototype.checkClass=function(t,e){var r,a,i=[];try{for(var o=s(this.filterClassList(this.adaptor.allClasses(e))),n=o.next();!n.done;n=o.next()){var l=n.value;\"MJX-\"===l.substr(0,4)?\"MJX-variant\"===l?t.setProperty(\"variantForm\",!0):\"MJX-TeXAtom\"!==l.substr(0,11)&&t.attributes.set(\"mathvariant\",this.fixCalligraphic(l.substr(3))):i.push(l)}}catch(t){r={error:t}}finally{try{n&&!n.done&&(a=o.return)&&a.call(o)}finally{if(r)throw r.error}}i.length&&t.attributes.set(\"class\",i.join(\" \"))},t.prototype.fixCalligraphic=function(t){return t.replace(/caligraphic/,\"calligraphic\")},t.prototype.markMrows=function(t){if(t.isKind(\"mrow\")&&!t.isInferred&&t.childNodes.length>=2){var e=t.childNodes[0],r=t.childNodes[t.childNodes.length-1];e.isKind(\"mo\")&&e.attributes.get(\"fence\")&&e.attributes.get(\"stretchy\")&&r.isKind(\"mo\")&&r.attributes.get(\"fence\")&&r.attributes.get(\"stretchy\")&&(e.childNodes.length&&t.setProperty(\"open\",e.getText()),r.childNodes.length&&t.setProperty(\"close\",r.getText()))}},t.prototype.trimSpace=function(t){return t.replace(/[\\t\\n\\r]/g,\" \").replace(/^ +/,\"\").replace(/ +$/,\"\").replace(/  +/g,\" \")},t.prototype.error=function(t){throw new Error(t)},t.OPTIONS={MmlFactory:null,fixMisplacedChildren:!0,verify:o({},n.AbstractMmlNode.verifyDefaults),translateEntities:!0},t}();r.MathMLCompile=h},\n",
       "      565: function _(t,e,i,o,n){var r,s=this&&this.__extends||(r=function(t,e){return r=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var i in e)Object.prototype.hasOwnProperty.call(e,i)&&(t[i]=e[i])},r(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function i(){this.constructor=t}r(t,e),t.prototype=null===e?Object.create(e):(i.prototype=e.prototype,new i)}),a=this&&this.__assign||function(){return a=Object.assign||function(t){for(var e,i=1,o=arguments.length;i<o;i++)for(var n in e=arguments[i])Object.prototype.hasOwnProperty.call(e,n)&&(t[n]=e[n]);return t},a.apply(this,arguments)},h=this&&this.__read||function(t,e){var i=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!i)return t;var o,n,r=i.call(t),s=[];try{for(;(void 0===e||e-- >0)&&!(o=r.next()).done;)s.push(o.value)}catch(t){n={error:t}}finally{try{o&&!o.done&&(i=r.return)&&i.call(r)}finally{if(n)throw n.error}}return s};o();var c=t(566),l=t(570),p=t(661),f=t(713),u=t(530),d=t(560);i.SVGNS=\"http://www.w3.org/2000/svg\",i.XLINKNS=\"http://www.w3.org/1999/xlink\";var y=function(t){function e(e){void 0===e&&(e=null);var i=t.call(this,e,l.SVGWrapperFactory,p.TeXFont)||this;return i.minwidth=0,i.shift=0,i.container=null,i.svgStyles=null,i.fontCache=new f.FontCache(i),i}return s(e,t),e.prototype.initialize=function(){\"global\"===this.options.fontCache&&this.fontCache.clearCache()},e.prototype.clearFontCache=function(){this.fontCache.clearCache()},e.prototype.reset=function(){this.clearFontCache()},e.prototype.setScale=function(t){1!==this.options.scale&&this.adaptor.setStyle(t,\"fontSize\",d.percent(this.options.scale))},e.prototype.escaped=function(t,e){return this.setDocument(e),this.html(\"span\",{},[this.text(t.math)])},e.prototype.styleSheet=function(i){if(this.svgStyles)return this.svgStyles;var o=this.svgStyles=t.prototype.styleSheet.call(this,i);return this.adaptor.setAttribute(o,\"id\",e.STYLESHEETID),o},e.prototype.pageElements=function(t){return\"global\"!==this.options.fontCache||this.findCache(t)?null:this.svg(\"svg\",{id:e.FONTCACHEID,style:{display:\"none\"}},[this.fontCache.getCache()])},e.prototype.findCache=function(t){for(var i=this.adaptor,o=i.tags(i.body(t.document),\"svg\"),n=o.length-1;n>=0;n--)if(this.adaptor.getAttribute(o[n],\"id\")===e.FONTCACHEID)return!0;return!1},e.prototype.processMath=function(t,e){var i=this.container;this.container=e;var o=this.factory.wrap(t),n=h(this.createRoot(o),2),r=n[0],s=n[1];this.typesetSVG(o,r,s),this.container=i},e.prototype.createRoot=function(t){var e=t.getBBox(),o=e.w,n=e.h,r=e.d,s=e.pwidth,a=t.metrics.em/1e3,h=Math.max(o,a),c=Math.max(n+r,a),l=this.svg(\"g\",{stroke:\"currentColor\",fill:\"currentColor\",\"stroke-width\":0,transform:\"scale(1,-1)\"}),p=this.adaptor,f=p.append(this.container,this.svg(\"svg\",{xmlns:i.SVGNS,width:this.ex(h),height:this.ex(c),role:\"img\",focusable:!1,style:{\"vertical-align\":this.ex(-r)},viewBox:[0,this.fixed(1e3*-n,1),this.fixed(1e3*h,1),this.fixed(1e3*c,1)].join(\" \")},[l]));if(.001===h&&(p.setAttribute(f,\"preserveAspectRatio\",\"xMidYMid slice\"),o<0&&p.setStyle(this.container,\"margin-right\",this.ex(o))),s){p.setStyle(f,\"min-width\",this.ex(h)),p.setAttribute(f,\"width\",s),p.removeAttribute(f,\"viewBox\");var u=this.fixed(t.metrics.ex/(1e3*this.font.params.x_height),6);p.setAttribute(l,\"transform\",\"scale(\"+u+\",-\"+u+\") translate(0, \"+this.fixed(1e3*-n,1)+\")\")}return\"none\"!==this.options.fontCache&&p.setAttribute(f,\"xmlns:xlink\",i.XLINKNS),[f,l]},e.prototype.typesetSVG=function(t,e,i){var o=this.adaptor;if(this.minwidth=this.shift=0,\"local\"===this.options.fontCache&&(this.fontCache.clearCache(),this.fontCache.useLocalID(this.options.localID),o.insert(this.fontCache.getCache(),i)),t.toSVG(i),this.fontCache.clearLocalID(),this.minwidth)o.setStyle(e,\"minWidth\",this.ex(this.minwidth)),o.setStyle(this.container,\"minWidth\",this.ex(this.minwidth));else if(this.shift){var n=o.getAttribute(this.container,\"justify\")||\"center\";this.setIndent(e,n,this.shift)}},e.prototype.setIndent=function(t,e,i){\"center\"!==e&&\"left\"!==e||this.adaptor.setStyle(t,\"margin-left\",this.ex(i)),\"center\"!==e&&\"right\"!==e||this.adaptor.setStyle(t,\"margin-right\",this.ex(-i))},e.prototype.ex=function(t){return t/=this.font.params.x_height,Math.abs(t)<.001?\"0\":t.toFixed(3).replace(/\\.?0+$/,\"\")+\"ex\"},e.prototype.svg=function(t,e,o){return void 0===e&&(e={}),void 0===o&&(o=[]),this.html(t,e,o,i.SVGNS)},e.prototype.unknownText=function(t,e){var i=this.math.metrics,o=this.font.params.x_height/i.ex*i.em*1e3,n=this.svg(\"text\",{\"data-variant\":e,transform:\"scale(1,-1)\",\"font-size\":this.fixed(o,1)+\"px\"},[this.text(t)]),r=this.adaptor;if(\"-explicitFont\"!==e){var s=u.unicodeChars(t);if(1!==s.length||s[0]<119808||s[0]>120831){var a=h(this.font.getCssFont(e),3),c=a[0],l=a[1],p=a[2];r.setAttribute(n,\"font-family\",c),l&&r.setAttribute(n,\"font-style\",\"italic\"),p&&r.setAttribute(n,\"font-weight\",\"bold\")}}return n},e.prototype.measureTextNode=function(t){var e=this.adaptor;t=e.clone(t),e.removeAttribute(t,\"transform\");var i=this.fixed(1e3*this.font.params.x_height,1),o=this.svg(\"svg\",{position:\"absolute\",visibility:\"hidden\",width:\"1ex\",height:\"1ex\",viewBox:[0,0,i,i].join(\" \")},[t]);e.append(e.body(e.document),o);var n=e.nodeSize(t,1e3,!0)[0];return e.remove(o),{w:n,h:.75,d:.2}},e.NAME=\"SVG\",e.OPTIONS=a(a({},c.CommonOutputJax.OPTIONS),{internalSpeechTitles:!0,titleID:0,fontCache:\"local\",localID:null}),e.commonStyles={'mjx-container[jax=\"SVG\"]':{direction:\"ltr\"},'mjx-container[jax=\"SVG\"] > svg':{overflow:\"visible\",\"min-height\":\"1px\",\"min-width\":\"1px\"},'mjx-container[jax=\"SVG\"] > svg a':{fill:\"blue\",stroke:\"blue\"}},e.FONTCACHEID=\"MJX-SVG-global-cache\",e.STYLESHEETID=\"MJX-SVG-styles\",e}(c.CommonOutputJax);i.SVG=y},\n",
       "      566: function _(t,e,o,n,r){var i,s=this&&this.__extends||(i=function(t,e){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var o in e)Object.prototype.hasOwnProperty.call(e,o)&&(t[o]=e[o])},i(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function o(){this.constructor=t}i(t,e),t.prototype=null===e?Object.create(e):(o.prototype=e.prototype,new o)}),a=this&&this.__assign||function(){return a=Object.assign||function(t){for(var e,o=1,n=arguments.length;o<n;o++)for(var r in e=arguments[o])Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r]);return t},a.apply(this,arguments)},l=this&&this.__read||function(t,e){var o=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!o)return t;var n,r,i=o.call(t),s=[];try{for(;(void 0===e||e-- >0)&&!(n=i.next()).done;)s.push(n.value)}catch(t){r={error:t}}finally{try{n&&!n.done&&(o=i.return)&&o.call(i)}finally{if(r)throw r.error}}return s},h=this&&this.__values||function(t){var e=\"function\"==typeof Symbol&&Symbol.iterator,o=e&&t[e],n=0;if(o)return o.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&n>=t.length&&(t=void 0),{value:t&&t[n++],done:!t}}};throw new TypeError(e?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};n();var c=t(567),p=t(531),y=t(526),u=t(560),d=t(568),f=t(569),m=function(t){function e(e,o,n){void 0===e&&(e=null),void 0===o&&(o=null),void 0===n&&(n=null);var r=this,i=l(y.separateOptions(e,n.OPTIONS),2),s=i[0],a=i[1];return(r=t.call(this,s)||this).factory=r.options.wrapperFactory||new o,r.factory.jax=r,r.cssStyles=r.options.cssStyles||new f.CssStyles,r.font=r.options.font||new n(a),r.unknownCache=new Map,r}return s(e,t),e.prototype.typeset=function(t,e){this.setDocument(e);var o=this.createNode();return this.toDOM(t,o,e),o},e.prototype.createNode=function(){var t=this.constructor.NAME;return this.html(\"mjx-container\",{class:\"MathJax\",jax:t})},e.prototype.setScale=function(t){var e=this.math.metrics.scale*this.options.scale;1!==e&&this.adaptor.setStyle(t,\"fontSize\",u.percent(e))},e.prototype.toDOM=function(t,e,o){void 0===o&&(o=null),this.setDocument(o),this.math=t,this.pxPerEm=t.metrics.ex/this.font.params.x_height,t.root.setTeXclass(null),this.setScale(e),this.nodeMap=new Map,this.container=e,this.processMath(t.root,e),this.nodeMap=null,this.executeFilters(this.postFilters,t,o,e)},e.prototype.getBBox=function(t,e){this.setDocument(e),this.math=t,t.root.setTeXclass(null),this.nodeMap=new Map;var o=this.factory.wrap(t.root).getBBox();return this.nodeMap=null,o},e.prototype.getMetrics=function(t){var e,o;this.setDocument(t);var n=this.adaptor,r=this.getMetricMaps(t);try{for(var i=h(t.math),s=i.next();!s.done;s=i.next()){var a=s.value,l=n.parent(a.start.node);if(a.state()<p.STATE.METRICS&&l){var c=r[a.display?1:0].get(l),y=c.em,u=c.ex,d=c.containerWidth,f=c.lineWidth,m=c.scale,x=c.family;a.setMetrics(y,u,d,f,m),this.options.mtextInheritFont&&(a.outputData.mtextFamily=x),this.options.merrorInheritFont&&(a.outputData.merrorFamily=x),a.state(p.STATE.METRICS)}}}catch(t){e={error:t}}finally{try{s&&!s.done&&(o=i.return)&&o.call(i)}finally{if(e)throw e.error}}},e.prototype.getMetricsFor=function(t,e){var o=this.options.mtextInheritFont||this.options.merrorInheritFont,n=this.getTestElement(t,e),r=this.measureMetrics(n,o);return this.adaptor.remove(n),r},e.prototype.getMetricMaps=function(t){var e,o,n,r,i,s,a,l,c,y,u=this.adaptor,d=[new Map,new Map];try{for(var f=h(t.math),m=f.next();!m.done;m=f.next()){var x=m.value;if((C=u.parent(x.start.node))&&x.state()<p.STATE.METRICS){var v=d[x.display?1:0];v.has(C)||v.set(C,this.getTestElement(C,x.display))}}}catch(t){e={error:t}}finally{try{m&&!m.done&&(o=f.return)&&o.call(f)}finally{if(e)throw e.error}}var S=this.options.mtextInheritFont||this.options.merrorInheritFont,g=[new Map,new Map];try{for(var w=h(g.keys()),b=w.next();!b.done;b=w.next()){var M=b.value;try{for(var F=(i=void 0,h(d[M].keys())),T=F.next();!T.done;T=F.next()){var C=T.value;g[M].set(C,this.measureMetrics(d[M].get(C),S))}}catch(t){i={error:t}}finally{try{T&&!T.done&&(s=F.return)&&s.call(F)}finally{if(i)throw i.error}}}}catch(t){n={error:t}}finally{try{b&&!b.done&&(r=w.return)&&r.call(w)}finally{if(n)throw n.error}}try{for(var O=h(g.keys()),I=O.next();!I.done;I=O.next()){M=I.value;try{for(var _=(c=void 0,h(d[M].values())),j=_.next();!j.done;j=_.next()){C=j.value;u.remove(C)}}catch(t){c={error:t}}finally{try{j&&!j.done&&(y=_.return)&&y.call(_)}finally{if(c)throw c.error}}}}catch(t){a={error:t}}finally{try{I&&!I.done&&(l=O.return)&&l.call(O)}finally{if(a)throw a.error}}return g},e.prototype.getTestElement=function(t,e){var o=this.adaptor;if(!this.testInline){this.testInline=this.html(\"mjx-test\",{style:{display:\"inline-block\",width:\"100%\",\"font-style\":\"normal\",\"font-weight\":\"normal\",\"font-size\":\"100%\",\"font-size-adjust\":\"none\",\"text-indent\":0,\"text-transform\":\"none\",\"letter-spacing\":\"normal\",\"word-spacing\":\"normal\",overflow:\"hidden\",height:\"1px\",\"margin-right\":\"-1px\"}},[this.html(\"mjx-left-box\",{style:{display:\"inline-block\",width:0,float:\"left\"}}),this.html(\"mjx-ex-box\",{style:{position:\"absolute\",overflow:\"hidden\",width:\"1px\",height:\"60ex\"}}),this.html(\"mjx-right-box\",{style:{display:\"inline-block\",width:0,float:\"right\"}})]),this.testDisplay=o.clone(this.testInline),o.setStyle(this.testDisplay,\"display\",\"table\"),o.setStyle(this.testDisplay,\"margin-right\",\"\"),o.setStyle(o.firstChild(this.testDisplay),\"display\",\"none\");var n=o.lastChild(this.testDisplay);o.setStyle(n,\"display\",\"table-cell\"),o.setStyle(n,\"width\",\"10000em\"),o.setStyle(n,\"float\",\"\")}return o.append(t,o.clone(e?this.testDisplay:this.testInline))},e.prototype.measureMetrics=function(t,e){var o=this.adaptor,n=e?o.fontFamily(t):\"\",r=o.fontSize(t),i=l(o.nodeSize(o.childNode(t,1)),2),s=i[0],a=i[1],h=s?a/60:r*this.options.exFactor;return{em:r,ex:h,containerWidth:s?\"table\"===o.getStyle(t,\"display\")?o.nodeSize(o.lastChild(t))[0]-1:o.nodeBBox(o.lastChild(t)).left-o.nodeBBox(o.firstChild(t)).left-2:1e6,lineWidth:1e6,scale:Math.max(this.options.minScale,this.options.matchFontHeight?h/this.font.params.x_height/r:1),family:n}},e.prototype.styleSheet=function(t){var e,o;if(this.setDocument(t),this.cssStyles.clear(),this.cssStyles.addStyles(this.constructor.commonStyles),\"getStyles\"in t)try{for(var n=h(t.getStyles()),r=n.next();!r.done;r=n.next()){var i=r.value;this.cssStyles.addStyles(i)}}catch(t){e={error:t}}finally{try{r&&!r.done&&(o=n.return)&&o.call(n)}finally{if(e)throw e.error}}return this.addWrapperStyles(this.cssStyles),this.addFontStyles(this.cssStyles),this.html(\"style\",{id:\"MJX-styles\"},[this.text(\"\\n\"+this.cssStyles.cssText+\"\\n\")])},e.prototype.addFontStyles=function(t){t.addStyles(this.font.styles)},e.prototype.addWrapperStyles=function(t){var e,o;try{for(var n=h(this.factory.getKinds()),r=n.next();!r.done;r=n.next()){var i=r.value;this.addClassStyles(this.factory.getNodeClass(i),t)}}catch(t){e={error:t}}finally{try{r&&!r.done&&(o=n.return)&&o.call(n)}finally{if(e)throw e.error}}},e.prototype.addClassStyles=function(t,e){e.addStyles(t.styles)},e.prototype.setDocument=function(t){t&&(this.document=t,this.adaptor.document=t.document)},e.prototype.html=function(t,e,o,n){return void 0===e&&(e={}),void 0===o&&(o=[]),this.adaptor.node(t,e,o,n)},e.prototype.text=function(t){return this.adaptor.text(t)},e.prototype.fixed=function(t,e){return void 0===e&&(e=3),Math.abs(t)<6e-4?\"0\":t.toFixed(e).replace(/\\.?0+$/,\"\")},e.prototype.measureText=function(t,e,o){void 0===o&&(o=[\"\",!1,!1]);var n=this.unknownText(t,e);if(\"-explicitFont\"===e){var r=this.cssFontStyles(o);this.adaptor.setAttributes(n,{style:r})}return this.measureTextNodeWithCache(n,t,e,o)},e.prototype.measureTextNodeWithCache=function(t,e,o,n){void 0===n&&(n=[\"\",!1,!1]),\"-explicitFont\"===o&&(o=[n[0],n[1]?\"T\":\"F\",n[2]?\"T\":\"F\",\"\"].join(\"-\")),this.unknownCache.has(o)||this.unknownCache.set(o,new Map);var r=this.unknownCache.get(o),i=r.get(e);if(i)return i;var s=this.measureTextNode(t);return r.set(e,s),s},e.prototype.measureXMLnode=function(t){var e=this.adaptor,o=this.html(\"mjx-xml-block\",{style:{display:\"inline-block\"}},[e.clone(t)]),n=this.html(\"mjx-baseline\",{style:{display:\"inline-block\",width:0,height:0}}),r=this.html(\"mjx-measure-xml\",{style:{position:\"absolute\",display:\"inline-block\",\"font-family\":\"initial\",\"line-height\":\"normal\"}},[n,o]);e.append(e.parent(this.math.start.node),this.container),e.append(this.container,r);var i=this.math.metrics.em*this.math.metrics.scale,s=e.nodeBBox(o),a=s.left,l=s.right,h=s.bottom,c=s.top,p=(l-a)/i,y=(e.nodeBBox(n).top-c)/i,u=(h-c)/i-y;return e.remove(this.container),e.remove(r),{w:p,h:y,d:u}},e.prototype.cssFontStyles=function(t,e){void 0===e&&(e={});var o=l(t,3),n=o[0],r=o[1],i=o[2];return e[\"font-family\"]=this.font.getFamily(n),r&&(e[\"font-style\"]=\"italic\"),i&&(e[\"font-weight\"]=\"bold\"),e},e.prototype.getFontData=function(t){return t||(t=new d.Styles),[this.font.getFamily(t.get(\"font-family\")),\"italic\"===t.get(\"font-style\"),\"bold\"===t.get(\"font-weight\")]},e.NAME=\"Common\",e.OPTIONS=a(a({},c.AbstractOutputJax.OPTIONS),{scale:1,minScale:.5,mtextInheritFont:!1,merrorInheritFont:!1,mtextFont:\"\",merrorFont:\"serif\",mathmlSpacing:!1,skipAttributes:{},exFactor:.5,displayAlign:\"center\",displayIndent:\"0\",wrapperFactory:null,font:null,cssStyles:null}),e.commonStyles={},e}(c.AbstractOutputJax);o.CommonOutputJax=m},\n",
       "      567: function _(t,e,n,o,r){o();var i=t(526),u=t(527),p=function(){function t(t){void 0===t&&(t={}),this.adaptor=null;var e=this.constructor;this.options=i.userOptions(i.defaultOptions({},e.OPTIONS),t),this.postFilters=new u.FunctionList}return Object.defineProperty(t.prototype,\"name\",{get:function(){return this.constructor.NAME},enumerable:!1,configurable:!0}),t.prototype.setAdaptor=function(t){this.adaptor=t},t.prototype.initialize=function(){},t.prototype.reset=function(){for(var t=[],e=0;e<arguments.length;e++)t[e]=arguments[e]},t.prototype.getMetrics=function(t){},t.prototype.styleSheet=function(t){return null},t.prototype.pageElements=function(t){return null},t.prototype.executeFilters=function(t,e,n,o){var r={math:e,document:n,data:o};return t.execute(r),r.data},t.NAME=\"generic\",t.OPTIONS={},t}();n.AbstractOutputJax=p},\n",
       "      568: function _(t,e,r,n,i){var l=this&&this.__values||function(t){var e=\"function\"==typeof Symbol&&Symbol.iterator,r=e&&t[e],n=0;if(r)return r.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&n>=t.length&&(t=void 0),{value:t&&t[n++],done:!t}}};throw new TypeError(e?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")},o=this&&this.__read||function(t,e){var r=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!r)return t;var n,i,l=r.call(t),o=[];try{for(;(void 0===e||e-- >0)&&!(n=l.next()).done;)o.push(n.value)}catch(t){i={error:t}}finally{try{n&&!n.done&&(r=l.return)&&r.call(l)}finally{if(i)throw i.error}}return o},a=this&&this.__spreadArray||function(t,e){for(var r=0,n=e.length,i=t.length;r<n;r++,i++)t[i]=e[r];return t};n();var s=[\"top\",\"right\",\"bottom\",\"left\"],c=[\"width\",\"style\",\"color\"];function h(t){for(var e=t.split(/((?:'[^']*'|\"[^\"]*\"|,[\\s\\n]|[^\\s\\n])*)/g),r=[];e.length>1;)e.shift(),r.push(e.shift());return r}function y(t){var e,r,n=h(this.styles[t]);0===n.length&&n.push(\"\"),1===n.length&&n.push(n[0]),2===n.length&&n.push(n[0]),3===n.length&&n.push(n[1]);try{for(var i=l(N.connect[t].children),o=i.next();!o.done;o=i.next()){var a=o.value;this.setStyle(this.childName(t,a),n.shift())}}catch(t){e={error:t}}finally{try{o&&!o.done&&(r=i.return)&&r.call(i)}finally{if(e)throw e.error}}}function d(t){var e,r,n=N.connect[t].children,i=[];try{for(var o=l(n),a=o.next();!a.done;a=o.next()){var s=a.value,c=this.styles[t+\"-\"+s];if(!c)return void delete this.styles[t];i.push(c)}}catch(t){e={error:t}}finally{try{a&&!a.done&&(r=o.return)&&r.call(o)}finally{if(e)throw e.error}}i[3]===i[1]&&(i.pop(),i[2]===i[0]&&(i.pop(),i[1]===i[0]&&i.pop())),this.styles[t]=i.join(\" \")}function u(t){var e,r;try{for(var n=l(N.connect[t].children),i=n.next();!i.done;i=n.next()){var o=i.value;this.setStyle(this.childName(t,o),this.styles[t])}}catch(t){e={error:t}}finally{try{i&&!i.done&&(r=n.return)&&r.call(n)}finally{if(e)throw e.error}}}function f(t){var e,r,n=a([],o(N.connect[t].children)),i=this.styles[this.childName(t,n.shift())];try{for(var s=l(n),c=s.next();!c.done;c=s.next()){var h=c.value;if(this.styles[this.childName(t,h)]!==i)return void delete this.styles[t]}}catch(t){e={error:t}}finally{try{c&&!c.done&&(r=s.return)&&r.call(s)}finally{if(e)throw e.error}}this.styles[t]=i}var p=/^(?:[\\d.]+(?:[a-z]+)|thin|medium|thick|inherit|initial|unset)$/,m=/^(?:none|hidden|dotted|dashed|solid|double|groove|ridge|inset|outset|inherit|initial|unset)$/;function v(t){var e,r,n,i,o={width:\"\",style:\"\",color:\"\"};try{for(var a=l(h(this.styles[t])),s=a.next();!s.done;s=a.next()){var c=s.value;c.match(p)&&\"\"===o.width?o.width=c:c.match(m)&&\"\"===o.style?o.style=c:o.color=c}}catch(t){e={error:t}}finally{try{s&&!s.done&&(r=a.return)&&r.call(a)}finally{if(e)throw e.error}}try{for(var y=l(N.connect[t].children),d=y.next();!d.done;d=y.next()){var u=d.value;this.setStyle(this.childName(t,u),o[u])}}catch(t){n={error:t}}finally{try{d&&!d.done&&(i=y.return)&&i.call(y)}finally{if(n)throw n.error}}}function g(t){var e,r,n=[];try{for(var i=l(N.connect[t].children),o=i.next();!o.done;o=i.next()){var a=o.value,s=this.styles[this.childName(t,a)];s&&n.push(s)}}catch(t){e={error:t}}finally{try{o&&!o.done&&(r=i.return)&&r.call(i)}finally{if(e)throw e.error}}n.length?this.styles[t]=n.join(\" \"):delete this.styles[t]}var b={style:/^(?:normal|italic|oblique|inherit|initial|unset)$/,variant:new RegExp(\"^(?:\"+[\"normal|none\",\"inherit|initial|unset\",\"common-ligatures|no-common-ligatures\",\"discretionary-ligatures|no-discretionary-ligatures\",\"historical-ligatures|no-historical-ligatures\",\"contextual|no-contextual\",\"(?:stylistic|character-variant|swash|ornaments|annotation)\\\\([^)]*\\\\)\",\"small-caps|all-small-caps|petite-caps|all-petite-caps|unicase|titling-caps\",\"lining-nums|oldstyle-nums|proportional-nums|tabular-nums\",\"diagonal-fractions|stacked-fractions\",\"ordinal|slashed-zero\",\"jis78|jis83|jis90|jis04|simplified|traditional\",\"full-width|proportional-width\",\"ruby\"].join(\"|\")+\")$\"),weight:/^(?:normal|bold|bolder|lighter|[1-9]00|inherit|initial|unset)$/,stretch:new RegExp(\"^(?:\"+[\"normal\",\"(?:(?:ultra|extra|semi)-)?condensed\",\"(?:(?:semi|extra|ulta)-)?expanded\",\"inherit|initial|unset\"].join(\"|\")+\")$\"),size:new RegExp(\"^(?:\"+[\"xx-small|x-small|small|medium|large|x-large|xx-large|larger|smaller\",\"[d.]+%|[d.]+[a-z]+\",\"inherit|initial|unset\"].join(\"|\")+\")(?:/(?:normal|[d.+](?:%|[a-z]+)?))?$\")};function x(t){var e,r,n,i,a=h(this.styles[t]),s={style:\"\",variant:[],weight:\"\",stretch:\"\",size:\"\",family:\"\",\"line-height\":\"\"};try{for(var c=l(a),y=c.next();!y.done;y=c.next()){var d=y.value;s.family=d;try{for(var u=(n=void 0,l(Object.keys(b))),f=u.next();!f.done;f=u.next()){var p=f.value;if((Array.isArray(s[p])||\"\"===s[p])&&d.match(b[p]))if(\"size\"===p){var m=o(d.split(/\\//),2),v=m[0],g=m[1];s[p]=v,g&&(s[\"line-height\"]=g)}else\"\"===s.size&&(Array.isArray(s[p])?s[p].push(d):s[p]=d)}}catch(t){n={error:t}}finally{try{f&&!f.done&&(i=u.return)&&i.call(u)}finally{if(n)throw n.error}}}}catch(t){e={error:t}}finally{try{y&&!y.done&&(r=c.return)&&r.call(c)}finally{if(e)throw e.error}}!function(t,e){var r,n;try{for(var i=l(N.connect[t].children),o=i.next();!o.done;o=i.next()){var a=o.value,s=this.childName(t,a);if(Array.isArray(e[a])){var c=e[a];c.length&&(this.styles[s]=c.join(\" \"))}else\"\"!==e[a]&&(this.styles[s]=e[a])}}catch(t){r={error:t}}finally{try{o&&!o.done&&(n=i.return)&&n.call(i)}finally{if(r)throw r.error}}}(t,s),delete this.styles[t]}function w(t){}var N=function(){function t(t){void 0===t&&(t=\"\"),this.parse(t)}return Object.defineProperty(t.prototype,\"cssText\",{get:function(){var t,e,r=[];try{for(var n=l(Object.keys(this.styles)),i=n.next();!i.done;i=n.next()){var o=i.value,a=this.parentName(o);this.styles[a]||r.push(o+\": \"+this.styles[o])}}catch(e){t={error:e}}finally{try{i&&!i.done&&(e=n.return)&&e.call(n)}finally{if(t)throw t.error}}return r.join(\"; \")},enumerable:!1,configurable:!0}),t.prototype.set=function(e,r){for(e=this.normalizeName(e),this.setStyle(e,r),t.connect[e]&&!t.connect[e].combine&&(this.combineChildren(e),delete this.styles[e]);e.match(/-/)&&(e=this.parentName(e),t.connect[e]);)t.connect[e].combine.call(this,e)},t.prototype.get=function(t){return t=this.normalizeName(t),this.styles.hasOwnProperty(t)?this.styles[t]:\"\"},t.prototype.setStyle=function(e,r){this.styles[e]=r,t.connect[e]&&t.connect[e].children&&t.connect[e].split.call(this,e),\"\"===r&&delete this.styles[e]},t.prototype.combineChildren=function(e){var r,n,i=this.parentName(e);try{for(var o=l(t.connect[e].children),a=o.next();!a.done;a=o.next()){var s=a.value,c=this.childName(i,s);t.connect[c].combine.call(this,c)}}catch(t){r={error:t}}finally{try{a&&!a.done&&(n=o.return)&&n.call(o)}finally{if(r)throw r.error}}},t.prototype.parentName=function(t){var e=t.replace(/-[^-]*$/,\"\");return t===e?\"\":e},t.prototype.childName=function(e,r){return r.match(/-/)?r:(t.connect[e]&&!t.connect[e].combine&&(r+=e.replace(/.*-/,\"-\"),e=this.parentName(e)),e+\"-\"+r)},t.prototype.normalizeName=function(t){return t.replace(/[A-Z]/g,(function(t){return\"-\"+t.toLowerCase()}))},t.prototype.parse=function(t){void 0===t&&(t=\"\");var e=this.constructor.pattern;this.styles={};for(var r=t.replace(e.comment,\"\").split(e.style);r.length>1;){var n=o(r.splice(0,3),3),i=n[0],l=n[1],a=n[2];if(i.match(/[^\\s\\n]/))return;this.set(l,a)}},t.pattern={style:/([-a-z]+)[\\s\\n]*:[\\s\\n]*((?:'[^']*'|\"[^\"]*\"|\\n|.)*?)[\\s\\n]*(?:;|$)/g,comment:/\\/\\*[^]*?\\*\\//g},t.connect={padding:{children:s,split:y,combine:d},border:{children:s,split:u,combine:f},\"border-top\":{children:c,split:v,combine:g},\"border-right\":{children:c,split:v,combine:g},\"border-bottom\":{children:c,split:v,combine:g},\"border-left\":{children:c,split:v,combine:g},\"border-width\":{children:s,split:y,combine:null},\"border-style\":{children:s,split:y,combine:null},\"border-color\":{children:s,split:y,combine:null},font:{children:[\"style\",\"variant\",\"weight\",\"stretch\",\"line-height\",\"size\",\"family\"],split:x,combine:w}},t}();r.Styles=N},\n",
       "      569: function _(t,e,r,n,o){var l=this&&this.__values||function(t){var e=\"function\"==typeof Symbol&&Symbol.iterator,r=e&&t[e],n=0;if(r)return r.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&n>=t.length&&(t=void 0),{value:t&&t[n++],done:!t}}};throw new TypeError(e?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};n();var i=function(){function t(t){void 0===t&&(t=null),this.styles={},this.addStyles(t)}return Object.defineProperty(t.prototype,\"cssText\",{get:function(){return this.getStyleString()},enumerable:!1,configurable:!0}),t.prototype.addStyles=function(t){var e,r;if(t)try{for(var n=l(Object.keys(t)),o=n.next();!o.done;o=n.next()){var i=o.value;this.styles[i]||(this.styles[i]={}),Object.assign(this.styles[i],t[i])}}catch(t){e={error:t}}finally{try{o&&!o.done&&(r=n.return)&&r.call(n)}finally{if(e)throw e.error}}},t.prototype.removeStyles=function(){for(var t,e,r=[],n=0;n<arguments.length;n++)r[n]=arguments[n];try{for(var o=l(r),i=o.next();!i.done;i=o.next()){var y=i.value;delete this.styles[y]}}catch(e){t={error:e}}finally{try{i&&!i.done&&(e=o.return)&&e.call(o)}finally{if(t)throw t.error}}},t.prototype.clear=function(){this.styles={}},t.prototype.getStyleString=function(){return this.getStyleRules().join(\"\\n\\n\")},t.prototype.getStyleRules=function(){var t,e,r=Object.keys(this.styles),n=new Array(r.length),o=0;try{for(var i=l(r),y=i.next();!y.done;y=i.next()){var a=y.value;n[o++]=a+\" {\\n\"+this.getStyleDefString(this.styles[a])+\"\\n}\"}}catch(e){t={error:e}}finally{try{y&&!y.done&&(e=i.return)&&e.call(i)}finally{if(t)throw t.error}}return n},t.prototype.getStyleDefString=function(t){var e,r,n=Object.keys(t),o=new Array(n.length),i=0;try{for(var y=l(n),a=y.next();!a.done;a=y.next()){var s=a.value;o[i++]=\"  \"+s+\": \"+t[s]+\";\"}}catch(t){e={error:t}}finally{try{a&&!a.done&&(r=y.return)&&r.call(y)}finally{if(e)throw e.error}}return o.join(\"\\n\")},t}();r.CssStyles=i},\n",
       "      570: function _(t,r,o,n,e){var p,c=this&&this.__extends||(p=function(t,r){return p=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,r){t.__proto__=r}||function(t,r){for(var o in r)Object.prototype.hasOwnProperty.call(r,o)&&(t[o]=r[o])},p(t,r)},function(t,r){if(\"function\"!=typeof r&&null!==r)throw new TypeError(\"Class extends value \"+String(r)+\" is not a constructor or null\");function o(){this.constructor=t}p(t,r),t.prototype=null===r?Object.create(r):(o.prototype=r.prototype,new o)});n();var u=t(571),a=t(573),i=function(t){function r(){var r=null!==t&&t.apply(this,arguments)||this;return r.jax=null,r}return c(r,t),r.defaultNodes=a.SVGWrappers,r}(u.CommonWrapperFactory);o.SVGWrapperFactory=i},\n",
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r=this.removedStyles;r.fontFamily&&(o.family=r.fontFamily),r.fontWeight&&(o.weight=r.fontWeight),r.fontStyle&&(o.style=r.fontStyle)}o.fontfamily&&(o.family=o.fontfamily),o.fontweight&&(o.weight=o.fontweight),o.fontstyle&&(o.style=o.fontstyle),o.weight&&o.weight.match(/^\\d+$/)&&(o.weight=parseInt(o.weight)>600?\"bold\":\"normal\"),o.family?i=this.explicitVariant(o.family,o.weight,o.style):(this.node.getProperty(\"variantForm\")&&(i=\"-tex-variant\"),i=(e.BOLDVARIANTS[o.weight]||{})[i]||i,i=(e.ITALICVARIANTS[o.style]||{})[i]||i)}this.variant=i}},e.prototype.explicitVariant=function(t,e,i){var o=this.styles;return o||(o=this.styles=new u.Styles),o.set(\"fontFamily\",t),e&&o.set(\"fontWeight\",e),i&&o.set(\"fontStyle\",i),\"-explicitFont\"},e.prototype.getScale=function(){var t=1,e=this.parent,i=e?e.bbox.scale:1,o=this.node.attributes,r=Math.min(o.get(\"scriptlevel\"),2),n=o.get(\"fontsize\"),s=this.node.isToken||this.node.isKind(\"mstyle\")?o.get(\"mathsize\"):o.getInherited(\"mathsize\");if(0!==r){t=Math.pow(o.get(\"scriptsizemultiplier\"),r);var a=this.length2em(o.get(\"scriptminsize\"),.8,1);t<a&&(t=a)}this.removedStyles&&this.removedStyles.fontSize&&!n&&(n=this.removedStyles.fontSize),n&&!o.getExplicit(\"mathsize\")&&(s=n),\"1\"!==s&&(t*=this.length2em(s,1,1)),this.bbox.scale=t,this.bbox.rscale=t/i},e.prototype.getSpace=function(){var t=this.isTopEmbellished(),e=this.node.hasSpacingAttributes();this.jax.options.mathmlSpacing||e?t&&this.getMathMLSpacing():this.getTeXSpacing(t,e)},e.prototype.getMathMLSpacing=function(){var t=this.node.coreMO(),e=t.coreParent(),i=e.parent;if(i&&i.isKind(\"mrow\")&&1!==i.childNodes.length){var o=t.attributes,r=o.get(\"scriptlevel\")>0;this.bbox.L=o.isSet(\"lspace\")?Math.max(0,this.length2em(o.get(\"lspace\"))):m(r,t.lspace),this.bbox.R=o.isSet(\"rspace\")?Math.max(0,this.length2em(o.get(\"rspace\"))):m(r,t.rspace);var n=i.childIndex(e);if(0!==n){var s=i.childNodes[n-1];if(s.isEmbellished){var a=this.jax.nodeMap.get(s).getBBox();a.R&&(this.bbox.L=Math.max(0,this.bbox.L-a.R))}}}},e.prototype.getTeXSpacing=function(t,e){if(!e){var i=this.node.texSpacing();i&&(this.bbox.L=this.length2em(i))}if(t||e){var o=this.node.coreMO().attributes;o.isSet(\"lspace\")&&(this.bbox.L=Math.max(0,this.length2em(o.get(\"lspace\")))),o.isSet(\"rspace\")&&(this.bbox.R=Math.max(0,this.length2em(o.get(\"rspace\"))))}},e.prototype.isTopEmbellished=function(){return this.node.isEmbellished&&!(this.node.parent&&this.node.parent.isEmbellished)},e.prototype.core=function(){return this.jax.nodeMap.get(this.node.core())},e.prototype.coreMO=function(){return this.jax.nodeMap.get(this.node.coreMO())},e.prototype.getText=function(){var t,e,i=\"\";if(this.node.isToken)try{for(var o=a(this.node.childNodes),r=o.next();!r.done;r=o.next()){var n=r.value;n instanceof p.TextNode&&(i+=n.getText())}}catch(e){t={error:e}}finally{try{r&&!r.done&&(e=o.return)&&e.call(o)}finally{if(t)throw t.error}}return i},e.prototype.canStretch=function(t){if(this.stretch=b.NOSTRETCH,this.node.isEmbellished){var e=this.core();e&&e.node!==this.node&&e.canStretch(t)&&(this.stretch=e.stretch)}return 0!==this.stretch.dir},e.prototype.getAlignShift=function(){var t,e=(t=this.node.attributes).getList.apply(t,h([],l(p.indentAttributes))),i=e.indentalign,o=e.indentshift,r=e.indentalignfirst,n=e.indentshiftfirst;return\"indentalign\"!==r&&(i=r),\"auto\"===i&&(i=this.jax.options.displayAlign),\"indentshift\"!==n&&(o=n),\"auto\"===o&&(o=this.jax.options.displayIndent,\"right\"!==i||o.match(/^\\s*0[a-z]*\\s*$/)||(o=(\"-\"+o.trim()).replace(/^--/,\"\"))),[i,this.length2em(o,this.metrics.containerWidth)]},e.prototype.getAlignX=function(t,e,i){return\"right\"===i?t-(e.w+e.R)*e.rscale:\"left\"===i?e.L*e.rscale:(t-e.w*e.rscale)/2},e.prototype.getAlignY=function(t,e,i,o,r){return\"top\"===r?t-i:\"bottom\"===r?o-e:\"center\"===r?(t-i-(e-o))/2:0},e.prototype.getWrapWidth=function(t){return this.childNodes[t].getBBox().w},e.prototype.getChildAlign=function(t){return\"left\"},e.prototype.percent=function(t){return d.percent(t)},e.prototype.em=function(t){return d.em(t)},e.prototype.px=function(t,e){return void 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3===i.length&&(i[3]={}),i},e.kind=\"unknown\",e.styles={},e.removeStyles=[\"fontSize\",\"fontFamily\",\"fontWeight\",\"fontStyle\",\"fontVariant\",\"font\"],e.skipAttributes={fontfamily:!0,fontsize:!0,fontweight:!0,fontstyle:!0,color:!0,background:!0,class:!0,href:!0,style:!0,xmlns:!0},e.BOLDVARIANTS={bold:{normal:\"bold\",italic:\"bold-italic\",fraktur:\"bold-fraktur\",script:\"bold-script\",\"sans-serif\":\"bold-sans-serif\",\"sans-serif-italic\":\"sans-serif-bold-italic\"},normal:{bold:\"normal\",\"bold-italic\":\"italic\",\"bold-fraktur\":\"fraktur\",\"bold-script\":\"script\",\"bold-sans-serif\":\"sans-serif\",\"sans-serif-bold-italic\":\"sans-serif-italic\"}},e.ITALICVARIANTS={italic:{normal:\"italic\",bold:\"bold-italic\",\"sans-serif\":\"sans-serif-italic\",\"bold-sans-serif\":\"sans-serif-bold-italic\"},normal:{italic:\"normal\",\"bold-italic\":\"bold\",\"sans-serif-italic\":\"sans-serif\",\"sans-serif-bold-italic\":\"bold-sans-serif\"}},e}(c.AbstractWrapper);i.CommonWrapper=v},\n",
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this.cssFontMap[t]||[\"serif\",!1,!1]},t.prototype.getFamily=function(t){return this.cssFamilyPrefix?this.cssFamilyPrefix+\", 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       "      580: function _(t,n,o,r,e){var i,c=this&&this.__extends||(i=function(t,n){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,n){t.__proto__=n}||function(t,n){for(var o in n)Object.prototype.hasOwnProperty.call(n,o)&&(t[o]=n[o])},i(t,n)},function(t,n){if(\"function\"!=typeof n&&null!==n)throw new TypeError(\"Class extends value \"+String(n)+\" is not a constructor or null\");function o(){this.constructor=t}i(t,n),t.prototype=null===n?Object.create(n):(o.prototype=n.prototype,new o)});r(),o.CommonMathMixin=function(t){return function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return c(n,t),n.prototype.getWrapWidth=function(t){return this.parent?this.getBBox().w:this.metrics.containerWidth/this.jax.pxPerEm},n}(t)}},\n",
       "      581: function _(t,e,i,n,r){var s,a=this&&this.__extends||(s=function(t,e){return s=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var i in e)Object.prototype.hasOwnProperty.call(e,i)&&(t[i]=e[i])},s(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function i(){this.constructor=t}s(t,e),t.prototype=null===e?Object.create(e):(i.prototype=e.prototype,new i)}),l=this&&this.__assign||function(){return l=Object.assign||function(t){for(var e,i=1,n=arguments.length;i<n;i++)for(var r in e=arguments[i])Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r]);return t},l.apply(this,arguments)};n();var o=t(533),u=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return a(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"math\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"linebreakContainer\",{get:function(){return!0},enumerable:!1,configurable:!0}),e.prototype.setChildInheritedAttributes=function(e,i,n,r){\"display\"===this.attributes.get(\"mode\")&&this.attributes.setInherited(\"display\",\"block\"),e=this.addInheritedAttributes(e,this.attributes.getAllAttributes()),i=!!this.attributes.get(\"displaystyle\")||!this.attributes.get(\"displaystyle\")&&\"block\"===this.attributes.get(\"display\"),this.attributes.setInherited(\"displaystyle\",i),n=this.attributes.get(\"scriptlevel\")||this.constructor.defaults.scriptlevel,t.prototype.setChildInheritedAttributes.call(this,e,i,n,r)},e.defaults=l(l({},o.AbstractMmlLayoutNode.defaults),{mathvariant:\"normal\",mathsize:\"normal\",mathcolor:\"\",mathbackground:\"transparent\",dir:\"ltr\",scriptlevel:0,displaystyle:!1,display:\"inline\",maxwidth:\"\",overflow:\"linebreak\",altimg:\"\",\"altimg-width\":\"\",\"altimg-height\":\"\",\"altimg-valign\":\"\",alttext:\"\",cdgroup:\"\",scriptsizemultiplier:1/Math.sqrt(2),scriptminsize:\"8px\",infixlinebreakstyle:\"before\",lineleading:\"1ex\",linebreakmultchar:\"\\u2062\",indentshift:\"auto\",indentalign:\"auto\",indenttarget:\"\",indentalignfirst:\"indentalign\",indentshiftfirst:\"indentshift\",indentalignlast:\"indentalign\",indentshiftlast:\"indentshift\"}),e}(o.AbstractMmlLayoutNode);i.MmlMath=u},\n",
       "      582: function _(t,n,r,o,e){var i,p=this&&this.__extends||(i=function(t,n){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,n){t.__proto__=n}||function(t,n){for(var r in n)Object.prototype.hasOwnProperty.call(n,r)&&(t[r]=n[r])},i(t,n)},function(t,n){if(\"function\"!=typeof n&&null!==n)throw new TypeError(\"Class extends value \"+String(n)+\" is not a constructor or null\");function r(){this.constructor=t}i(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)});o();var u=t(574),s=t(583),c=t(583),f=t(584),l=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return p(n,t),n.prototype.toSVG=function(t){var n=this.node.isInferred?this.element=t:this.standardSVGnode(t);this.addChildren(n)},n.kind=f.MmlMrow.prototype.kind,n}(s.CommonMrowMixin(u.SVGWrapper));r.SVGmrow=l;var a=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return p(n,t),n.kind=f.MmlInferredMrow.prototype.kind,n}(c.CommonInferredMrowMixin(l));r.SVGinferredMrow=a},\n",
       "      583: function _(r,t,e,n,o){var i,l=this&&this.__extends||(i=function(r,t){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(r,t){r.__proto__=t}||function(r,t){for(var e in t)Object.prototype.hasOwnProperty.call(t,e)&&(r[e]=t[e])},i(r,t)},function(r,t){if(\"function\"!=typeof t&&null!==t)throw new TypeError(\"Class extends value \"+String(t)+\" is not a constructor or null\");function e(){this.constructor=r}i(r,t),r.prototype=null===t?Object.create(t):(e.prototype=t.prototype,new e)}),a=this&&this.__read||function(r,t){var e=\"function\"==typeof Symbol&&r[Symbol.iterator];if(!e)return r;var n,o,i=e.call(r),l=[];try{for(;(void 0===t||t-- >0)&&!(n=i.next()).done;)l.push(n.value)}catch(r){o={error:r}}finally{try{n&&!n.done&&(e=i.return)&&e.call(i)}finally{if(o)throw o.error}}return l},c=this&&this.__spreadArray||function(r,t){for(var e=0,n=t.length,o=r.length;e<n;e++,o++)r[o]=t[e];return r},f=this&&this.__values||function(r){var t=\"function\"==typeof Symbol&&Symbol.iterator,e=t&&r[t],n=0;if(e)return e.call(r);if(r&&\"number\"==typeof r.length)return{next:function(){return r&&n>=r.length&&(r=void 0),{value:r&&r[n++],done:!r}}};throw new TypeError(t?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};n();var u=r(577);e.CommonMrowMixin=function(r){return function(r){function t(){for(var t,e,n=[],o=0;o<arguments.length;o++)n[o]=arguments[o];var i=r.apply(this,c([],a(n)))||this;i.stretchChildren();try{for(var l=f(i.childNodes),h=l.next();!h.done;h=l.next()){var s=h.value;if(s.bbox.pwidth){i.bbox.pwidth=u.BBox.fullWidth;break}}}catch(r){t={error:r}}finally{try{h&&!h.done&&(e=l.return)&&e.call(l)}finally{if(t)throw t.error}}return i}return l(t,r),Object.defineProperty(t.prototype,\"fixesPWidth\",{get:function(){return!1},enumerable:!1,configurable:!0}),t.prototype.stretchChildren=function(){var r,t,e,n,o,i,l=[];try{for(var a=f(this.childNodes),c=a.next();!c.done;c=a.next()){(O=c.value).canStretch(1)&&l.push(O)}}catch(t){r={error:t}}finally{try{c&&!c.done&&(t=a.return)&&t.call(a)}finally{if(r)throw r.error}}var u=l.length,h=this.childNodes.length;if(u&&h>1){var s=0,y=0,d=u>1&&u===h;try{for(var p=f(this.childNodes),v=p.next();!v.done;v=p.next()){var b=0===(O=v.value).stretch.dir;if(d||b){var x=O.getBBox(b),_=x.h,w=x.d,g=x.rscale;(_*=g)>s&&(s=_),(w*=g)>y&&(y=w)}}}catch(r){e={error:r}}finally{try{v&&!v.done&&(n=p.return)&&n.call(p)}finally{if(e)throw e.error}}try{for(var m=f(l),S=m.next();!S.done;S=m.next()){var O;(O=S.value).coreMO().getStretchedVariant([s,y])}}catch(r){o={error:r}}finally{try{S&&!S.done&&(i=m.return)&&i.call(m)}finally{if(o)throw o.error}}}},t}(r)},e.CommonInferredMrowMixin=function(r){return function(r){function t(){return null!==r&&r.apply(this,arguments)||this}return l(t,r),t.prototype.getScale=function(){this.bbox.scale=this.parent.bbox.scale,this.bbox.rscale=1},t}(r)}},\n",
       "      584: function _(e,t,r,n,o){var i,l=this&&this.__extends||(i=function(e,t){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var r in t)Object.prototype.hasOwnProperty.call(t,r)&&(e[r]=t[r])},i(e,t)},function(e,t){if(\"function\"!=typeof t&&null!==t)throw new TypeError(\"Class extends value \"+String(t)+\" is not a constructor or null\");function r(){this.constructor=e}i(e,t),e.prototype=null===t?Object.create(t):(r.prototype=t.prototype,new r)}),s=this&&this.__assign||function(){return s=Object.assign||function(e){for(var t,r=1,n=arguments.length;r<n;r++)for(var o in t=arguments[r])Object.prototype.hasOwnProperty.call(t,o)&&(e[o]=t[o]);return e},s.apply(this,arguments)},a=this&&this.__values||function(e){var t=\"function\"==typeof Symbol&&Symbol.iterator,r=t&&e[t],n=0;if(r)return r.call(e);if(e&&\"number\"==typeof e.length)return{next:function(){return e&&n>=e.length&&(e=void 0),{value:e&&e[n++],done:!e}}};throw new TypeError(t?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};n();var c=e(533),u=function(e){function t(){var t=null!==e&&e.apply(this,arguments)||this;return t._core=null,t}return l(t,e),Object.defineProperty(t.prototype,\"kind\",{get:function(){return\"mrow\"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"isSpacelike\",{get:function(){var e,t;try{for(var r=a(this.childNodes),n=r.next();!n.done;n=r.next()){if(!n.value.isSpacelike)return!1}}catch(t){e={error:t}}finally{try{n&&!n.done&&(t=r.return)&&t.call(r)}finally{if(e)throw e.error}}return!0},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"isEmbellished\",{get:function(){var e,t,r=!1,n=0;try{for(var o=a(this.childNodes),i=o.next();!i.done;i=o.next()){var l=i.value;if(l)if(l.isEmbellished){if(r)return!1;r=!0,this._core=n}else if(!l.isSpacelike)return!1;n++}}catch(t){e={error:t}}finally{try{i&&!i.done&&(t=o.return)&&t.call(o)}finally{if(e)throw e.error}}return r},enumerable:!1,configurable:!0}),t.prototype.core=function(){return this.isEmbellished&&null!=this._core?this.childNodes[this._core]:this},t.prototype.coreMO=function(){return this.isEmbellished&&null!=this._core?this.childNodes[this._core].coreMO():this},t.prototype.nonSpaceLength=function(){var e,t,r=0;try{for(var n=a(this.childNodes),o=n.next();!o.done;o=n.next()){var i=o.value;i&&!i.isSpacelike&&r++}}catch(t){e={error:t}}finally{try{o&&!o.done&&(t=n.return)&&t.call(n)}finally{if(e)throw e.error}}return r},t.prototype.firstNonSpace=function(){var e,t;try{for(var r=a(this.childNodes),n=r.next();!n.done;n=r.next()){var o=n.value;if(o&&!o.isSpacelike)return o}}catch(t){e={error:t}}finally{try{n&&!n.done&&(t=r.return)&&t.call(r)}finally{if(e)throw e.error}}return null},t.prototype.lastNonSpace=function(){for(var e=this.childNodes.length;--e>=0;){var t=this.childNodes[e];if(t&&!t.isSpacelike)return t}return null},t.prototype.setTeXclass=function(e){var t,r,n,o;if(null!=this.getProperty(\"open\")||null!=this.getProperty(\"close\")){this.getPrevClass(e),e=null;try{for(var i=a(this.childNodes),l=i.next();!l.done;l=i.next()){e=l.value.setTeXclass(e)}}catch(e){t={error:e}}finally{try{l&&!l.done&&(r=i.return)&&r.call(i)}finally{if(t)throw t.error}}null==this.texClass&&(this.texClass=c.TEXCLASS.INNER)}else{try{for(var s=a(this.childNodes),u=s.next();!u.done;u=s.next()){e=u.value.setTeXclass(e)}}catch(e){n={error:e}}finally{try{u&&!u.done&&(o=s.return)&&o.call(s)}finally{if(n)throw n.error}}this.childNodes[0]&&this.updateTeXclass(this.childNodes[0])}return e},t.defaults=s({},c.AbstractMmlNode.defaults),t}(c.AbstractMmlNode);r.MmlMrow=u;var f=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return l(t,e),Object.defineProperty(t.prototype,\"kind\",{get:function(){return\"inferredMrow\"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"isInferred\",{get:function(){return!0},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"notParent\",{get:function(){return!0},enumerable:!1,configurable:!0}),t.prototype.toString=function(){return\"[\"+this.childNodes.join(\",\")+\"]\"},t.defaults=u.defaults,t}(u);r.MmlInferredMrow=f},\n",
       "      585: function _(t,n,o,r,e){var i,p=this&&this.__extends||(i=function(t,n){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,n){t.__proto__=n}||function(t,n){for(var o in n)Object.prototype.hasOwnProperty.call(n,o)&&(t[o]=n[o])},i(t,n)},function(t,n){if(\"function\"!=typeof n&&null!==n)throw new TypeError(\"Class extends value \"+String(n)+\" is not a constructor or null\");function o(){this.constructor=t}i(t,n),t.prototype=null===n?Object.create(n):(o.prototype=n.prototype,new o)});r();var c=t(574),u=t(586),s=t(587),f=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return p(n,t),n.kind=s.MmlMi.prototype.kind,n}(u.CommonMiMixin(c.SVGWrapper));o.SVGmi=f},\n",
       "      586: function _(t,o,n,r,e){var i,c=this&&this.__extends||(i=function(t,o){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,o){t.__proto__=o}||function(t,o){for(var n in o)Object.prototype.hasOwnProperty.call(o,n)&&(t[n]=o[n])},i(t,o)},function(t,o){if(\"function\"!=typeof o&&null!==o)throw new TypeError(\"Class extends value \"+String(o)+\" is not a constructor or null\");function n(){this.constructor=t}i(t,o),t.prototype=null===o?Object.create(o):(n.prototype=o.prototype,new n)});r(),n.CommonMiMixin=function(t){return function(t){function o(){return null!==t&&t.apply(this,arguments)||this}return c(o,t),o.prototype.computeBBox=function(o,n){void 0===n&&(n=!1),t.prototype.computeBBox.call(this,o),this.copySkewIC(o)},o}(t)}},\n",
       "      587: function _(t,e,r,o,n){var i,a=this&&this.__extends||(i=function(t,e){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},i(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}i(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),s=this&&this.__assign||function(){return s=Object.assign||function(t){for(var e,r=1,o=arguments.length;r<o;r++)for(var n in e=arguments[r])Object.prototype.hasOwnProperty.call(e,n)&&(t[n]=e[n]);return t},s.apply(this,arguments)};o();var u=t(533),c=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.texclass=u.TEXCLASS.ORD,e}return a(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"mi\"},enumerable:!1,configurable:!0}),e.prototype.setInheritedAttributes=function(r,o,n,i){void 0===r&&(r={}),void 0===o&&(o=!1),void 0===n&&(n=0),void 0===i&&(i=!1),t.prototype.setInheritedAttributes.call(this,r,o,n,i),this.getText().match(e.singleCharacter)&&!r.mathvariant&&this.attributes.setInherited(\"mathvariant\",\"italic\")},e.prototype.setTeXclass=function(t){this.getPrevClass(t);var r=this.getText();return r.length>1&&r.match(e.operatorName)&&\"normal\"===this.attributes.get(\"mathvariant\")&&void 0===this.getProperty(\"autoOP\")&&void 0===this.getProperty(\"texClass\")&&(this.texClass=u.TEXCLASS.OP,this.setProperty(\"autoOP\",!0)),this},e.defaults=s({},u.AbstractMmlTokenNode.defaults),e.operatorName=/^[a-z][a-z0-9]*$/i,e.singleCharacter=/^[\\uD800-\\uDBFF]?.[\\u0300-\\u036F\\u1AB0-\\u1ABE\\u1DC0-\\u1DFF\\u20D0-\\u20EF]*$/,e}(u.AbstractMmlTokenNode);r.MmlMi=c},\n",
       "      588: function _(t,r,e,i,n){var o,a=this&&this.__extends||(o=function(t,r){return o=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,r){t.__proto__=r}||function(t,r){for(var e in r)Object.prototype.hasOwnProperty.call(r,e)&&(t[e]=r[e])},o(t,r)},function(t,r){if(\"function\"!=typeof r&&null!==r)throw new TypeError(\"Class extends value \"+String(r)+\" is not a constructor or null\");function e(){this.constructor=t}o(t,r),t.prototype=null===r?Object.create(r):(e.prototype=r.prototype,new e)}),h=this&&this.__values||function(t){var r=\"function\"==typeof Symbol&&Symbol.iterator,e=r&&t[r],i=0;if(e)return e.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&i>=t.length&&(t=void 0),{value:t&&t[i++],done:!t}}};throw new TypeError(r?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")},s=this&&this.__read||function(t,r){var e=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!e)return t;var i,n,o=e.call(t),a=[];try{for(;(void 0===r||r-- >0)&&!(i=o.next()).done;)a.push(i.value)}catch(t){n={error:t}}finally{try{i&&!i.done&&(e=o.return)&&e.call(o)}finally{if(n)throw n.error}}return a};i();var d=t(574),f=t(589),c=t(537),l=.1,p=function(t){function r(){return null!==t&&t.apply(this,arguments)||this}return a(r,t),r.prototype.toSVG=function(t){var r=this.node.attributes,e=r.get(\"symmetric\")&&2!==this.stretch.dir,i=0!==this.stretch.dir;i&&null===this.size&&this.getStretchedVariant([]);var n=this.standardSVGnode(t);if(i&&this.size<0)this.stretchSVG();else{var o=e||r.get(\"largeop\")?this.fixed(this.getCenterOffset()):\"0\",a=this.node.getProperty(\"mathaccent\")?this.fixed(this.getAccentOffset()):\"0\";\"0\"===o&&\"0\"===a||this.adaptor.setAttribute(n,\"transform\",\"translate(\"+a+\" \"+o+\")\"),this.addChildren(n)}},r.prototype.stretchSVG=function(){var t=this.stretch.stretch,r=this.getStretchVariants(),e=this.getBBox();1===this.stretch.dir?this.stretchVertical(t,r,e):this.stretchHorizontal(t,r,e)},r.prototype.getStretchVariants=function(){var t,r,e=this.stretch.c||this.getText().codePointAt(0),i=[];try{for(var n=h(this.stretch.stretch.keys()),o=n.next();!o.done;o=n.next()){var a=o.value;i[a]=this.font.getStretchVariant(e,a)}}catch(r){t={error:r}}finally{try{o&&!o.done&&(r=n.return)&&r.call(n)}finally{if(t)throw t.error}}return i},r.prototype.stretchVertical=function(t,r,e){var i=e.h,n=e.d,o=e.w,a=this.addTop(t[0],r[0],i,o),h=this.addBot(t[2],r[2],n,o);if(4===t.length){var d=s(this.addMidV(t[3],r[3],o),2),f=d[0],c=d[1];this.addExtV(t[1],r[1],i,0,a,f,o),this.addExtV(t[1],r[1],0,n,c,h,o)}else this.addExtV(t[1],r[1],i,n,a,h,o)},r.prototype.stretchHorizontal=function(t,r,e){var i=e.w,n=this.addLeft(t[0],r[0]),o=this.addRight(t[2],r[2],i);if(4===t.length){var a=s(this.addMidH(t[3],r[3],i),2),h=a[0],d=a[1],f=i/2;this.addExtH(t[1],r[1],f,n,f-h),this.addExtH(t[1],r[1],f,d-f,o,f)}else this.addExtH(t[1],r[1],i,n,o)},r.prototype.getChar=function(t,r){var e=this.font.getChar(r,t)||[0,0,0,null];return[e[0],e[1],e[2],e[3]||{}]},r.prototype.addGlyph=function(t,r,e,i,n){return void 0===n&&(n=null),this.placeChar(t,e,i,n||this.element,r)},r.prototype.addTop=function(t,r,e,i){if(!t)return 0;var n=s(this.getChar(t,r),3),o=n[0],a=n[1],h=n[2];return this.addGlyph(t,r,(i-h)/2,e-o),o+a},r.prototype.addExtV=function(t,r,e,i,n,o,a){var h=this;if(t){n=Math.max(0,n-l),o=Math.max(0,o-l);var d=this.adaptor,f=s(this.getChar(t,r),3),c=f[0],p=f[1],u=f[2],y=e+i-n-o,v=1.5*y/(c+p),x=(v*(c-p)-y)/2;if(!(y<=0)){var g=this.svg(\"svg\",{width:this.fixed(u),height:this.fixed(y),y:this.fixed(o-i),x:this.fixed((a-u)/2),viewBox:[0,x,u,y].map((function(t){return h.fixed(t)})).join(\" \")});this.addGlyph(t,r,0,0,g);var m=d.lastChild(g);d.setAttribute(m,\"transform\",\"scale(1,\"+this.jax.fixed(v)+\")\"),d.append(this.element,g)}}},r.prototype.addBot=function(t,r,e,i){if(!t)return 0;var n=s(this.getChar(t,r),3),o=n[0],a=n[1],h=n[2];return this.addGlyph(t,r,(i-h)/2,a-e),o+a},r.prototype.addMidV=function(t,r,e){if(!t)return[0,0];var i=s(this.getChar(t,r),3),n=i[0],o=i[1],a=i[2],h=(o-n)/2+this.font.params.axis_height;return this.addGlyph(t,r,(e-a)/2,h),[n+h,o-h]},r.prototype.addLeft=function(t,r){return t?this.addGlyph(t,r,0,0):0},r.prototype.addExtH=function(t,r,e,i,n,o){var a=this;if(void 0===o&&(o=0),t){n=Math.max(0,n-.1),i=Math.max(0,i-.1);var h=this.adaptor,d=s(this.getChar(t,r),3),f=d[0],c=d[1],p=d[2],u=e-i-n,y=f+c+.2,v=u/p*1.5,x=-(c+l);if(!(u<=0)){var g=this.svg(\"svg\",{width:this.fixed(u),height:this.fixed(y),x:this.fixed(o+i),y:this.fixed(x),viewBox:[(v*p-u)/2,x,u,y].map((function(t){return a.fixed(t)})).join(\" \")});this.addGlyph(t,r,0,0,g);var m=h.lastChild(g);h.setAttribute(m,\"transform\",\"scale(\"+this.jax.fixed(v)+\",1)\"),h.append(this.element,g)}}},r.prototype.addRight=function(t,r,e){if(!t)return 0;var i=this.getChar(t,r)[2];return this.addGlyph(t,r,e-i,0)},r.prototype.addMidH=function(t,r,e){if(!t)return[0,0];var i=this.getChar(t,r)[2];return this.addGlyph(t,r,(e-i)/2,0),[(e-i)/2,(e+i)/2]},r.kind=c.MmlMo.prototype.kind,r}(f.CommonMoMixin(d.SVGWrapper));e.SVGmo=p},\n",
       "      589: function _(t,e,r,i,n){var o,s,a=this&&this.__extends||(o=function(t,e){return o=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},o(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}o(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),h=this&&this.__assign||function(){return h=Object.assign||function(t){for(var e,r=1,i=arguments.length;r<i;r++)for(var n in e=arguments[r])Object.prototype.hasOwnProperty.call(e,n)&&(t[n]=e[n]);return t},h.apply(this,arguments)},c=this&&this.__read||function(t,e){var r=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!r)return t;var i,n,o=r.call(t),s=[];try{for(;(void 0===e||e-- >0)&&!(i=o.next()).done;)s.push(i.value)}catch(t){n={error:t}}finally{try{i&&!i.done&&(r=o.return)&&r.call(o)}finally{if(n)throw n.error}}return s},u=this&&this.__spreadArray||function(t,e){for(var r=0,i=e.length,n=t.length;r<i;r++,n++)t[n]=e[r];return t},p=this&&this.__values||function(t){var e=\"function\"==typeof Symbol&&Symbol.iterator,r=e&&t[e],i=0;if(r)return r.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&i>=t.length&&(t=void 0),{value:t&&t[i++],done:!t}}};throw new TypeError(e?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};i();var f=t(577),l=t(530),y=t(578);r.DirectionVH=((s={})[1]=\"v\",s[2]=\"h\",s),r.CommonMoMixin=function(t){return function(t){function e(){for(var e=[],r=0;r<arguments.length;r++)e[r]=arguments[r];var i=t.apply(this,u([],c(e)))||this;return i.size=null,i.isAccent=i.node.isAccent,i}return a(e,t),e.prototype.computeBBox=function(t,e){if(void 0===e&&(e=!1),this.protoBBox(t),this.node.attributes.get(\"symmetric\")&&2!==this.stretch.dir){var r=this.getCenterOffset(t);t.h+=r,t.d-=r}this.node.getProperty(\"mathaccent\")&&(0===this.stretch.dir||this.size>=0)&&(t.w=0)},e.prototype.protoBBox=function(e){var r=0!==this.stretch.dir;r&&null===this.size&&this.getStretchedVariant([0]),r&&this.size<0||(t.prototype.computeBBox.call(this,e),this.copySkewIC(e))},e.prototype.getAccentOffset=function(){var t=f.BBox.empty();return this.protoBBox(t),-t.w/2},e.prototype.getCenterOffset=function(e){return void 0===e&&(e=null),e||(e=f.BBox.empty(),t.prototype.computeBBox.call(this,e)),(e.h+e.d)/2+this.font.params.axis_height-e.h},e.prototype.getVariant=function(){this.node.attributes.get(\"largeop\")?this.variant=this.node.attributes.get(\"displaystyle\")?\"-largeop\":\"-smallop\":this.node.attributes.getExplicit(\"mathvariant\")||!1!==this.node.getProperty(\"pseudoscript\")?t.prototype.getVariant.call(this):this.variant=\"-tex-variant\"},e.prototype.canStretch=function(t){if(0!==this.stretch.dir)return this.stretch.dir===t;if(!this.node.attributes.get(\"stretchy\"))return!1;var e=this.getText();if(1!==Array.from(e).length)return!1;var r=this.font.getDelimiter(e.codePointAt(0));return this.stretch=r&&r.dir===t?r:y.NOSTRETCH,0!==this.stretch.dir},e.prototype.getStretchedVariant=function(t,e){var r,i;if(void 0===e&&(e=!1),0!==this.stretch.dir){var n=this.getWH(t),o=this.getSize(\"minsize\",0),s=this.getSize(\"maxsize\",1/0),a=this.node.getProperty(\"mathaccent\");n=Math.max(o,Math.min(s,n));var c=this.font.params.delimiterfactor/1e3,u=this.font.params.delimitershortfall,f=o||e?n:a?Math.min(n/c,n+u):Math.max(n*c,n-u),l=this.stretch,y=l.c||this.getText().codePointAt(0),d=0;if(l.sizes)try{for(var g=p(l.sizes),m=g.next();!m.done;m=g.next()){if(m.value>=f)return a&&d&&d--,this.variant=this.font.getSizeVariant(y,d),this.size=d,void(l.schar&&l.schar[d]&&(this.stretch=h(h({},this.stretch),{c:l.schar[d]})));d++}}catch(t){r={error:t}}finally{try{m&&!m.done&&(i=g.return)&&i.call(g)}finally{if(r)throw r.error}}l.stretch?(this.size=-1,this.invalidateBBox(),this.getStretchBBox(t,this.checkExtendedHeight(n,l),l)):(this.variant=this.font.getSizeVariant(y,d-1),this.size=d-1)}},e.prototype.getSize=function(t,e){var r=this.node.attributes;return r.isSet(t)&&(e=this.length2em(r.get(t),1,1)),e},e.prototype.getWH=function(t){if(0===t.length)return 0;if(1===t.length)return t[0];var e=c(t,2),r=e[0],i=e[1],n=this.font.params.axis_height;return this.node.attributes.get(\"symmetric\")?2*Math.max(r-n,i+n):r+i},e.prototype.getStretchBBox=function(t,e,r){var i;r.hasOwnProperty(\"min\")&&r.min>e&&(e=r.min);var n=c(r.HDW,3),o=n[0],s=n[1],a=n[2];1===this.stretch.dir?(o=(i=c(this.getBaseline(t,e,r),2))[0],s=i[1]):a=e,this.bbox.h=o,this.bbox.d=s,this.bbox.w=a},e.prototype.getBaseline=function(t,e,r){var i=2===t.length&&t[0]+t[1]===e,n=this.node.attributes.get(\"symmetric\"),o=c(i?t:[e,0],2),s=o[0],a=o[1],h=c([s+a,0],2),u=h[0],p=h[1];if(n){var f=this.font.params.axis_height;i&&(u=2*Math.max(s-f,a+f)),p=u/2-f}else if(i)p=a;else{var l=c(r.HDW||[.75,.25],2),y=l[0],d=l[1];p=d*(u/(y+d))}return[u-p,p]},e.prototype.checkExtendedHeight=function(t,e){if(e.fullExt){var r=c(e.fullExt,2),i=r[0],n=r[1];t=n+Math.ceil(Math.max(0,t-n)/i)*i}return t},e.prototype.remapChars=function(t){var e=this.node.getProperty(\"primes\");if(e)return l.unicodeChars(e);if(1===t.length){var r=this.node.coreParent().parent,i=this.isAccent&&!r.isKind(\"mrow\")?\"accent\":\"mo\",n=this.font.getRemappedChar(i,t[0]);n&&(t=this.unicodeChars(n,this.variant))}return t},e}(t)}},\n",
       "      590: function _(t,n,o,r,e){var i,p=this&&this.__extends||(i=function(t,n){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,n){t.__proto__=n}||function(t,n){for(var o in n)Object.prototype.hasOwnProperty.call(n,o)&&(t[o]=n[o])},i(t,n)},function(t,n){if(\"function\"!=typeof n&&null!==n)throw new TypeError(\"Class extends value \"+String(n)+\" is not a constructor or null\");function o(){this.constructor=t}i(t,n),t.prototype=null===n?Object.create(n):(o.prototype=n.prototype,new o)});r();var c=t(574),u=t(591),s=t(592),f=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return p(n,t),n.kind=s.MmlMn.prototype.kind,n}(u.CommonMnMixin(c.SVGWrapper));o.SVGmn=f},\n",
       "      591: function _(t,n,o,r,e){var i,c=this&&this.__extends||(i=function(t,n){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,n){t.__proto__=n}||function(t,n){for(var o in n)Object.prototype.hasOwnProperty.call(n,o)&&(t[o]=n[o])},i(t,n)},function(t,n){if(\"function\"!=typeof n&&null!==n)throw new TypeError(\"Class extends value \"+String(n)+\" is not a constructor or null\");function o(){this.constructor=t}i(t,n),t.prototype=null===n?Object.create(n):(o.prototype=n.prototype,new o)});r(),o.CommonMnMixin=function(t){return function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return c(n,t),n.prototype.remapChars=function(t){if(t.length){var n=this.font.getRemappedChar(\"mn\",t[0]);if(n){var o=this.unicodeChars(n,this.variant);1===o.length?t[0]=o[0]:t=o.concat(t.slice(1))}}return t},n}(t)}},\n",
       "      592: function _(t,n,r,o,e){var i,c=this&&this.__extends||(i=function(t,n){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,n){t.__proto__=n}||function(t,n){for(var r in n)Object.prototype.hasOwnProperty.call(n,r)&&(t[r]=n[r])},i(t,n)},function(t,n){if(\"function\"!=typeof n&&null!==n)throw new TypeError(\"Class extends value \"+String(n)+\" is not a constructor or null\");function r(){this.constructor=t}i(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}),s=this&&this.__assign||function(){return s=Object.assign||function(t){for(var n,r=1,o=arguments.length;r<o;r++)for(var e in n=arguments[r])Object.prototype.hasOwnProperty.call(n,e)&&(t[e]=n[e]);return t},s.apply(this,arguments)};o();var u=t(533),a=function(t){function n(){var n=null!==t&&t.apply(this,arguments)||this;return n.texclass=u.TEXCLASS.ORD,n}return c(n,t),Object.defineProperty(n.prototype,\"kind\",{get:function(){return\"mn\"},enumerable:!1,configurable:!0}),n.defaults=s({},u.AbstractMmlTokenNode.defaults),n}(u.AbstractMmlTokenNode);r.MmlMn=a},\n",
       "      593: function _(t,n,o,r,e){var i,p=this&&this.__extends||(i=function(t,n){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,n){t.__proto__=n}||function(t,n){for(var o in n)Object.prototype.hasOwnProperty.call(n,o)&&(t[o]=n[o])},i(t,n)},function(t,n){if(\"function\"!=typeof n&&null!==n)throw new TypeError(\"Class extends value \"+String(n)+\" is not a constructor or null\");function o(){this.constructor=t}i(t,n),t.prototype=null===n?Object.create(n):(o.prototype=n.prototype,new o)});r();var c=t(574),u=t(594),s=t(595),f=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return p(n,t),n.kind=s.MmlMs.prototype.kind,n}(u.CommonMsMixin(c.SVGWrapper));o.SVGms=f},\n",
       "      594: function _(t,r,e,o,n){var i,u=this&&this.__extends||(i=function(t,r){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,r){t.__proto__=r}||function(t,r){for(var e in r)Object.prototype.hasOwnProperty.call(r,e)&&(t[e]=r[e])},i(t,r)},function(t,r){if(\"function\"!=typeof r&&null!==r)throw new TypeError(\"Class extends value \"+String(r)+\" is not a constructor or null\");function e(){this.constructor=t}i(t,r),t.prototype=null===r?Object.create(r):(e.prototype=r.prototype,new e)}),a=this&&this.__read||function(t,r){var e=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!e)return t;var o,n,i=e.call(t),u=[];try{for(;(void 0===r||r-- >0)&&!(o=i.next()).done;)u.push(o.value)}catch(t){n={error:t}}finally{try{o&&!o.done&&(e=i.return)&&e.call(i)}finally{if(n)throw n.error}}return u},c=this&&this.__spreadArray||function(t,r){for(var e=0,o=r.length,n=t.length;e<o;e++,n++)t[n]=r[e];return t};o(),e.CommonMsMixin=function(t){return function(t){function r(){for(var r=[],e=0;e<arguments.length;e++)r[e]=arguments[e];var o=t.apply(this,c([],a(r)))||this,n=o.node.attributes,i=n.getList(\"lquote\",\"rquote\");return\"monospace\"!==o.variant&&(n.isSet(\"lquote\")||'\"'!==i.lquote||(i.lquote=\"\\u201c\"),n.isSet(\"rquote\")||'\"'!==i.rquote||(i.rquote=\"\\u201d\")),o.childNodes.unshift(o.createText(i.lquote)),o.childNodes.push(o.createText(i.rquote)),o}return u(r,t),r.prototype.createText=function(t){var r=this.wrap(this.mmlText(t));return r.parent=this,r},r}(t)}},\n",
       "      595: function _(t,n,r,o,e){var i,s=this&&this.__extends||(i=function(t,n){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,n){t.__proto__=n}||function(t,n){for(var r in n)Object.prototype.hasOwnProperty.call(n,r)&&(t[r]=n[r])},i(t,n)},function(t,n){if(\"function\"!=typeof n&&null!==n)throw new TypeError(\"Class extends value \"+String(n)+\" is not a constructor or null\");function r(){this.constructor=t}i(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}),u=this&&this.__assign||function(){return u=Object.assign||function(t){for(var n,r=1,o=arguments.length;r<o;r++)for(var e in n=arguments[r])Object.prototype.hasOwnProperty.call(n,e)&&(t[e]=n[e]);return t},u.apply(this,arguments)};o();var c=t(533),a=function(t){function n(){var n=null!==t&&t.apply(this,arguments)||this;return n.texclass=c.TEXCLASS.ORD,n}return s(n,t),Object.defineProperty(n.prototype,\"kind\",{get:function(){return\"ms\"},enumerable:!1,configurable:!0}),n.defaults=u(u({},c.AbstractMmlTokenNode.defaults),{lquote:'\"',rquote:'\"'}),n}(c.AbstractMmlTokenNode);r.MmlMs=a},\n",
       "      596: function _(t,n,o,r,e){var i,p=this&&this.__extends||(i=function(t,n){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,n){t.__proto__=n}||function(t,n){for(var o in n)Object.prototype.hasOwnProperty.call(n,o)&&(t[o]=n[o])},i(t,n)},function(t,n){if(\"function\"!=typeof n&&null!==n)throw new TypeError(\"Class extends value \"+String(n)+\" is not a constructor or null\");function o(){this.constructor=t}i(t,n),t.prototype=null===n?Object.create(n):(o.prototype=n.prototype,new o)});r();var c=t(574),u=t(597),s=t(598),f=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return p(n,t),n.kind=s.MmlMtext.prototype.kind,n}(u.CommonMtextMixin(c.SVGWrapper));o.SVGmtext=f},\n",
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       "      608: function _(t,n,o,r,e){var a,i=this&&this.__extends||(a=function(t,n){return a=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,n){t.__proto__=n}||function(t,n){for(var o in n)Object.prototype.hasOwnProperty.call(n,o)&&(t[o]=n[o])},a(t,n)},function(t,n){if(\"function\"!=typeof n&&null!==n)throw new TypeError(\"Class extends value \"+String(n)+\" is not a constructor or null\");function o(){this.constructor=t}a(t,n),t.prototype=null===n?Object.create(n):(o.prototype=n.prototype,new o)}),u=this&&this.__assign||function(){return u=Object.assign||function(t){for(var n,o=1,r=arguments.length;o<r;o++)for(var e in n=arguments[o])Object.prototype.hasOwnProperty.call(n,e)&&(t[e]=n[e]);return t},u.apply(this,arguments)};r();var c=t(533),s=function(t){function n(){var n=null!==t&&t.apply(this,arguments)||this;return n.texclass=c.TEXCLASS.ORD,n}return i(n,t),Object.defineProperty(n.prototype,\"kind\",{get:function(){return\"mphantom\"},enumerable:!1,configurable:!0}),n.defaults=u({},c.AbstractMmlLayoutNode.defaults),n}(c.AbstractMmlLayoutNode);o.MmlMphantom=s},\n",
       "      609: function _(t,e,i,n,o){var r,a=this&&this.__extends||(r=function(t,e){return r=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var i in e)Object.prototype.hasOwnProperty.call(e,i)&&(t[i]=e[i])},r(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function i(){this.constructor=t}r(t,e),t.prototype=null===e?Object.create(e):(i.prototype=e.prototype,new i)}),s=this&&this.__read||function(t,e){var i=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!i)return t;var n,o,r=i.call(t),a=[];try{for(;(void 0===e||e-- >0)&&!(n=r.next()).done;)a.push(n.value)}catch(t){o={error:t}}finally{try{n&&!n.done&&(i=r.return)&&i.call(r)}finally{if(o)throw o.error}}return a};n();var l=t(574),h=t(610),c=t(611),p=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return a(e,t),e.prototype.toSVG=function(t){this.standardSVGnode(t);var e=this.node.attributes.getList(\"linethickness\",\"bevelled\"),i=e.linethickness,n=e.bevelled,o=this.isDisplay();if(n)this.makeBevelled(o);else{var r=this.length2em(String(i),.06);0===r?this.makeAtop(o):this.makeFraction(o,r)}},e.prototype.makeFraction=function(t,e){var i=this.element,n=this.node.attributes.getList(\"numalign\",\"denomalign\"),o=n.numalign,r=n.denomalign,a=s(this.childNodes,2),l=a[0],h=a[1],c=l.getBBox(),p=h.getBBox(),d=this.font.params,u=d.axis_height,f=this.node.getProperty(\"withDelims\")?0:d.nulldelimiterspace,g=Math.max((c.L+c.w+c.R)*c.rscale,(p.L+p.w+p.R)*p.rscale),m=this.getAlignX(g,c,o)+.1+f,y=this.getAlignX(g,p,r)+.1+f,v=this.getTUV(t,e),x=v.T,b=v.u,S=v.v;l.toSVG(i),l.place(m,u+x+Math.max(c.d*c.rscale,b)),h.toSVG(i),h.place(y,u-x-Math.max(p.h*p.rscale,S)),this.adaptor.append(i,this.svg(\"rect\",{width:this.fixed(g+.2),height:this.fixed(e),x:this.fixed(f),y:this.fixed(u-e/2)}))},e.prototype.makeAtop=function(t){var e=this.element,i=this.node.attributes.getList(\"numalign\",\"denomalign\"),n=i.numalign,o=i.denomalign,r=s(this.childNodes,2),a=r[0],l=r[1],h=a.getBBox(),c=l.getBBox(),p=this.font.params,d=this.node.getProperty(\"withDelims\")?0:p.nulldelimiterspace,u=Math.max((h.L+h.w+h.R)*h.rscale,(c.L+c.w+c.R)*c.rscale),f=this.getAlignX(u,h,n)+d,g=this.getAlignX(u,c,o)+d,m=this.getUVQ(t),y=m.u,v=m.v;a.toSVG(e),a.place(f,y),l.toSVG(e),l.place(g,-v)},e.prototype.makeBevelled=function(t){var e=this.element,i=s(this.childNodes,2),n=i[0],o=i[1],r=this.getBevelData(t),a=r.u,l=r.v,h=r.delta,c=r.nbox,p=r.dbox,d=(c.L+c.w+c.R)*c.rscale;n.toSVG(e),this.bevel.toSVG(e),o.toSVG(e),n.place(c.L*c.rscale,a),this.bevel.place(d-h/2,0),o.place(d+this.bevel.getBBox().w+p.L*p.rscale-h,l)},e.kind=c.MmlMfrac.prototype.kind,e}(h.CommonMfracMixin(l.SVGWrapper));i.SVGmfrac=p},\n",
       "      610: function _(t,e,o,n,i){var r,s=this&&this.__extends||(r=function(t,e){return r=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var o in e)Object.prototype.hasOwnProperty.call(e,o)&&(t[o]=e[o])},r(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function o(){this.constructor=t}r(t,e),t.prototype=null===e?Object.create(e):(o.prototype=e.prototype,new o)}),a=this&&this.__read||function(t,e){var o=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!o)return t;var n,i,r=o.call(t),s=[];try{for(;(void 0===e||e-- >0)&&!(n=r.next()).done;)s.push(n.value)}catch(t){i={error:t}}finally{try{n&&!n.done&&(o=r.return)&&o.call(r)}finally{if(i)throw i.error}}return s},l=this&&this.__spreadArray||function(t,e){for(var o=0,n=e.length,i=t.length;o<n;o++,i++)t[i]=e[o];return t};n(),o.CommonMfracMixin=function(t){return function(t){function e(){for(var e=[],o=0;o<arguments.length;o++)e[o]=arguments[o];var n=t.apply(this,l([],a(e)))||this;if(n.bevel=null,n.pad=n.node.getProperty(\"withDelims\")?0:n.font.params.nulldelimiterspace,n.node.attributes.get(\"bevelled\")){var i=n.getBevelData(n.isDisplay()).H,r=n.bevel=n.createMo(\"/\");r.node.attributes.set(\"symmetric\",!0),r.canStretch(1),r.getStretchedVariant([i],!0)}return n}return s(e,t),e.prototype.computeBBox=function(t,e){void 0===e&&(e=!1),t.empty();var o=this.node.attributes.getList(\"linethickness\",\"bevelled\"),n=o.linethickness,i=o.bevelled,r=this.isDisplay(),s=null;if(i)this.getBevelledBBox(t,r);else{var a=this.length2em(String(n),.06);s=-2*this.pad,0===a?this.getAtopBBox(t,r):(this.getFractionBBox(t,r,a),s-=.2),s+=t.w}t.clean(),this.setChildPWidths(e,s)},e.prototype.getFractionBBox=function(t,e,o){var n=this.childNodes[0].getBBox(),i=this.childNodes[1].getBBox(),r=this.font.params.axis_height,s=this.getTUV(e,o),a=s.T,l=s.u,h=s.v;t.combine(n,0,r+a+Math.max(n.d*n.rscale,l)),t.combine(i,0,r-a-Math.max(i.h*i.rscale,h)),t.w+=2*this.pad+.2},e.prototype.getTUV=function(t,e){var o=this.font.params,n=o.axis_height,i=(t?3.5:1.5)*e;return{T:(t?3.5:1.5)*e,u:(t?o.num1:o.num2)-n-i,v:(t?o.denom1:o.denom2)+n-i}},e.prototype.getAtopBBox=function(t,e){var o=this.getUVQ(e),n=o.u,i=o.v,r=o.nbox,s=o.dbox;t.combine(r,0,n),t.combine(s,0,-i),t.w+=2*this.pad},e.prototype.getUVQ=function(t){var e=this.childNodes[0].getBBox(),o=this.childNodes[1].getBBox(),n=this.font.params,i=a(t?[n.num1,n.denom1]:[n.num3,n.denom2],2),r=i[0],s=i[1],l=(t?7:3)*n.rule_thickness,h=r-e.d*e.scale-(o.h*o.scale-s);return h<l&&(r+=(l-h)/2,s+=(l-h)/2,h=l),{u:r,v:s,q:h,nbox:e,dbox:o}},e.prototype.getBevelledBBox=function(t,e){var o=this.getBevelData(e),n=o.u,i=o.v,r=o.delta,s=o.nbox,a=o.dbox,l=this.bevel.getBBox();t.combine(s,0,n),t.combine(l,t.w-r/2,0),t.combine(a,t.w-r/2,i)},e.prototype.getBevelData=function(t){var e=this.childNodes[0].getBBox(),o=this.childNodes[1].getBBox(),n=t?.4:.15,i=Math.max(e.scale*(e.h+e.d),o.scale*(o.h+o.d))+2*n,r=this.font.params.axis_height;return{H:i,delta:n,u:e.scale*(e.d-e.h)/2+r+n,v:o.scale*(o.d-o.h)/2+r-n,nbox:e,dbox:o}},e.prototype.canStretch=function(t){return!1},e.prototype.isDisplay=function(){var t=this.node.attributes.getList(\"displaystyle\",\"scriptlevel\"),e=t.displaystyle,o=t.scriptlevel;return e&&0===o},e.prototype.getWrapWidth=function(t){var e=this.node.attributes;return e.get(\"bevelled\")?this.childNodes[t].getBBox().w:this.getBBox().w-(this.length2em(e.get(\"linethickness\"))?.2:0)-2*this.pad},e.prototype.getChildAlign=function(t){var e=this.node.attributes;return e.get(\"bevelled\")?\"left\":e.get([\"numalign\",\"denomalign\"][t])},e}(t)}},\n",
       "      611: function _(t,e,r,n,o){var i,l=this&&this.__extends||(i=function(t,e){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},i(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}i(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),s=this&&this.__assign||function(){return s=Object.assign||function(t){for(var e,r=1,n=arguments.length;r<n;r++)for(var o in e=arguments[r])Object.prototype.hasOwnProperty.call(e,o)&&(t[o]=e[o]);return t},s.apply(this,arguments)},u=this&&this.__values||function(t){var e=\"function\"==typeof Symbol&&Symbol.iterator,r=e&&t[e],n=0;if(r)return r.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&n>=t.length&&(t=void 0),{value:t&&t[n++],done:!t}}};throw new TypeError(e?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};n();var a=t(533),c=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return l(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"mfrac\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"arity\",{get:function(){return 2},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"linebreakContainer\",{get:function(){return!0},enumerable:!1,configurable:!0}),e.prototype.setTeXclass=function(t){var e,r;this.getPrevClass(t);try{for(var n=u(this.childNodes),o=n.next();!o.done;o=n.next()){o.value.setTeXclass(null)}}catch(t){e={error:t}}finally{try{o&&!o.done&&(r=n.return)&&r.call(n)}finally{if(e)throw e.error}}return this},e.prototype.setChildInheritedAttributes=function(t,e,r,n){(!e||r>0)&&r++,this.childNodes[0].setInheritedAttributes(t,!1,r,n),this.childNodes[1].setInheritedAttributes(t,!1,r,!0)},e.defaults=s(s({},a.AbstractMmlBaseNode.defaults),{linethickness:\"medium\",numalign:\"center\",denomalign:\"center\",bevelled:!1}),e}(a.AbstractMmlBaseNode);r.MmlMfrac=c},\n",
       "      612: function _(t,o,i,s,n){var e,r=this&&this.__extends||(e=function(t,o){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,o){t.__proto__=o}||function(t,o){for(var i in o)Object.prototype.hasOwnProperty.call(o,i)&&(t[i]=o[i])},e(t,o)},function(t,o){if(\"function\"!=typeof o&&null!==o)throw new TypeError(\"Class extends value \"+String(o)+\" is not a constructor or null\");function i(){this.constructor=t}e(t,o),t.prototype=null===o?Object.create(o):(i.prototype=o.prototype,new i)});s();var h=t(574),p=t(613),a=t(614),d=function(t){function o(){var o=null!==t&&t.apply(this,arguments)||this;return o.dx=0,o}return r(o,t),o.prototype.toSVG=function(t){var o=this.childNodes[this.surd],i=this.childNodes[this.base],s=this.root?this.childNodes[this.root]:null,n=this.getBBox(),e=o.getBBox(),r=i.getBBox(),h=this.getPQ(e)[1],p=this.font.params.rule_thickness*this.bbox.scale,a=r.h+h+p,d=this.standardSVGnode(t),c=this.adaptor.append(d,this.svg(\"g\"));this.addRoot(d,s,e,a),o.toSVG(d),o.place(this.dx,n.h-e.h-p),i.toSVG(c),i.place(this.dx+e.w,0),this.adaptor.append(d,this.svg(\"rect\",{width:this.fixed(r.w),height:this.fixed(p),x:this.fixed(this.dx+e.w),y:this.fixed(n.h-2*p)}))},o.prototype.addRoot=function(t,o,i,s){},o.kind=a.MmlMsqrt.prototype.kind,o}(p.CommonMsqrtMixin(h.SVGWrapper));i.SVGmsqrt=d},\n",
       "      613: function _(t,e,r,o,n){var i,s=this&&this.__extends||(i=function(t,e){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},i(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}i(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),u=this&&this.__read||function(t,e){var r=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!r)return t;var o,n,i=r.call(t),s=[];try{for(;(void 0===e||e-- >0)&&!(o=i.next()).done;)s.push(o.value)}catch(t){n={error:t}}finally{try{o&&!o.done&&(r=i.return)&&r.call(i)}finally{if(n)throw n.error}}return s},a=this&&this.__spreadArray||function(t,e){for(var r=0,o=e.length,n=t.length;r<o;r++,n++)t[n]=e[r];return t};o();var c=t(577);r.CommonMsqrtMixin=function(t){return function(t){function e(){for(var e=[],r=0;r<arguments.length;r++)e[r]=arguments[r];var o=t.apply(this,a([],u(e)))||this,n=o.createMo(\"\\u221a\");n.canStretch(1);var i=o.childNodes[o.base].getBBox(),s=i.h,c=i.d,h=o.font.params.rule_thickness,p=o.node.attributes.get(\"displaystyle\")?o.font.params.x_height:h;return o.surdH=s+c+2*h+p/4,n.getStretchedVariant([o.surdH-c,c],!0),o}return s(e,t),Object.defineProperty(e.prototype,\"base\",{get:function(){return 0},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"surd\",{get:function(){return 1},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"root\",{get:function(){return null},enumerable:!1,configurable:!0}),e.prototype.createMo=function(e){var r=t.prototype.createMo.call(this,e);return this.childNodes.push(r),r},e.prototype.computeBBox=function(t,e){void 0===e&&(e=!1);var r=this.childNodes[this.surd].getBBox(),o=new c.BBox(this.childNodes[this.base].getBBox()),n=this.getPQ(r)[1],i=this.font.params.rule_thickness,s=o.h+n+i,a=u(this.getRootDimens(r,s),1)[0];t.h=s+i,this.combineRootBBox(t,r,s),t.combine(r,a,s-r.h),t.combine(o,a+r.w,0),t.clean(),this.setChildPWidths(e)},e.prototype.combineRootBBox=function(t,e,r){},e.prototype.getPQ=function(t){var e=this.font.params.rule_thickness,r=this.node.attributes.get(\"displaystyle\")?this.font.params.x_height:e;return[r,t.h+t.d>this.surdH?(t.h+t.d-(this.surdH-2*e-r/2))/2:e+r/4]},e.prototype.getRootDimens=function(t,e){return[0,0,0,0]},e}(t)}},\n",
       "      614: function _(t,e,r,n,o){var i,s=this&&this.__extends||(i=function(t,e){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},i(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}i(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),u=this&&this.__assign||function(){return u=Object.assign||function(t){for(var e,r=1,n=arguments.length;r<n;r++)for(var o in e=arguments[r])Object.prototype.hasOwnProperty.call(e,o)&&(t[o]=e[o]);return t},u.apply(this,arguments)};n();var c=t(533),l=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.texclass=c.TEXCLASS.ORD,e}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"msqrt\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"arity\",{get:function(){return-1},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"linebreakContainer\",{get:function(){return!0},enumerable:!1,configurable:!0}),e.prototype.setTeXclass=function(t){return this.getPrevClass(t),this.childNodes[0].setTeXclass(null),this},e.prototype.setChildInheritedAttributes=function(t,e,r,n){this.childNodes[0].setInheritedAttributes(t,e,r,!0)},e.defaults=u({},c.AbstractMmlNode.defaults),e}(c.AbstractMmlNode);r.MmlMsqrt=l},\n",
       "      615: function _(t,o,r,n,e){var i,c=this&&this.__extends||(i=function(t,o){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,o){t.__proto__=o}||function(t,o){for(var r in o)Object.prototype.hasOwnProperty.call(o,r)&&(t[r]=o[r])},i(t,o)},function(t,o){if(\"function\"!=typeof o&&null!==o)throw new TypeError(\"Class extends value \"+String(o)+\" is not a constructor or null\");function r(){this.constructor=t}i(t,o),t.prototype=null===o?Object.create(o):(r.prototype=o.prototype,new r)}),l=this&&this.__read||function(t,o){var r=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!r)return t;var n,e,i=r.call(t),c=[];try{for(;(void 0===o||o-- >0)&&!(n=i.next()).done;)c.push(n.value)}catch(t){e={error:t}}finally{try{n&&!n.done&&(r=i.return)&&r.call(i)}finally{if(e)throw e.error}}return c};n();var u=t(612),a=t(616),f=t(617),p=function(t){function o(){return null!==t&&t.apply(this,arguments)||this}return c(o,t),o.prototype.addRoot=function(t,o,r,n){o.toSVG(t);var e=l(this.getRootDimens(r,n),3),i=e[0],c=e[1],u=e[2],a=o.getBBox();o.place(u*a.rscale,c),this.dx=i},o.kind=f.MmlMroot.prototype.kind,o}(a.CommonMrootMixin(u.SVGmsqrt));r.SVGmroot=p},\n",
       "      616: function _(t,o,e,r,n){var i,c=this&&this.__extends||(i=function(t,o){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,o){t.__proto__=o}||function(t,o){for(var e in o)Object.prototype.hasOwnProperty.call(o,e)&&(t[e]=o[e])},i(t,o)},function(t,o){if(\"function\"!=typeof o&&null!==o)throw new TypeError(\"Class extends value \"+String(o)+\" is not a constructor or null\");function e(){this.constructor=t}i(t,o),t.prototype=null===o?Object.create(o):(e.prototype=o.prototype,new e)});r(),e.CommonMrootMixin=function(t){return function(t){function o(){return null!==t&&t.apply(this,arguments)||this}return c(o,t),Object.defineProperty(o.prototype,\"surd\",{get:function(){return 2},enumerable:!1,configurable:!0}),Object.defineProperty(o.prototype,\"root\",{get:function(){return 1},enumerable:!1,configurable:!0}),o.prototype.combineRootBBox=function(t,o,e){var r=this.childNodes[this.root].getBBox(),n=this.getRootDimens(o,e)[1];t.combine(r,0,n)},o.prototype.getRootDimens=function(t,o){var e=this.childNodes[this.surd],r=this.childNodes[this.root].getBBox(),n=(e.size<0?.5:.6)*t.w,i=r.w,c=r.rscale,u=Math.max(i,n/c),s=Math.max(0,u-i);return[u*c-n,this.rootHeight(r,t,e.size,o),s]},o.prototype.rootHeight=function(t,o,e,r){var n=o.h+o.d;return(e<0?1.9:.55*n)-(n-r)+Math.max(0,t.d*t.rscale)},o}(t)}},\n",
       "      617: function _(t,e,r,n,o){var s,i=this&&this.__extends||(s=function(t,e){return s=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},s(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}s(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),c=this&&this.__assign||function(){return c=Object.assign||function(t){for(var e,r=1,n=arguments.length;r<n;r++)for(var o in e=arguments[r])Object.prototype.hasOwnProperty.call(e,o)&&(t[o]=e[o]);return t},c.apply(this,arguments)};n();var u=t(533),l=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.texclass=u.TEXCLASS.ORD,e}return i(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"mroot\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"arity\",{get:function(){return 2},enumerable:!1,configurable:!0}),e.prototype.setTeXclass=function(t){return this.getPrevClass(t),this.childNodes[0].setTeXclass(null),this.childNodes[1].setTeXclass(null),this},e.prototype.setChildInheritedAttributes=function(t,e,r,n){this.childNodes[0].setInheritedAttributes(t,e,r,!0),this.childNodes[1].setInheritedAttributes(t,!1,r+2,n)},e.defaults=c({},u.AbstractMmlNode.defaults),e}(u.AbstractMmlNode);r.MmlMroot=l},\n",
       "      618: function _(t,n,r,e,o){var i,l=this&&this.__extends||(i=function(t,n){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,n){t.__proto__=n}||function(t,n){for(var r in n)Object.prototype.hasOwnProperty.call(n,r)&&(t[r]=n[r])},i(t,n)},function(t,n){if(\"function\"!=typeof n&&null!==n)throw new TypeError(\"Class extends value \"+String(n)+\" is not a constructor or null\");function r(){this.constructor=t}i(t,n),t.prototype=null===n?Object.create(n):(r.prototype=n.prototype,new r)}),a=this&&this.__values||function(t){var n=\"function\"==typeof Symbol&&Symbol.iterator,r=n&&t[n],e=0;if(r)return r.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&e>=t.length&&(t=void 0),{value:t&&t[e++],done:!t}}};throw new TypeError(n?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};e();var c=t(574),s=t(619),u=t(620),f=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return l(n,t),n.prototype.toSVG=function(t){var n=this.standardSVGnode(t);this.setChildrenParent(this.mrow),this.mrow.toSVG(n),this.setChildrenParent(this)},n.prototype.setChildrenParent=function(t){var n,r;try{for(var e=a(this.childNodes),o=e.next();!o.done;o=e.next()){o.value.parent=t}}catch(t){n={error:t}}finally{try{o&&!o.done&&(r=e.return)&&r.call(e)}finally{if(n)throw n.error}}},n.kind=u.MmlMfenced.prototype.kind,n}(s.CommonMfencedMixin(c.SVGWrapper));r.SVGmfenced=f},\n",
       "      619: function _(t,r,o,e,n){var i,s=this&&this.__extends||(i=function(t,r){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,r){t.__proto__=r}||function(t,r){for(var o in r)Object.prototype.hasOwnProperty.call(r,o)&&(t[o]=r[o])},i(t,r)},function(t,r){if(\"function\"!=typeof r&&null!==r)throw new TypeError(\"Class extends value \"+String(r)+\" is not a constructor or null\");function o(){this.constructor=t}i(t,r),t.prototype=null===r?Object.create(r):(o.prototype=r.prototype,new o)}),a=this&&this.__read||function(t,r){var o=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!o)return t;var e,n,i=o.call(t),s=[];try{for(;(void 0===r||r-- >0)&&!(e=i.next()).done;)s.push(e.value)}catch(t){n={error:t}}finally{try{e&&!e.done&&(o=i.return)&&o.call(i)}finally{if(n)throw n.error}}return s},h=this&&this.__spreadArray||function(t,r){for(var o=0,e=r.length,n=t.length;o<e;o++,n++)t[n]=r[o];return t},l=this&&this.__values||function(t){var r=\"function\"==typeof Symbol&&Symbol.iterator,o=r&&t[r],e=0;if(o)return o.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&e>=t.length&&(t=void 0),{value:t&&t[e++],done:!t}}};throw new TypeError(r?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};e(),o.CommonMfencedMixin=function(t){return function(t){function r(){for(var r=[],o=0;o<arguments.length;o++)r[o]=arguments[o];var e=t.apply(this,h([],a(r)))||this;return e.mrow=null,e.createMrow(),e.addMrowChildren(),e}return s(r,t),r.prototype.createMrow=function(){var t=this.node.factory.create(\"inferredMrow\");t.inheritAttributesFrom(this.node),this.mrow=this.wrap(t),this.mrow.parent=this},r.prototype.addMrowChildren=function(){var t,r,o=this.node,e=this.mrow;this.addMo(o.open),this.childNodes.length&&e.childNodes.push(this.childNodes[0]);var n=0;try{for(var i=l(this.childNodes.slice(1)),s=i.next();!s.done;s=i.next()){var a=s.value;this.addMo(o.separators[n++]),e.childNodes.push(a)}}catch(r){t={error:r}}finally{try{s&&!s.done&&(r=i.return)&&r.call(i)}finally{if(t)throw t.error}}this.addMo(o.close),e.stretchChildren()},r.prototype.addMo=function(t){if(t){var r=this.wrap(t);this.mrow.childNodes.push(r),r.parent=this.mrow}},r.prototype.computeBBox=function(t,r){void 0===r&&(r=!1),t.updateFrom(this.mrow.getBBox()),this.setChildPWidths(r)},r}(t)}},\n",
       "      620: function _(t,e,r,o,s){var n,i=this&&this.__extends||(n=function(t,e){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},n(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),a=this&&this.__assign||function(){return a=Object.assign||function(t){for(var e,r=1,o=arguments.length;r<o;r++)for(var s in e=arguments[r])Object.prototype.hasOwnProperty.call(e,s)&&(t[s]=e[s]);return t},a.apply(this,arguments)},l=this&&this.__values||function(t){var e=\"function\"==typeof Symbol&&Symbol.iterator,r=e&&t[e],o=0;if(r)return r.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&o>=t.length&&(t=void 0),{value:t&&t[o++],done:!t}}};throw new TypeError(e?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};o();var c=t(533),h=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.texclass=c.TEXCLASS.INNER,e.separators=[],e.open=null,e.close=null,e}return i(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"mfenced\"},enumerable:!1,configurable:!0}),e.prototype.setTeXclass=function(t){this.getPrevClass(t),this.open&&(t=this.open.setTeXclass(t)),this.childNodes[0]&&(t=this.childNodes[0].setTeXclass(t));for(var e=1,r=this.childNodes.length;e<r;e++)this.separators[e-1]&&(t=this.separators[e-1].setTeXclass(t)),this.childNodes[e]&&(t=this.childNodes[e].setTeXclass(t));return this.close&&(t=this.close.setTeXclass(t)),this.updateTeXclass(this.open),t},e.prototype.setChildInheritedAttributes=function(e,r,o,s){var n,i;this.addFakeNodes();try{for(var a=l([this.open,this.close].concat(this.separators)),c=a.next();!c.done;c=a.next()){var h=c.value;h&&h.setInheritedAttributes(e,r,o,s)}}catch(t){n={error:t}}finally{try{c&&!c.done&&(i=a.return)&&i.call(a)}finally{if(n)throw n.error}}t.prototype.setChildInheritedAttributes.call(this,e,r,o,s)},e.prototype.addFakeNodes=function(){var t,e,r=this.attributes.getList(\"open\",\"close\",\"separators\"),o=r.open,s=r.close,n=r.separators;if(o=o.replace(/[ \\t\\n\\r]/g,\"\"),s=s.replace(/[ \\t\\n\\r]/g,\"\"),n=n.replace(/[ \\t\\n\\r]/g,\"\"),o&&(this.open=this.fakeNode(o,{fence:!0,form:\"prefix\"},c.TEXCLASS.OPEN)),n){for(;n.length<this.childNodes.length-1;)n+=n.charAt(n.length-1);var i=0;try{for(var a=l(this.childNodes.slice(1)),h=a.next();!h.done;h=a.next()){h.value&&this.separators.push(this.fakeNode(n.charAt(i++)))}}catch(e){t={error:e}}finally{try{h&&!h.done&&(e=a.return)&&e.call(a)}finally{if(t)throw t.error}}}s&&(this.close=this.fakeNode(s,{fence:!0,form:\"postfix\"},c.TEXCLASS.CLOSE))},e.prototype.fakeNode=function(t,e,r){void 0===e&&(e={}),void 0===r&&(r=null);var o=this.factory.create(\"text\").setText(t),s=this.factory.create(\"mo\",e,[o]);return s.texClass=r,s.parent=this,s},e.defaults=a(a({},c.AbstractMmlNode.defaults),{open:\"(\",close:\")\",separators:\",\"}),e}(c.AbstractMmlNode);r.MmlMfenced=h},\n",
       "      621: function _(t,n,o,r,i){var e,s=this&&this.__extends||(e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,n){t.__proto__=n}||function(t,n){for(var o in n)Object.prototype.hasOwnProperty.call(n,o)&&(t[o]=n[o])},e(t,n)},function(t,n){if(\"function\"!=typeof n&&null!==n)throw new TypeError(\"Class extends value \"+String(n)+\" is not a constructor or null\");function o(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(o.prototype=n.prototype,new o)}),u=this&&this.__read||function(t,n){var o=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!o)return t;var r,i,e=o.call(t),s=[];try{for(;(void 0===n||n-- >0)&&!(r=e.next()).done;)s.push(r.value)}catch(t){i={error:t}}finally{try{r&&!r.done&&(o=e.return)&&o.call(e)}finally{if(i)throw i.error}}return s};r();var p=t(622),l=t(624),a=t(624),c=t(624),f=t(625),h=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return s(n,t),n.kind=f.MmlMsub.prototype.kind,n}(l.CommonMsubMixin(p.SVGscriptbase));o.SVGmsub=h;var y=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return s(n,t),n.kind=f.MmlMsup.prototype.kind,n}(a.CommonMsupMixin(p.SVGscriptbase));o.SVGmsup=y;var d=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return s(n,t),n.prototype.toSVG=function(t){var n=this.standardSVGnode(t),o=u([this.baseChild,this.supChild,this.subChild],3),r=o[0],i=o[1],e=o[2],s=this.getBaseWidth(),p=this.getAdjustedIc(),l=u(this.getUVQ(),2),a=l[0],c=l[1];r.toSVG(n),i.toSVG(n),e.toSVG(n),e.place(s,c),i.place(s+p,a)},n.kind=f.MmlMsubsup.prototype.kind,n}(c.CommonMsubsupMixin(p.SVGscriptbase));o.SVGmsubsup=d},\n",
       "      622: function _(t,r,o,n,e){var i,s=this&&this.__extends||(i=function(t,r){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,r){t.__proto__=r}||function(t,r){for(var o in r)Object.prototype.hasOwnProperty.call(r,o)&&(t[o]=r[o])},i(t,r)},function(t,r){if(\"function\"!=typeof r&&null!==r)throw new TypeError(\"Class extends value \"+String(r)+\" is not a constructor or null\");function o(){this.constructor=t}i(t,r),t.prototype=null===r?Object.create(r):(o.prototype=r.prototype,new o)}),a=this&&this.__read||function(t,r){var o=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!o)return t;var n,e,i=o.call(t),s=[];try{for(;(void 0===r||r-- >0)&&!(n=i.next()).done;)s.push(n.value)}catch(t){e={error:t}}finally{try{n&&!n.done&&(o=i.return)&&o.call(i)}finally{if(e)throw e.error}}return s};n();var c=t(574),l=function(t){function r(){return null!==t&&t.apply(this,arguments)||this}return s(r,t),r.prototype.toSVG=function(t){var r=this.standardSVGnode(t),o=this.getBaseWidth(),n=a(this.getOffset(),2),e=n[0],i=n[1];this.baseChild.toSVG(r),this.scriptChild.toSVG(r),this.scriptChild.place(o+e,i)},r.kind=\"scriptbase\",r}(t(623).CommonScriptbaseMixin(c.SVGWrapper));o.SVGscriptbase=l},\n",
       "      623: function _(e,t,r,i,n){var s,o=this&&this.__extends||(s=function(e,t){return s=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var r in t)Object.prototype.hasOwnProperty.call(t,r)&&(e[r]=t[r])},s(e,t)},function(e,t){if(\"function\"!=typeof t&&null!==t)throw new TypeError(\"Class extends value \"+String(t)+\" is not a constructor or null\");function r(){this.constructor=e}s(e,t),e.prototype=null===t?Object.create(t):(r.prototype=t.prototype,new r)}),a=this&&this.__read||function(e,t){var r=\"function\"==typeof Symbol&&e[Symbol.iterator];if(!r)return e;var i,n,s=r.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(i=s.next()).done;)o.push(i.value)}catch(e){n={error:e}}finally{try{i&&!i.done&&(r=s.return)&&r.call(s)}finally{if(n)throw n.error}}return o},c=this&&this.__spreadArray||function(e,t){for(var r=0,i=t.length,n=e.length;r<i;r++,n++)e[n]=t[r];return e},h=this&&this.__values||function(e){var t=\"function\"==typeof Symbol&&Symbol.iterator,r=t&&e[t],i=0;if(r)return r.call(e);if(e&&\"number\"==typeof e.length)return{next:function(){return e&&i>=e.length&&(e=void 0),{value:e&&e[i++],done:!e}}};throw new TypeError(t?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};i(),r.CommonScriptbaseMixin=function(e){var t;return t=function(e){function t(){for(var t=[],r=0;r<arguments.length;r++)t[r]=arguments[r];var i=e.apply(this,c([],a(t)))||this;i.baseScale=1,i.baseIc=0,i.baseRemoveIc=!1,i.baseIsChar=!1,i.baseHasAccentOver=null,i.baseHasAccentUnder=null,i.isLineAbove=!1,i.isLineBelow=!1,i.isMathAccent=!1;var n=i.baseCore=i.getBaseCore();return n?(i.setBaseAccentsFor(n),i.baseScale=i.getBaseScale(),i.baseIc=i.getBaseIc(),i.baseIsChar=i.isCharBase(),i.isMathAccent=i.baseIsChar&&i.scriptChild&&!!i.scriptChild.coreMO().node.getProperty(\"mathaccent\"),i.checkLineAccents(),i.baseRemoveIc=!i.isLineAbove&&!i.isLineBelow&&(!i.constructor.useIC||i.isMathAccent),i):i}return o(t,e),Object.defineProperty(t.prototype,\"baseChild\",{get:function(){return this.childNodes[this.node.base]},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"scriptChild\",{get:function(){return this.childNodes[1]},enumerable:!1,configurable:!0}),t.prototype.getBaseCore=function(){for(var e=this.getSemanticBase()||this.childNodes[0];e&&(1===e.childNodes.length&&(e.node.isKind(\"mrow\")||e.node.isKind(\"TeXAtom\")||e.node.isKind(\"mstyle\")||e.node.isKind(\"mpadded\")||e.node.isKind(\"mphantom\")||e.node.isKind(\"semantics\"))||e.node.isKind(\"munderover\")&&e.isMathAccent);)this.setBaseAccentsFor(e),e=e.childNodes[0];return e||(this.baseHasAccentOver=this.baseHasAccentUnder=!1),e||this.childNodes[0]},t.prototype.setBaseAccentsFor=function(e){e.node.isKind(\"munderover\")&&(null===this.baseHasAccentOver&&(this.baseHasAccentOver=!!e.node.attributes.get(\"accent\")),null===this.baseHasAccentUnder&&(this.baseHasAccentUnder=!!e.node.attributes.get(\"accentunder\")))},t.prototype.getSemanticBase=function(){var e=this.node.attributes.getExplicit(\"data-semantic-fencepointer\");return this.getBaseFence(this.baseChild,e)},t.prototype.getBaseFence=function(e,t){var r,i;if(!e||!e.node.attributes||!t)return null;if(e.node.attributes.getExplicit(\"data-semantic-id\")===t)return e;try{for(var n=h(e.childNodes),s=n.next();!s.done;s=n.next()){var o=s.value,a=this.getBaseFence(o,t);if(a)return a}}catch(e){r={error:e}}finally{try{s&&!s.done&&(i=n.return)&&i.call(n)}finally{if(r)throw r.error}}return null},t.prototype.getBaseScale=function(){for(var e=this.baseCore,t=1;e&&e!==this;){t*=e.getBBox().rscale,e=e.parent}return t},t.prototype.getBaseIc=function(){return this.baseCore.getBBox().ic*this.baseScale},t.prototype.getAdjustedIc=function(){var e=this.baseCore.getBBox();return(e.ic?1.05*e.ic+.05:0)*this.baseScale},t.prototype.isCharBase=function(){var e=this.baseCore;return(e.node.isKind(\"mo\")&&null===e.size||e.node.isKind(\"mi\")||e.node.isKind(\"mn\"))&&1===e.bbox.rscale&&1===Array.from(e.getText()).length},t.prototype.checkLineAccents=function(){if(this.node.isKind(\"munderover\"))if(this.node.isKind(\"mover\"))this.isLineAbove=this.isLineAccent(this.scriptChild);else if(this.node.isKind(\"munder\"))this.isLineBelow=this.isLineAccent(this.scriptChild);else{this.isLineAbove=this.isLineAccent(this.overChild),this.isLineBelow=this.isLineAccent(this.underChild)}},t.prototype.isLineAccent=function(e){var t=e.coreMO().node;return t.isToken&&\"\\u2015\"===t.getText()},t.prototype.getBaseWidth=function(){var e=this.baseChild.getBBox();return e.w*e.rscale-(this.baseRemoveIc?this.baseIc:0)+this.font.params.extra_ic},t.prototype.computeBBox=function(e,t){void 0===t&&(t=!1);var r=this.getBaseWidth(),i=a(this.getOffset(),2),n=i[0],s=i[1];e.append(this.baseChild.getBBox()),e.combine(this.scriptChild.getBBox(),r+n,s),e.w+=this.font.params.scriptspace,e.clean(),this.setChildPWidths(t)},t.prototype.getOffset=function(){return[0,0]},t.prototype.baseCharZero=function(e){var t=!!this.baseCore.node.attributes.get(\"largeop\"),r=this.baseScale;return this.baseIsChar&&!t&&1===r?0:e},t.prototype.getV=function(){var e=this.baseCore.getBBox(),t=this.scriptChild.getBBox(),r=this.font.params,i=this.length2em(this.node.attributes.get(\"subscriptshift\"),r.sub1);return Math.max(this.baseCharZero(e.d*this.baseScale+r.sub_drop*t.rscale),i,t.h*t.rscale-.8*r.x_height)},t.prototype.getU=function(){var e=this.baseCore.getBBox(),t=this.scriptChild.getBBox(),r=this.font.params,i=this.node.attributes.getList(\"displaystyle\",\"superscriptshift\"),n=this.node.getProperty(\"texprimestyle\")?r.sup3:i.displaystyle?r.sup1:r.sup2,s=this.length2em(i.superscriptshift,n);return Math.max(this.baseCharZero(e.h*this.baseScale-r.sup_drop*t.rscale),s,t.d*t.rscale+1/4*r.x_height)},t.prototype.hasMovableLimits=function(){var e=this.node.attributes.get(\"displaystyle\"),t=this.baseChild.coreMO().node;return!e&&!!t.attributes.get(\"movablelimits\")},t.prototype.getOverKU=function(e,t){var r=this.node.attributes.get(\"accent\"),i=this.font.params,n=t.d*t.rscale,s=i.rule_thickness*i.separation_factor,o=this.baseHasAccentOver?s:0,a=this.isLineAbove?3*i.rule_thickness:s,c=(r?a:Math.max(i.big_op_spacing1,i.big_op_spacing3-Math.max(0,n)))-o;return[c,e.h*e.rscale+c+n]},t.prototype.getUnderKV=function(e,t){var r=this.node.attributes.get(\"accentunder\"),i=this.font.params,n=t.h*t.rscale,s=i.rule_thickness*i.separation_factor,o=this.baseHasAccentUnder?s:0,a=this.isLineBelow?3*i.rule_thickness:s,c=(r?a:Math.max(i.big_op_spacing2,i.big_op_spacing4-n))-o;return[c,-(e.d*e.rscale+c+n)]},t.prototype.getDeltaW=function(e,t){var r,i,n,s;void 0===t&&(t=[0,0,0]);var o=this.node.attributes.get(\"align\"),l=e.map((function(e){return e.w*e.rscale}));l[0]-=this.baseRemoveIc&&!this.baseCore.node.attributes.get(\"largeop\")?this.baseIc:0;var u=Math.max.apply(Math,c([],a(l))),d=[],p=0;try{for(var f=h(l.keys()),b=f.next();!b.done;b=f.next()){var y=b.value;d[y]=(\"center\"===o?(u-l[y])/2:\"right\"===o?u-l[y]:0)+t[y],d[y]<p&&(p=-d[y])}}catch(e){r={error:e}}finally{try{b&&!b.done&&(i=f.return)&&i.call(f)}finally{if(r)throw r.error}}if(p)try{for(var g=h(d.keys()),v=g.next();!v.done;v=g.next()){y=v.value;d[y]+=p}}catch(e){n={error:e}}finally{try{v&&!v.done&&(s=g.return)&&s.call(g)}finally{if(n)throw n.error}}return[1,2].map((function(t){return d[t]+=e[t]?e[t].dx*e[0].scale:0})),d},t.prototype.getDelta=function(e){void 0===e&&(e=!1);var t=this.node.attributes.get(\"accent\"),r=this.baseCore.getBBox(),i=r.sk,n=r.ic;return((t&&!e?i:0)+this.font.skewIcFactor*n)*this.baseScale},t.prototype.stretchChildren=function(){var e,t,r,i,n,s,o=[];try{for(var a=h(this.childNodes),c=a.next();!c.done;c=a.next()){(C=c.value).canStretch(2)&&o.push(C)}}catch(t){e={error:t}}finally{try{c&&!c.done&&(t=a.return)&&t.call(a)}finally{if(e)throw e.error}}var l=o.length,u=this.childNodes.length;if(l&&u>1){var d=0,p=l>1&&l===u;try{for(var f=h(this.childNodes),b=f.next();!b.done;b=f.next()){var y=0===(C=b.value).stretch.dir;if(p||y){var g=C.getBBox(y),v=g.w,m=g.rscale;v*m>d&&(d=v*m)}}}catch(e){r={error:e}}finally{try{b&&!b.done&&(i=f.return)&&i.call(f)}finally{if(r)throw r.error}}try{for(var B=h(o),x=B.next();!x.done;x=B.next()){var C;(C=x.value).coreMO().getStretchedVariant([d/C.bbox.rscale])}}catch(e){n={error:e}}finally{try{x&&!x.done&&(s=B.return)&&s.call(B)}finally{if(n)throw n.error}}}},t}(e),t.useIC=!0,t}},\n",
       "      624: function _(t,e,i,r,n){var o,s=this&&this.__extends||(o=function(t,e){return o=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var i in e)Object.prototype.hasOwnProperty.call(e,i)&&(t[i]=e[i])},o(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function i(){this.constructor=t}o(t,e),t.prototype=null===e?Object.create(e):(i.prototype=e.prototype,new i)}),u=this&&this.__read||function(t,e){var i=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!i)return t;var r,n,o=i.call(t),s=[];try{for(;(void 0===e||e-- >0)&&!(r=o.next()).done;)s.push(r.value)}catch(t){n={error:t}}finally{try{r&&!r.done&&(i=o.return)&&i.call(o)}finally{if(n)throw n.error}}return s};r(),i.CommonMsubMixin=function(t){var e;return e=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),Object.defineProperty(e.prototype,\"scriptChild\",{get:function(){return this.childNodes[this.node.sub]},enumerable:!1,configurable:!0}),e.prototype.getOffset=function(){return[0,-this.getV()]},e}(t),e.useIC=!1,e},i.CommonMsupMixin=function(t){return function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),Object.defineProperty(e.prototype,\"scriptChild\",{get:function(){return this.childNodes[this.node.sup]},enumerable:!1,configurable:!0}),e.prototype.getOffset=function(){return[this.getAdjustedIc()-(this.baseRemoveIc?0:this.baseIc),this.getU()]},e}(t)},i.CommonMsubsupMixin=function(t){var e;return e=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.UVQ=null,e}return s(e,t),Object.defineProperty(e.prototype,\"subChild\",{get:function(){return this.childNodes[this.node.sub]},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"supChild\",{get:function(){return this.childNodes[this.node.sup]},enumerable:!1,configurable:!0}),e.prototype.computeBBox=function(t,e){void 0===e&&(e=!1);var i=this.baseChild.getBBox(),r=u([this.subChild.getBBox(),this.supChild.getBBox()],2),n=r[0],o=r[1];t.empty(),t.append(i);var s=this.getBaseWidth(),h=this.getAdjustedIc(),c=u(this.getUVQ(),2),a=c[0],l=c[1];t.combine(n,s,l),t.combine(o,s+h,a),t.w+=this.font.params.scriptspace,t.clean(),this.setChildPWidths(e)},e.prototype.getUVQ=function(t,e){void 0===t&&(t=this.subChild.getBBox()),void 0===e&&(e=this.supChild.getBBox());var i=this.baseCore.getBBox();if(this.UVQ)return this.UVQ;var r=this.font.params,n=3*r.rule_thickness,o=this.length2em(this.node.attributes.get(\"subscriptshift\"),r.sub2),s=this.baseCharZero(i.d*this.baseScale+r.sub_drop*t.rscale),h=u([this.getU(),Math.max(s,o)],2),c=h[0],a=h[1],l=c-e.d*e.rscale-(t.h*t.rscale-a);if(l<n){a+=n-l;var p=.8*r.x_height-(c-e.d*e.rscale);p>0&&(c+=p,a-=p)}return c=Math.max(this.length2em(this.node.attributes.get(\"superscriptshift\"),c),c),a=Math.max(this.length2em(this.node.attributes.get(\"subscriptshift\"),a),a),l=c-e.d*e.rscale-(t.h*t.rscale-a),this.UVQ=[c,-a,l],this.UVQ},e}(t),e.useIC=!1,e}},\n",
       "      625: function _(t,e,r,n,o){var u,i=this&&this.__extends||(u=function(t,e){return u=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},u(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}u(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),s=this&&this.__assign||function(){return s=Object.assign||function(t){for(var e,r=1,n=arguments.length;r<n;r++)for(var o in e=arguments[r])Object.prototype.hasOwnProperty.call(e,o)&&(t[o]=e[o]);return t},s.apply(this,arguments)};n();var p=t(533),c=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"msubsup\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"arity\",{get:function(){return 3},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"base\",{get:function(){return 0},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"sub\",{get:function(){return 1},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"sup\",{get:function(){return 2},enumerable:!1,configurable:!0}),e.prototype.setChildInheritedAttributes=function(t,e,r,n){var o=this.childNodes;o[0].setInheritedAttributes(t,e,r,n),o[1].setInheritedAttributes(t,!1,r+1,n||1===this.sub),o[2]&&o[2].setInheritedAttributes(t,!1,r+1,n||2===this.sub)},e.defaults=s(s({},p.AbstractMmlBaseNode.defaults),{subscriptshift:\"\",superscriptshift:\"\"}),e}(p.AbstractMmlBaseNode);r.MmlMsubsup=c;var f=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"msub\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"arity\",{get:function(){return 2},enumerable:!1,configurable:!0}),e.defaults=s({},c.defaults),e}(c);r.MmlMsub=f;var a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"msup\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"arity\",{get:function(){return 2},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"sup\",{get:function(){return 1},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"sub\",{get:function(){return 2},enumerable:!1,configurable:!0}),e.defaults=s({},c.defaults),e}(c);r.MmlMsup=a},\n",
       "      626: function _(t,e,o,i,r){var n,s=this&&this.__extends||(n=function(t,e){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var o in e)Object.prototype.hasOwnProperty.call(e,o)&&(t[o]=e[o])},n(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function o(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(o.prototype=e.prototype,new o)}),l=this&&this.__read||function(t,e){var o=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!o)return t;var i,r,n=o.call(t),s=[];try{for(;(void 0===e||e-- >0)&&!(i=n.next()).done;)s.push(i.value)}catch(t){r={error:t}}finally{try{i&&!i.done&&(o=n.return)&&o.call(n)}finally{if(r)throw r.error}}return s};i();var a=t(621),h=t(627),p=t(627),u=t(627),c=t(628),d=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),e.prototype.toSVG=function(e){if(this.hasMovableLimits())t.prototype.toSVG.call(this,e);else{var o=this.standardSVGnode(e),i=l([this.baseChild,this.scriptChild],2),r=i[0],n=i[1],s=l([r.getBBox(),n.getBBox()],2),a=s[0],h=s[1];r.toSVG(o),n.toSVG(o);var p=this.isLineBelow?0:this.getDelta(!0),u=this.getUnderKV(a,h)[1],c=l(this.getDeltaW([a,h],[0,-p]),2),d=c[0],f=c[1];r.place(d,0),n.place(f,u)}},e.kind=c.MmlMunder.prototype.kind,e}(h.CommonMunderMixin(a.SVGmsub));o.SVGmunder=d;var f=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),e.prototype.toSVG=function(e){if(this.hasMovableLimits())t.prototype.toSVG.call(this,e);else{var o=this.standardSVGnode(e),i=l([this.baseChild,this.scriptChild],2),r=i[0],n=i[1],s=l([r.getBBox(),n.getBBox()],2),a=s[0],h=s[1];r.toSVG(o),n.toSVG(o);var p=this.isLineAbove?0:this.getDelta(),u=this.getOverKU(a,h)[1],c=l(this.getDeltaW([a,h],[0,p]),2),d=c[0],f=c[1];r.place(d,0),n.place(f,u)}},e.kind=c.MmlMover.prototype.kind,e}(p.CommonMoverMixin(a.SVGmsup));o.SVGmover=f;var v=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),e.prototype.toSVG=function(e){if(this.hasMovableLimits())t.prototype.toSVG.call(this,e);else{var o=this.standardSVGnode(e),i=l([this.baseChild,this.overChild,this.underChild],3),r=i[0],n=i[1],s=i[2],a=l([r.getBBox(),n.getBBox(),s.getBBox()],3),h=a[0],p=a[1],u=a[2];r.toSVG(o),s.toSVG(o),n.toSVG(o);var c=this.getDelta(),d=this.getOverKU(h,p)[1],f=this.getUnderKV(h,u)[1],v=l(this.getDeltaW([h,u,p],[0,this.isLineBelow?0:-c,this.isLineAbove?0:c]),3),y=v[0],S=v[1],V=v[2];r.place(y,0),s.place(S,f),n.place(V,d)}},e.kind=c.MmlMunderover.prototype.kind,e}(u.CommonMunderoverMixin(a.SVGmsubsup));o.SVGmunderover=v},\n",
       "      627: function _(t,e,i,o,r){var n,s=this&&this.__extends||(n=function(t,e){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var i in e)Object.prototype.hasOwnProperty.call(e,i)&&(t[i]=e[i])},n(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function i(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(i.prototype=e.prototype,new i)}),h=this&&this.__read||function(t,e){var i=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!i)return t;var o,r,n=i.call(t),s=[];try{for(;(void 0===e||e-- >0)&&!(o=n.next()).done;)s.push(o.value)}catch(t){r={error:t}}finally{try{o&&!o.done&&(i=n.return)&&i.call(n)}finally{if(r)throw r.error}}return s},c=this&&this.__spreadArray||function(t,e){for(var i=0,o=e.length,r=t.length;i<o;i++,r++)t[r]=e[i];return t};o(),i.CommonMunderMixin=function(t){return function(t){function e(){for(var e=[],i=0;i<arguments.length;i++)e[i]=arguments[i];var o=t.apply(this,c([],h(e)))||this;return o.stretchChildren(),o}return s(e,t),Object.defineProperty(e.prototype,\"scriptChild\",{get:function(){return this.childNodes[this.node.under]},enumerable:!1,configurable:!0}),e.prototype.computeBBox=function(e,i){if(void 0===i&&(i=!1),this.hasMovableLimits())t.prototype.computeBBox.call(this,e,i);else{e.empty();var o=this.baseChild.getBBox(),r=this.scriptChild.getBBox(),n=this.getUnderKV(o,r)[1],s=this.isLineBelow?0:this.getDelta(!0),c=h(this.getDeltaW([o,r],[0,-s]),2),l=c[0],u=c[1];e.combine(o,l,0),e.combine(r,u,n),e.d+=this.font.params.big_op_spacing5,e.clean(),this.setChildPWidths(i)}},e}(t)},i.CommonMoverMixin=function(t){return function(t){function e(){for(var e=[],i=0;i<arguments.length;i++)e[i]=arguments[i];var o=t.apply(this,c([],h(e)))||this;return o.stretchChildren(),o}return s(e,t),Object.defineProperty(e.prototype,\"scriptChild\",{get:function(){return this.childNodes[this.node.over]},enumerable:!1,configurable:!0}),e.prototype.computeBBox=function(e){if(this.hasMovableLimits())t.prototype.computeBBox.call(this,e);else{e.empty();var i=this.baseChild.getBBox(),o=this.scriptChild.getBBox(),r=this.getOverKU(i,o)[1],n=this.isLineAbove?0:this.getDelta(),s=h(this.getDeltaW([i,o],[0,n]),2),c=s[0],l=s[1];e.combine(i,c,0),e.combine(o,l,r),e.h+=this.font.params.big_op_spacing5,e.clean()}},e}(t)},i.CommonMunderoverMixin=function(t){return function(t){function e(){for(var e=[],i=0;i<arguments.length;i++)e[i]=arguments[i];var o=t.apply(this,c([],h(e)))||this;return o.stretchChildren(),o}return s(e,t),Object.defineProperty(e.prototype,\"underChild\",{get:function(){return this.childNodes[this.node.under]},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"overChild\",{get:function(){return this.childNodes[this.node.over]},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"subChild\",{get:function(){return this.underChild},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"supChild\",{get:function(){return this.overChild},enumerable:!1,configurable:!0}),e.prototype.computeBBox=function(e){if(this.hasMovableLimits())t.prototype.computeBBox.call(this,e);else{e.empty();var i=this.overChild.getBBox(),o=this.baseChild.getBBox(),r=this.underChild.getBBox(),n=this.getOverKU(o,i)[1],s=this.getUnderKV(o,r)[1],c=this.getDelta(),l=h(this.getDeltaW([o,r,i],[0,this.isLineBelow?0:-c,this.isLineAbove?0:c]),3),u=l[0],a=l[1],p=l[2];e.combine(o,u,0),e.combine(i,p,n),e.combine(r,a,s);var f=this.font.params.big_op_spacing5;e.h+=f,e.d+=f,e.clean()}},e}(t)}},\n",
       "      628: function _(e,t,r,n,i){var o,u=this&&this.__extends||(o=function(e,t){return o=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var r in t)Object.prototype.hasOwnProperty.call(t,r)&&(e[r]=t[r])},o(e,t)},function(e,t){if(\"function\"!=typeof t&&null!==t)throw new TypeError(\"Class extends value \"+String(t)+\" is not a constructor or null\");function r(){this.constructor=e}o(e,t),e.prototype=null===t?Object.create(t):(r.prototype=t.prototype,new r)}),c=this&&this.__assign||function(){return c=Object.assign||function(e){for(var t,r=1,n=arguments.length;r<n;r++)for(var i in t=arguments[r])Object.prototype.hasOwnProperty.call(t,i)&&(e[i]=t[i]);return e},c.apply(this,arguments)};n();var a=e(533),l=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return u(t,e),Object.defineProperty(t.prototype,\"kind\",{get:function(){return\"munderover\"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"arity\",{get:function(){return 3},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"base\",{get:function(){return 0},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"under\",{get:function(){return 1},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"over\",{get:function(){return 2},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"linebreakContainer\",{get:function(){return!0},enumerable:!1,configurable:!0}),t.prototype.setChildInheritedAttributes=function(e,t,r,n){var i=this.childNodes;i[0].setInheritedAttributes(e,t,r,n||!!i[this.over]);var o=!(t||!i[0].coreMO().attributes.get(\"movablelimits\")),u=this.constructor.ACCENTS;i[1].setInheritedAttributes(e,!1,this.getScriptlevel(u[1],o,r),n||1===this.under),this.setInheritedAccent(1,u[1],t,r,n,o),i[2]&&(i[2].setInheritedAttributes(e,!1,this.getScriptlevel(u[2],o,r),n||2===this.under),this.setInheritedAccent(2,u[2],t,r,n,o))},t.prototype.getScriptlevel=function(e,t,r){return!t&&this.attributes.get(e)||r++,r},t.prototype.setInheritedAccent=function(e,t,r,n,i,o){var u=this.childNodes[e];if(null==this.attributes.getExplicit(t)&&u.isEmbellished){var c=u.coreMO().attributes.get(\"accent\");this.attributes.setInherited(t,c),c!==this.attributes.getDefault(t)&&u.setInheritedAttributes({},r,this.getScriptlevel(t,o,n),i)}},t.defaults=c(c({},a.AbstractMmlBaseNode.defaults),{accent:!1,accentunder:!1,align:\"center\"}),t.ACCENTS=[\"\",\"accentunder\",\"accent\"],t}(a.AbstractMmlBaseNode);r.MmlMunderover=l;var s=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return u(t,e),Object.defineProperty(t.prototype,\"kind\",{get:function(){return\"munder\"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"arity\",{get:function(){return 2},enumerable:!1,configurable:!0}),t.defaults=c({},l.defaults),t}(l);r.MmlMunder=s;var p=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return u(t,e),Object.defineProperty(t.prototype,\"kind\",{get:function(){return\"mover\"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"arity\",{get:function(){return 2},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"over\",{get:function(){return 1},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"under\",{get:function(){return 2},enumerable:!1,configurable:!0}),t.defaults=c({},l.defaults),t.ACCENTS=[\"\",\"accent\",\"accentunder\"],t}(l);r.MmlMover=p},\n",
       "      629: function _(t,r,i,o,e){var n,s=this&&this.__extends||(n=function(t,r){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,r){t.__proto__=r}||function(t,r){for(var i in r)Object.prototype.hasOwnProperty.call(r,i)&&(t[i]=r[i])},n(t,r)},function(t,r){if(\"function\"!=typeof r&&null!==r)throw new TypeError(\"Class extends value \"+String(r)+\" is not a constructor or null\");function i(){this.constructor=t}n(t,r),t.prototype=null===r?Object.create(r):(i.prototype=r.prototype,new i)}),p=this&&this.__read||function(t,r){var i=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!i)return t;var o,e,n=i.call(t),s=[];try{for(;(void 0===r||r-- >0)&&!(o=n.next()).done;)s.push(o.value)}catch(t){e={error:t}}finally{try{o&&!o.done&&(i=n.return)&&i.call(n)}finally{if(e)throw e.error}}return s};o();var c=t(621),a=t(630),u=t(631),l=function(t){function r(){return null!==t&&t.apply(this,arguments)||this}return s(r,t),r.prototype.toSVG=function(t){var r=this.standardSVGnode(t),i=this.scriptData,o=this.combinePrePost(i.sub,i.psub),e=this.combinePrePost(i.sup,i.psup),n=p(this.getUVQ(o,e),2),s=n[0],c=n[1],a=0;i.numPrescripts&&(a=this.addScripts(.05,s,c,!0,this.firstPrescript,i.numPrescripts));var u=this.baseChild;u.toSVG(r),u.place(a,0),a+=u.getBBox().w,i.numScripts&&this.addScripts(a,s,c,!1,1,i.numScripts)},r.prototype.addScripts=function(t,r,i,o,e,n){var s=this.adaptor,c=s.append(this.element,this.svg(\"g\")),a=s.append(this.element,this.svg(\"g\"));this.place(t,r,c),this.place(t,i,a);for(var u=e+2*n,l=0;e<u;){var h=p([this.childNodes[e++],this.childNodes[e++]],2),f=h[0],d=h[1],y=p([f.getBBox(),d.getBBox()],2),m=y[0],v=y[1],S=p([m.rscale,v.rscale],2),_=S[0],b=S[1],w=Math.max(m.w*_,v.w*b);f.toSVG(a),d.toSVG(c),f.place(l+(o?w-m.w*_:0),0),d.place(l+(o?w-v.w*b:0),0),l+=w}return t+l},r.kind=u.MmlMmultiscripts.prototype.kind,r}(a.CommonMmultiscriptsMixin(c.SVGmsubsup));i.SVGmmultiscripts=l},\n",
       "      630: function _(t,s,i,r,e){var n,o=this&&this.__extends||(n=function(t,s){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,s){t.__proto__=s}||function(t,s){for(var i in s)Object.prototype.hasOwnProperty.call(s,i)&&(t[i]=s[i])},n(t,s)},function(t,s){if(\"function\"!=typeof s&&null!==s)throw new TypeError(\"Class extends value \"+String(s)+\" is not a constructor or null\");function i(){this.constructor=t}n(t,s),t.prototype=null===s?Object.create(s):(i.prototype=s.prototype,new i)}),p=this&&this.__read||function(t,s){var i=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!i)return t;var r,e,n=i.call(t),o=[];try{for(;(void 0===s||s-- >0)&&!(r=n.next()).done;)o.push(r.value)}catch(t){e={error:t}}finally{try{r&&!r.done&&(i=n.return)&&i.call(n)}finally{if(e)throw e.error}}return o},u=this&&this.__spreadArray||function(t,s){for(var i=0,r=s.length,e=t.length;i<r;i++,e++)t[e]=s[i];return t},a=this&&this.__values||function(t){var s=\"function\"==typeof Symbol&&Symbol.iterator,i=s&&t[s],r=0;if(i)return i.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&r>=t.length&&(t=void 0),{value:t&&t[r++],done:!t}}};throw new TypeError(s?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};r();var c=t(577);i.NextScript={base:\"subList\",subList:\"supList\",supList:\"subList\",psubList:\"psupList\",psupList:\"psubList\"},i.ScriptNames=[\"sup\",\"sup\",\"psup\",\"psub\"],i.CommonMmultiscriptsMixin=function(t){return function(t){function s(){for(var s=[],i=0;i<arguments.length;i++)s[i]=arguments[i];var r=t.apply(this,u([],p(s)))||this;return r.scriptData=null,r.firstPrescript=0,r.getScriptData(),r}return o(s,t),s.prototype.combinePrePost=function(t,s){var i=new c.BBox(t);return i.combine(s,0,0),i},s.prototype.computeBBox=function(t,s){void 0===s&&(s=!1);var i=this.font.params.scriptspace,r=this.scriptData,e=this.combinePrePost(r.sub,r.psub),n=this.combinePrePost(r.sup,r.psup),o=p(this.getUVQ(e,n),2),u=o[0],a=o[1];if(t.empty(),r.numPrescripts&&(t.combine(r.psup,i,u),t.combine(r.psub,i,a)),t.append(r.base),r.numScripts){var c=t.w;t.combine(r.sup,c,u),t.combine(r.sub,c,a),t.w+=i}t.clean(),this.setChildPWidths(s)},s.prototype.getScriptData=function(){var t=this.scriptData={base:null,sub:c.BBox.empty(),sup:c.BBox.empty(),psub:c.BBox.empty(),psup:c.BBox.empty(),numPrescripts:0,numScripts:0},s=this.getScriptBBoxLists();this.combineBBoxLists(t.sub,t.sup,s.subList,s.supList),this.combineBBoxLists(t.psub,t.psup,s.psubList,s.psupList),t.base=s.base[0],t.numPrescripts=s.psubList.length,t.numScripts=s.subList.length},s.prototype.getScriptBBoxLists=function(){var t,s,r={base:[],subList:[],supList:[],psubList:[],psupList:[]},e=\"base\";try{for(var n=a(this.childNodes),o=n.next();!o.done;o=n.next()){var p=o.value;p.node.isKind(\"mprescripts\")?e=\"psubList\":(r[e].push(p.getBBox()),e=i.NextScript[e])}}catch(s){t={error:s}}finally{try{o&&!o.done&&(s=n.return)&&s.call(n)}finally{if(t)throw t.error}}return this.firstPrescript=r.subList.length+r.supList.length+2,this.padLists(r.subList,r.supList),this.padLists(r.psubList,r.psupList),r},s.prototype.padLists=function(t,s){t.length>s.length&&s.push(c.BBox.empty())},s.prototype.combineBBoxLists=function(t,s,i,r){for(var e=0;e<i.length;e++){var n=p(this.getScaledWHD(i[e]),3),o=n[0],u=n[1],a=n[2],c=p(this.getScaledWHD(r[e]),3),h=c[0],l=c[1],b=c[2],f=Math.max(o,h);t.w+=f,s.w+=f,u>t.h&&(t.h=u),a>t.d&&(t.d=a),l>s.h&&(s.h=l),b>s.d&&(s.d=b)}},s.prototype.getScaledWHD=function(t){var s=t.w,i=t.h,r=t.d,e=t.rscale;return[s*e,i*e,r*e]},s.prototype.getUVQ=function(s,i){var r;if(!this.UVQ){var e=p([0,0,0],3),n=e[0],o=e[1],u=e[2];0===s.h&&0===s.d?n=this.getU():0===i.h&&0===i.d?n=-this.getV():(n=(r=p(t.prototype.getUVQ.call(this,s,i),3))[0],o=r[1],u=r[2]),this.UVQ=[n,o,u]}return this.UVQ},s}(t)}},\n",
       "      631: function _(t,e,r,i,n){var o,s=this&&this.__extends||(o=function(t,e){return o=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},o(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}o(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),c=this&&this.__assign||function(){return c=Object.assign||function(t){for(var e,r=1,i=arguments.length;r<i;r++)for(var n in e=arguments[r])Object.prototype.hasOwnProperty.call(e,n)&&(t[n]=e[n]);return t},c.apply(this,arguments)};i();var u=t(533),l=t(625),p=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"mmultiscripts\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"arity\",{get:function(){return 1},enumerable:!1,configurable:!0}),e.prototype.setChildInheritedAttributes=function(t,e,r,i){this.childNodes[0].setInheritedAttributes(t,e,r,i);for(var n=!1,o=1,s=0;o<this.childNodes.length;o++){var c=this.childNodes[o];if(c.isKind(\"mprescripts\")){if(!n&&(n=!0,o%2==0)){var u=this.factory.create(\"mrow\");this.childNodes.splice(o,0,u),u.parent=this,o++}}else{var l=i||s%2==0;c.setInheritedAttributes(t,!1,r+1,l),s++}}this.childNodes.length%2==(n?1:0)&&(this.appendChild(this.factory.create(\"mrow\")),this.childNodes[this.childNodes.length-1].setInheritedAttributes(t,!1,r+1,i))},e.prototype.verifyChildren=function(e){for(var r=!1,i=e.fixMmultiscripts,n=0;n<this.childNodes.length;n++){var o=this.childNodes[n];o.isKind(\"mprescripts\")&&(r?o.mError(o.kind+\" can only appear once in \"+this.kind,e,!0):(r=!0,n%2!=0||i||this.mError(\"There must be an equal number of prescripts of each type\",e)))}this.childNodes.length%2!=(r?1:0)||i||this.mError(\"There must be an equal number of scripts of each type\",e),t.prototype.verifyChildren.call(this,e)},e.defaults=c({},l.MmlMsubsup.defaults),e}(l.MmlMsubsup);r.MmlMmultiscripts=p;var a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"mprescripts\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"arity\",{get:function(){return 0},enumerable:!1,configurable:!0}),e.prototype.verifyTree=function(e){t.prototype.verifyTree.call(this,e),this.parent&&!this.parent.isKind(\"mmultiscripts\")&&this.mError(this.kind+\" must be a child of mmultiscripts\",e,!0)},e.defaults=c({},u.AbstractMmlNode.defaults),e}(u.AbstractMmlNode);r.MmlMprescripts=a;var h=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"none\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"arity\",{get:function(){return 0},enumerable:!1,configurable:!0}),e.prototype.verifyTree=function(e){t.prototype.verifyTree.call(this,e),this.parent&&!this.parent.isKind(\"mmultiscripts\")&&this.mError(this.kind+\" must be a child of mmultiscripts\",e,!0)},e.defaults=c({},u.AbstractMmlNode.defaults),e}(u.AbstractMmlNode);r.MmlNone=h},\n",
       "      632: function _(t,e,i,s,a){var n,o=this&&this.__extends||(n=function(t,e){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var i in e)Object.prototype.hasOwnProperty.call(e,i)&&(t[i]=e[i])},n(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function i(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(i.prototype=e.prototype,new i)}),h=this&&this.__read||function(t,e){var i=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!i)return t;var s,a,n=i.call(t),o=[];try{for(;(void 0===e||e-- >0)&&!(s=n.next()).done;)o.push(s.value)}catch(t){a={error:t}}finally{try{s&&!s.done&&(i=n.return)&&i.call(n)}finally{if(a)throw a.error}}return o},r=this&&this.__spreadArray||function(t,e){for(var i=0,s=e.length,a=t.length;i<s;i++,a++)t[a]=e[i];return t};s();var l=t(574),d=t(633),p=t(635),f=function(t){function e(e,i,s){void 0===s&&(s=null);var a=t.call(this,e,i,s)||this,n={\"data-labels\":!0};return a.isTop&&(n.transform=\"matrix(1 0 0 -1 0 0)\"),a.labels=a.svg(\"g\",n),a}return o(e,t),e.prototype.toSVG=function(t){var e=this.standardSVGnode(t);this.placeRows(e),this.handleColumnLines(e),this.handleRowLines(e),this.handleFrame(e);var i=this.handlePWidth(e);this.handleLabels(e,t,i)},e.prototype.placeRows=function(t){for(var e,i,s,a=this.node.attributes.get(\"equalrows\"),n=this.getTableData(),o=n.H,l=n.D,d=this.getEqualRowHeight(),p=this.getRowHalfSpacing(),f=r(r([this.fLine],h(this.rLines)),[this.fLine]),c=this.getBBox().h-f[0],g=0;g<this.numRows;g++){var u=this.childNodes[g];e=h(this.getRowHD(a,d,o[g],l[g]),2),u.H=e[0],u.D=e[1],i=h([p[g],p[g+1]],2),u.tSpace=i[0],u.bSpace=i[1],s=h([f[g],f[g+1]],2),u.tLine=s[0],u.bLine=s[1],u.toSVG(t),u.place(0,c-p[g]-u.H),c-=p[g]+u.H+u.D+p[g+1]+f[g+1]}},e.prototype.getRowHD=function(t,e,i,s){return t?[(e+i-s)/2,(e-i+s)/2]:[i,s]},e.prototype.handleColor=function(){t.prototype.handleColor.call(this);var e=this.firstChild();e&&this.adaptor.setAttribute(e,\"width\",this.fixed(this.getWidth()))},e.prototype.handleColumnLines=function(t){if(\"none\"!==this.node.attributes.get(\"columnlines\")){var e=this.getColumnAttributes(\"columnlines\");if(e)for(var i=this.getColumnHalfSpacing(),s=this.cLines,a=this.getComputedWidths(),n=this.fLine,o=0;o<e.length;o++)n+=i[o]+a[o]+i[o+1],\"none\"!==e[o]&&this.adaptor.append(t,this.makeVLine(n,e[o],s[o])),n+=s[o]}},e.prototype.handleRowLines=function(t){if(\"none\"!==this.node.attributes.get(\"rowlines\")){var e=this.getRowAttributes(\"rowlines\");if(e)for(var i=this.node.attributes.get(\"equalrows\"),s=this.getTableData(),a=s.H,n=s.D,o=this.getEqualRowHeight(),r=this.getRowHalfSpacing(),l=this.rLines,d=this.getBBox().h-this.fLine,p=0;p<e.length;p++){var f=h(this.getRowHD(i,o,a[p],n[p]),2),c=f[0],g=f[1];d-=r[p]+c+g+r[p+1],\"none\"!==e[p]&&this.adaptor.append(t,this.makeHLine(d,e[p],l[p])),d-=l[p]}}},e.prototype.handleFrame=function(t){if(this.frame&&this.fLine){var e=this.getBBox(),i=e.h,s=e.d,a=e.w,n=this.node.attributes.get(\"frame\");this.adaptor.append(t,this.makeFrame(a,i,s,n))}},e.prototype.handlePWidth=function(t){if(!this.pWidth)return 0;var e=this.getBBox(),i=e.w,s=e.L,a=e.R,n=s+this.pWidth+a,o=this.getAlignShift()[0],h=Math.max(this.isTop?n:0,this.container.getWrapWidth(this.containerI))-s-a,r=i-(this.pWidth>h?h:this.pWidth),l=\"left\"===o?0:\"right\"===o?r:r/2;if(l){var d=this.svg(\"g\",{},this.adaptor.childNodes(t));this.place(l,0,d),this.adaptor.append(t,d)}return l},e.prototype.lineClass=function(t){return\"mjx-\"+t},e.prototype.makeFrame=function(t,e,i,s){var a=this.fLine;return this.svg(\"rect\",this.setLineThickness(a,s,{\"data-frame\":!0,class:this.lineClass(s),width:this.fixed(t-a),height:this.fixed(e+i-a),x:this.fixed(a/2),y:this.fixed(a/2-i)}))},e.prototype.makeVLine=function(t,e,i){var s=this.getBBox(),a=s.h,n=s.d,o=\"dotted\"===e?i/2:0,h=this.fixed(t+i/2);return this.svg(\"line\",this.setLineThickness(i,e,{\"data-line\":\"v\",class:this.lineClass(e),x1:h,y1:this.fixed(o-n),x2:h,y2:this.fixed(a-o)}))},e.prototype.makeHLine=function(t,e,i){var s=this.getBBox().w,a=\"dotted\"===e?i/2:0,n=this.fixed(t-i/2);return this.svg(\"line\",this.setLineThickness(i,e,{\"data-line\":\"h\",class:this.lineClass(e),x1:this.fixed(a),y1:n,x2:this.fixed(s-a),y2:n}))},e.prototype.setLineThickness=function(t,e,i){return.07!==t&&(i[\"stroke-thickness\"]=this.fixed(t),\"solid\"!==e&&(i[\"stroke-dasharray\"]=(\"dotted\"===e?\"0,\":\"\")+this.fixed(2*t))),i},e.prototype.handleLabels=function(t,e,i){if(this.hasLabels){var s=this.labels,a=this.node.attributes.get(\"side\");this.spaceLabels(),this.isTop?this.topTable(t,s,a):this.subTable(t,s,a,i)}},e.prototype.spaceLabels=function(){for(var t=this.adaptor,e=this.getBBox().h,i=this.getTableData().L,s=this.getRowHalfSpacing(),a=e-this.fLine,n=t.firstChild(this.labels),o=0;o<this.numRows;o++){var h=this.childNodes[o];if(h.node.isKind(\"mlabeledtr\")){var r=h.childNodes[0];a-=s[o]+h.H,h.placeCell(r,{x:0,y:a,w:i,lSpace:0,rSpace:0,lLine:0,rLine:0}),a-=h.D+s[o+1]+this.rLines[o],n=t.next(n)}else a-=s[o]+h.H+h.D+s[o+1]+this.rLines[o]}},e.prototype.topTable=function(t,e,i){var s=this.adaptor,a=this.getBBox(),n=a.h,o=a.d,r=a.w,l=a.L,d=a.R,p=l+(this.pWidth||r)+d,f=this.getTableData().L,c=h(this.getPadAlignShift(i),3),g=c[1],u=c[2]+(\"right\"===g?-p:\"center\"===g?-p/2:0)+l,x=\"matrix(1 0 0 -1 0 0)\",m=\"scale(\"+this.jax.fixed(1e3*this.font.params.x_height/this.metrics.ex,2)+\")\",v=\"translate(0 \"+this.fixed(n)+\") \"+x+\" \"+m,b=this.svg(\"svg\",{\"data-table\":!0,preserveAspectRatio:\"left\"===g?\"xMinYMid\":\"right\"===g?\"xMaxYMid\":\"xMidYMid\",viewBox:[this.fixed(-u),this.fixed(-n),1,this.fixed(n+o)].join(\" \")},[this.svg(\"g\",{transform:x},s.childNodes(t))]);e=this.svg(\"svg\",{\"data-labels\":!0,preserveAspectRatio:\"left\"===i?\"xMinYMid\":\"xMaxYMid\",viewBox:[\"left\"===i?0:this.fixed(f),this.fixed(-n),1,this.fixed(n+o)].join(\" \")},[e]),s.append(t,this.svg(\"g\",{transform:v},[b,e])),this.place(-l,0,t)},e.prototype.subTable=function(t,e,i,s){var a=this.adaptor,n=this.getBBox(),o=n.w,h=n.L,r=n.R,l=h+(this.pWidth||o)+r,d=this.getTableData().L,p=this.getAlignShift()[0],f=Math.max(l,this.container.getWrapWidth(this.containerI));this.place(\"left\"===i?(\"left\"===p?0:\"right\"===p?l-f+s:(l-f)/2+s)-h:(\"left\"===p?f:\"right\"===p?l+s:(f+l)/2+s)-h-d,0,e),a.append(t,e)},e.kind=p.MmlMtable.prototype.kind,e.styles={'g[data-mml-node=\"mtable\"] > line[data-line], svg[data-table] > g > line[data-line]':{\"stroke-width\":\"70px\",fill:\"none\"},'g[data-mml-node=\"mtable\"] > rect[data-frame], svg[data-table] > g > rect[data-frame]':{\"stroke-width\":\"70px\",fill:\"none\"},'g[data-mml-node=\"mtable\"] > .mjx-dashed, svg[data-table] > g > .mjx-dashed':{\"stroke-dasharray\":\"140\"},'g[data-mml-node=\"mtable\"] > .mjx-dotted, svg[data-table] > g > .mjx-dotted':{\"stroke-linecap\":\"round\",\"stroke-dasharray\":\"0,140\"},'g[data-mml-node=\"mtable\"] > g > svg':{overflow:\"visible\"}},e}(d.CommonMtableMixin(l.SVGWrapper));i.SVGmtable=f},\n",
       "      633: function _(t,e,i,n,r){var o,s=this&&this.__extends||(o=function(t,e){return o=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var i in e)Object.prototype.hasOwnProperty.call(e,i)&&(t[i]=e[i])},o(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function i(){this.constructor=t}o(t,e),t.prototype=null===e?Object.create(e):(i.prototype=e.prototype,new i)}),a=this&&this.__read||function(t,e){var i=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!i)return t;var n,r,o=i.call(t),s=[];try{for(;(void 0===e||e-- >0)&&!(n=o.next()).done;)s.push(n.value)}catch(t){r={error:t}}finally{try{n&&!n.done&&(i=o.return)&&i.call(o)}finally{if(r)throw r.error}}return s},h=this&&this.__spreadArray||function(t,e){for(var i=0,n=e.length,r=t.length;i<n;i++,r++)t[r]=e[i];return t},l=this&&this.__values||function(t){var e=\"function\"==typeof Symbol&&Symbol.iterator,i=e&&t[e],n=0;if(i)return i.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&n>=t.length&&(t=void 0),{value:t&&t[n++],done:!t}}};throw new TypeError(e?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};n();var u=t(577),c=t(530),f=t(634);i.CommonMtableMixin=function(t){return function(t){function e(){for(var e=[],i=0;i<arguments.length;i++)e[i]=arguments[i];var n=t.apply(this,h([],a(e)))||this;n.numCols=0,n.numRows=0,n.data=null,n.pwidthCells=[],n.pWidth=0,n.numCols=f.max(n.tableRows.map((function(t){return t.numCells}))),n.numRows=n.childNodes.length,n.hasLabels=n.childNodes.reduce((function(t,e){return t||e.node.isKind(\"mlabeledtr\")}),!1),n.findContainer(),n.isTop=!n.container||n.container.node.isKind(\"math\")&&!n.container.parent,n.isTop&&(n.jax.table=n),n.getPercentageWidth();var r=n.node.attributes;return n.frame=\"none\"!==r.get(\"frame\"),n.fLine=n.frame&&r.get(\"frame\")?.07:0,n.fSpace=n.frame?n.convertLengths(n.getAttributeArray(\"framespacing\")):[0,0],n.cSpace=n.convertLengths(n.getColumnAttributes(\"columnspacing\")),n.rSpace=n.convertLengths(n.getRowAttributes(\"rowspacing\")),n.cLines=n.getColumnAttributes(\"columnlines\").map((function(t){return\"none\"===t?0:.07})),n.rLines=n.getRowAttributes(\"rowlines\").map((function(t){return\"none\"===t?0:.07})),n.cWidths=n.getColumnWidths(),n.stretchRows(),n.stretchColumns(),n}return s(e,t),Object.defineProperty(e.prototype,\"tableRows\",{get:function(){return this.childNodes},enumerable:!1,configurable:!0}),e.prototype.findContainer=function(){for(var t=this,e=t.parent;e&&(e.node.notParent||e.node.isKind(\"mrow\"));)t=e,e=e.parent;this.container=e,this.containerI=t.node.childPosition()},e.prototype.getPercentageWidth=function(){if(this.hasLabels)this.bbox.pwidth=u.BBox.fullWidth;else{var t=this.node.attributes.get(\"width\");c.isPercent(t)&&(this.bbox.pwidth=t)}},e.prototype.stretchRows=function(){for(var t=this.node.attributes.get(\"equalrows\"),e=t?this.getEqualRowHeight():0,i=t?this.getTableData():{H:[0],D:[0]},n=i.H,r=i.D,o=this.tableRows,s=0;s<this.numRows;s++){var a=t?[(e+n[s]-r[s])/2,(e-n[s]+r[s])/2]:null;o[s].stretchChildren(a)}},e.prototype.stretchColumns=function(){for(var t=0;t<this.numCols;t++){var e=\"number\"==typeof this.cWidths[t]?this.cWidths[t]:null;this.stretchColumn(t,e)}},e.prototype.stretchColumn=function(t,e){var i,n,r,o,s,a,h=[];try{for(var u=l(this.tableRows),c=u.next();!c.done;c=u.next()){if(y=c.value.getChild(t))0===(C=y.childNodes[0]).stretch.dir&&C.canStretch(2)&&h.push(C)}}catch(t){i={error:t}}finally{try{c&&!c.done&&(n=u.return)&&n.call(u)}finally{if(i)throw i.error}}var f=h.length,p=this.childNodes.length;if(f&&p>1){if(null===e){e=0;var d=f>1&&f===p;try{for(var g=l(this.tableRows),m=g.next();!m.done;m=g.next()){var y;if(y=m.value.getChild(t)){var v=0===(C=y.childNodes[0]).stretch.dir;if(d||v){var b=C.getBBox(v).w;b>e&&(e=b)}}}}catch(t){r={error:t}}finally{try{m&&!m.done&&(o=g.return)&&o.call(g)}finally{if(r)throw r.error}}}try{for(var w=l(h),x=w.next();!x.done;x=w.next()){var C;(C=x.value).coreMO().getStretchedVariant([e])}}catch(t){s={error:t}}finally{try{x&&!x.done&&(a=w.return)&&a.call(w)}finally{if(s)throw s.error}}}},e.prototype.getTableData=function(){if(this.data)return this.data;for(var t=new Array(this.numRows).fill(0),e=new Array(this.numRows).fill(0),i=new Array(this.numCols).fill(0),n=new Array(this.numRows),r=new Array(this.numRows),o=[0],s=this.tableRows,a=0;a<s.length;a++){for(var h=0,l=s[a],u=l.node.attributes.get(\"rowalign\"),c=0;c<l.numCells;c++){var f=l.getChild(c);h=this.updateHDW(f,c,a,u,t,e,i,h),this.recordPWidthCell(f,c)}n[a]=t[a],r[a]=e[a],l.labeled&&(h=this.updateHDW(l.childNodes[0],0,a,u,t,e,o,h)),this.extendHD(a,t,e,h),this.extendHD(a,n,r,h)}var p=o[0];return this.data={H:t,D:e,W:i,NH:n,ND:r,L:p},this.data},e.prototype.updateHDW=function(t,e,i,n,r,o,s,a){var h=t.getBBox(),l=h.h,u=h.d,c=h.w,f=t.parent.bbox.rscale;1!==t.parent.bbox.rscale&&(l*=f,u*=f,c*=f),this.node.getProperty(\"useHeight\")&&(l<.75&&(l=.75),u<.25&&(u=.25));var p=0;return\"baseline\"!==(n=t.node.attributes.get(\"rowalign\")||n)&&\"axis\"!==n&&(p=l+u,l=u=0),l>r[i]&&(r[i]=l),u>o[i]&&(o[i]=u),p>a&&(a=p),s&&c>s[e]&&(s[e]=c),a},e.prototype.extendHD=function(t,e,i,n){var r=(n-(e[t]+i[t]))/2;r<1e-5||(e[t]+=r,i[t]+=r)},e.prototype.recordPWidthCell=function(t,e){t.childNodes[0]&&t.childNodes[0].getBBox().pwidth&&this.pwidthCells.push([t,e])},e.prototype.computeBBox=function(t,e){void 0===e&&(e=!1);var i,n,r=this.getTableData(),o=r.H,s=r.D;if(this.node.attributes.get(\"equalrows\")){var h=this.getEqualRowHeight();i=f.sum([].concat(this.rLines,this.rSpace))+h*this.numRows}else i=f.sum(o.concat(s,this.rLines,this.rSpace));i+=2*(this.fLine+this.fSpace[1]);var l=this.getComputedWidths();n=f.sum(l.concat(this.cLines,this.cSpace))+2*(this.fLine+this.fSpace[0]);var u=this.node.attributes.get(\"width\");\"auto\"!==u&&(n=Math.max(this.length2em(u,0)+2*this.fLine,n));var p=a(this.getBBoxHD(i),2),d=p[0],g=p[1];t.h=d,t.d=g,t.w=n;var m=a(this.getBBoxLR(),2),y=m[0],v=m[1];t.L=y,t.R=v,c.isPercent(u)||this.setColumnPWidths()},e.prototype.setChildPWidths=function(t,e,i){var n=this.node.attributes.get(\"width\");if(!c.isPercent(n))return!1;this.hasLabels||(this.bbox.pwidth=\"\",this.container.bbox.pwidth=\"\");var r=this.bbox,o=r.w,s=r.L,a=r.R,h=this.node.attributes.get(\"data-width-includes-label\"),l=Math.max(o,this.length2em(n,Math.max(e,s+o+a)))-(h?s+a:0),u=this.node.attributes.get(\"equalcolumns\")?Array(this.numCols).fill(this.percent(1/Math.max(1,this.numCols))):this.getColumnAttributes(\"columnwidth\",0);this.cWidths=this.getColumnWidthsFixed(u,l);var p=this.getComputedWidths();return this.pWidth=f.sum(p.concat(this.cLines,this.cSpace))+2*(this.fLine+this.fSpace[0]),this.isTop&&(this.bbox.w=this.pWidth),this.setColumnPWidths(),this.pWidth!==o&&this.parent.invalidateBBox(),this.pWidth!==o},e.prototype.setColumnPWidths=function(){var t,e,i=this.cWidths;try{for(var n=l(this.pwidthCells),r=n.next();!r.done;r=n.next()){var o=a(r.value,2),s=o[0],h=o[1];s.setChildPWidths(!1,i[h])&&(s.invalidateBBox(),s.getBBox())}}catch(e){t={error:e}}finally{try{r&&!r.done&&(e=n.return)&&e.call(n)}finally{if(t)throw t.error}}},e.prototype.getBBoxHD=function(t){var e=a(this.getAlignmentRow(),2),i=e[0],n=e[1];if(null===n){var r=this.font.params.axis_height,o=t/2;return{top:[0,t],center:[o,o],bottom:[t,0],baseline:[o,o],axis:[o+r,o-r]}[i]||[o,o]}var s=this.getVerticalPosition(n,i);return[s,t-s]},e.prototype.getBBoxLR=function(){if(this.hasLabels){var t=this.node.attributes,e=t.get(\"side\"),i=a(this.getPadAlignShift(e),2),n=i[0],r=i[1],o=this.hasLabels&&!!t.get(\"data-width-includes-label\");return o&&this.frame&&this.fSpace[0]&&(n-=this.fSpace[0]),\"center\"!==r||o?\"left\"===e?[n,0]:[0,n]:[n,n]}return[0,0]},e.prototype.getPadAlignShift=function(t){var e=this.getTableData().L+this.length2em(this.node.attributes.get(\"minlabelspacing\")),i=a(null==this.styles?[\"\",\"\"]:[this.styles.get(\"padding-left\"),this.styles.get(\"padding-right\")],2),n=i[0],r=i[1];(n||r)&&(e=Math.max(e,this.length2em(n||\"0\"),this.length2em(r||\"0\")));var o=a(this.getAlignShift(),2),s=o[0],h=o[1];return s===t&&(h=\"left\"===t?Math.max(e,h)-e:Math.min(-e,h)+e),[e,s,h]},e.prototype.getAlignShift=function(){return this.isTop?t.prototype.getAlignShift.call(this):[this.container.getChildAlign(this.containerI),0]},e.prototype.getWidth=function(){return this.pWidth||this.getBBox().w},e.prototype.getEqualRowHeight=function(){var t=this.getTableData(),e=t.H,i=t.D,n=Array.from(e.keys()).map((function(t){return e[t]+i[t]}));return Math.max.apply(Math,n)},e.prototype.getComputedWidths=function(){var t=this,e=this.getTableData().W,i=Array.from(e.keys()).map((function(i){return\"number\"==typeof t.cWidths[i]?t.cWidths[i]:e[i]}));return this.node.attributes.get(\"equalcolumns\")&&(i=Array(i.length).fill(f.max(i))),i},e.prototype.getColumnWidths=function(){var t=this.node.attributes.get(\"width\");if(this.node.attributes.get(\"equalcolumns\"))return this.getEqualColumns(t);var e=this.getColumnAttributes(\"columnwidth\",0);return\"auto\"===t?this.getColumnWidthsAuto(e):c.isPercent(t)?this.getColumnWidthsPercent(e):this.getColumnWidthsFixed(e,this.length2em(t))},e.prototype.getEqualColumns=function(t){var e,i=Math.max(1,this.numCols);if(\"auto\"===t){var n=this.getTableData().W;e=f.max(n)}else if(c.isPercent(t))e=this.percent(1/i);else{var r=f.sum([].concat(this.cLines,this.cSpace))+2*this.fSpace[0];e=Math.max(0,this.length2em(t)-r)/i}return Array(this.numCols).fill(e)},e.prototype.getColumnWidthsAuto=function(t){var e=this;return t.map((function(t){return\"auto\"===t||\"fit\"===t?null:c.isPercent(t)?t:e.length2em(t)}))},e.prototype.getColumnWidthsPercent=function(t){var e=this,i=t.indexOf(\"fit\")>=0,n=(i?this.getTableData():{W:null}).W;return Array.from(t.keys()).map((function(r){var o=t[r];return\"fit\"===o?null:\"auto\"===o?i?n[r]:null:c.isPercent(o)?o:e.length2em(o)}))},e.prototype.getColumnWidthsFixed=function(t,e){var i=this,n=Array.from(t.keys()),r=n.filter((function(e){return\"fit\"===t[e]})),o=n.filter((function(e){return\"auto\"===t[e]})),s=r.length||o.length,a=(s?this.getTableData():{W:null}).W,h=e-f.sum([].concat(this.cLines,this.cSpace))-2*this.fSpace[0],l=h;n.forEach((function(e){var n=t[e];l-=\"fit\"===n||\"auto\"===n?a[e]:i.length2em(n,h)}));var u=s&&l>0?l/s:0;return n.map((function(e){var n=t[e];return\"fit\"===n?a[e]+u:\"auto\"===n?a[e]+(0===r.length?u:0):i.length2em(n,h)}))},e.prototype.getVerticalPosition=function(t,e){for(var i=this.node.attributes.get(\"equalrows\"),n=this.getTableData(),r=n.H,o=n.D,s=i?this.getEqualRowHeight():0,h=this.getRowHalfSpacing(),l=this.fLine,u=0;u<t;u++)l+=h[u]+(i?s:r[u]+o[u])+h[u+1]+this.rLines[u];var c=a(i?[(s+r[t]-o[t])/2,(s-r[t]+o[t])/2]:[r[t],o[t]],2),f=c[0],p=c[1];return l+={top:0,center:h[t]+(f+p)/2,bottom:h[t]+f+p+h[t+1],baseline:h[t]+f,axis:h[t]+f-.25}[e]||0},e.prototype.getEmHalfSpacing=function(t,e,i){void 0===i&&(i=1);var n=this.em(t*i),r=this.addEm(e,2/i);return r.unshift(n),r.push(n),r},e.prototype.getRowHalfSpacing=function(){var t=this.rSpace.map((function(t){return t/2}));return t.unshift(this.fSpace[1]),t.push(this.fSpace[1]),t},e.prototype.getColumnHalfSpacing=function(){var t=this.cSpace.map((function(t){return t/2}));return t.unshift(this.fSpace[0]),t.push(this.fSpace[0]),t},e.prototype.getAlignmentRow=function(){var t=a(c.split(this.node.attributes.get(\"align\")),2),e=t[0],i=t[1];if(null==i)return[e,null];var n=parseInt(i);return n<0&&(n+=this.numRows+1),[e,n<1||n>this.numRows?null:n-1]},e.prototype.getColumnAttributes=function(t,e){void 0===e&&(e=1);var i=this.numCols-e,n=this.getAttributeArray(t);if(0===n.length)return null;for(;n.length<i;)n.push(n[n.length-1]);return n.length>i&&n.splice(i),n},e.prototype.getRowAttributes=function(t,e){void 0===e&&(e=1);var i=this.numRows-e,n=this.getAttributeArray(t);if(0===n.length)return null;for(;n.length<i;)n.push(n[n.length-1]);return n.length>i&&n.splice(i),n},e.prototype.getAttributeArray=function(t){var e=this.node.attributes.get(t);return e?c.split(e):[this.node.attributes.getDefault(t)]},e.prototype.addEm=function(t,e){var i=this;return void 0===e&&(e=1),t?t.map((function(t){return i.em(t/e)})):null},e.prototype.convertLengths=function(t){var e=this;return t?t.map((function(t){return e.length2em(t)})):null},e}(t)}},\n",
       "      634: function _(n,u,r,t,e){t(),r.sum=function(n){return n.reduce((function(n,u){return n+u}),0)},r.max=function(n){return n.reduce((function(n,u){return Math.max(n,u)}),0)}},\n",
       "      635: function _(t,e,r,n,i){var o,l=this&&this.__extends||(o=function(t,e){return o=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},o(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}o(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),a=this&&this.__assign||function(){return a=Object.assign||function(t){for(var e,r=1,n=arguments.length;r<n;r++)for(var i in e=arguments[r])Object.prototype.hasOwnProperty.call(e,i)&&(t[i]=e[i]);return t},a.apply(this,arguments)},s=this&&this.__values||function(t){var e=\"function\"==typeof Symbol&&Symbol.iterator,r=e&&t[e],n=0;if(r)return r.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&n>=t.length&&(t=void 0),{value:t&&t[n++],done:!t}}};throw new TypeError(e?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};n();var u=t(533),c=t(530),h=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.properties={useHeight:!0},e.texclass=u.TEXCLASS.ORD,e}return l(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"mtable\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"linebreakContainer\",{get:function(){return!0},enumerable:!1,configurable:!0}),e.prototype.setInheritedAttributes=function(e,r,n,i){var o,l;try{for(var a=s(u.indentAttributes),c=a.next();!c.done;c=a.next()){var h=c.value;e[h]&&this.attributes.setInherited(h,e[h][1]),void 0!==this.attributes.getExplicit(h)&&delete this.attributes.getAllAttributes()[h]}}catch(t){o={error:t}}finally{try{c&&!c.done&&(l=a.return)&&l.call(a)}finally{if(o)throw o.error}}t.prototype.setInheritedAttributes.call(this,e,r,n,i)},e.prototype.setChildInheritedAttributes=function(t,e,r,n){var i,o,l,a;try{for(var u=s(this.childNodes),h=u.next();!h.done;h=u.next()){(b=h.value).isKind(\"mtr\")||this.replaceChild(this.factory.create(\"mtr\"),b).appendChild(b)}}catch(t){i={error:t}}finally{try{h&&!h.done&&(o=u.return)&&o.call(u)}finally{if(i)throw i.error}}r=this.getProperty(\"scriptlevel\")||r,e=!(!this.attributes.getExplicit(\"displaystyle\")&&!this.attributes.getDefault(\"displaystyle\")),t=this.addInheritedAttributes(t,{columnalign:this.attributes.get(\"columnalign\"),rowalign:\"center\"});var f=this.attributes.getExplicit(\"data-cramped\"),p=c.split(this.attributes.get(\"rowalign\"));try{for(var d=s(this.childNodes),y=d.next();!y.done;y=d.next()){var b=y.value;t.rowalign[1]=p.shift()||t.rowalign[1],b.setInheritedAttributes(t,e,r,!!f)}}catch(t){l={error:t}}finally{try{y&&!y.done&&(a=d.return)&&a.call(d)}finally{if(l)throw l.error}}},e.prototype.verifyChildren=function(e){var r,n;if(!e.fixMtables)try{for(var i=s(this.childNodes),o=i.next();!o.done;o=i.next()){o.value.isKind(\"mtr\")||this.mError(\"Children of \"+this.kind+\" must be mtr or mlabeledtr\",e)}}catch(t){r={error:t}}finally{try{o&&!o.done&&(n=i.return)&&n.call(i)}finally{if(r)throw r.error}}t.prototype.verifyChildren.call(this,e)},e.prototype.setTeXclass=function(t){var e,r;this.getPrevClass(t);try{for(var n=s(this.childNodes),i=n.next();!i.done;i=n.next()){i.value.setTeXclass(null)}}catch(t){e={error:t}}finally{try{i&&!i.done&&(r=n.return)&&r.call(n)}finally{if(e)throw e.error}}return this},e.defaults=a(a({},u.AbstractMmlNode.defaults),{align:\"axis\",rowalign:\"baseline\",columnalign:\"center\",groupalign:\"{left}\",alignmentscope:!0,columnwidth:\"auto\",width:\"auto\",rowspacing:\"1ex\",columnspacing:\".8em\",rowlines:\"none\",columnlines:\"none\",frame:\"none\",framespacing:\"0.4em 0.5ex\",equalrows:!1,equalcolumns:!1,displaystyle:!1,side:\"right\",minlabelspacing:\"0.8em\"}),e}(u.AbstractMmlNode);r.MmlMtable=h},\n",
       "      636: function _(t,e,r,i,n){var o,l=this&&this.__extends||(o=function(t,e){return o=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},o(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}o(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),a=this&&this.__read||function(t,e){var r=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!r)return t;var i,n,o=r.call(t),l=[];try{for(;(void 0===e||e-- >0)&&!(i=o.next()).done;)l.push(i.value)}catch(t){n={error:t}}finally{try{i&&!i.done&&(r=o.return)&&r.call(o)}finally{if(n)throw n.error}}return l},s=this&&this.__spreadArray||function(t,e){for(var r=0,i=e.length,n=t.length;r<i;r++,n++)t[n]=e[r];return t};i();var p=t(574),h=t(637),c=t(637),u=t(638),f=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return l(e,t),e.prototype.toSVG=function(t){var e=this.standardSVGnode(t);this.placeCells(e),this.placeColor()},e.prototype.placeCells=function(t){for(var e=this.parent.getColumnHalfSpacing(),r=s(s([this.parent.fLine],a(this.parent.cLines)),[this.parent.fLine]),i=this.parent.getComputedWidths(),n=1/this.getBBox().rscale,o=r[0],l=0;l<this.numCells;l++){var p=this.getChild(l);p.toSVG(t),o+=this.placeCell(p,{x:o,y:0,lSpace:e[l]*n,rSpace:e[l+1]*n,w:i[l]*n,lLine:r[l]*n,rLine:r[l+1]*n})}},e.prototype.placeCell=function(t,e){var r=e.x,i=e.y,n=e.lSpace,o=e.w,l=e.rSpace,s=e.lLine,p=e.rLine,h=1/this.getBBox().rscale,c=a([this.H*h,this.D*h],2),u=c[0],f=c[1],d=a([this.tSpace*h,this.bSpace*h],2),y=d[0],S=d[1],b=a(t.placeCell(r+n,i,o,u,f),2),v=b[0],C=b[1],_=n+o+l;return t.placeColor(-(v+n+s/2),-(f+S+C),_+(s+p)/2,u+f+y+S),_+p},e.prototype.placeColor=function(){var t=1/this.getBBox().rscale,e=this.adaptor,r=this.firstChild();if(r&&\"rect\"===e.kind(r)&&e.getAttribute(r,\"data-bgcolor\")){var i=a([this.tLine/2*t,this.bLine/2*t],2),n=i[0],o=i[1],l=a([this.tSpace*t,this.bSpace*t],2),s=l[0],p=l[1],h=a([this.H*t,this.D*t],2),c=h[0],u=h[1];e.setAttribute(r,\"y\",this.fixed(-(u+p+o))),e.setAttribute(r,\"width\",this.fixed(this.parent.getWidth()*t)),e.setAttribute(r,\"height\",this.fixed(n+s+c+u+p+o))}},e.kind=u.MmlMtr.prototype.kind,e}(h.CommonMtrMixin(p.SVGWrapper));r.SVGmtr=f;var d=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return l(e,t),e.prototype.toSVG=function(e){t.prototype.toSVG.call(this,e);var r=this.childNodes[0];r&&r.toSVG(this.parent.labels)},e.kind=u.MmlMlabeledtr.prototype.kind,e}(c.CommonMlabeledtrMixin(f));r.SVGmlabeledtr=d},\n",
       "      637: function _(e,t,r,n,o){var i,l=this&&this.__extends||(i=function(e,t){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var r in t)Object.prototype.hasOwnProperty.call(t,r)&&(e[r]=t[r])},i(e,t)},function(e,t){if(\"function\"!=typeof t&&null!==t)throw new TypeError(\"Class extends value \"+String(t)+\" is not a constructor or null\");function r(){this.constructor=e}i(e,t),e.prototype=null===t?Object.create(t):(r.prototype=t.prototype,new r)}),u=this&&this.__values||function(e){var t=\"function\"==typeof Symbol&&Symbol.iterator,r=t&&e[t],n=0;if(r)return r.call(e);if(e&&\"number\"==typeof e.length)return{next:function(){return e&&n>=e.length&&(e=void 0),{value:e&&e[n++],done:!e}}};throw new TypeError(t?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};n(),r.CommonMtrMixin=function(e){return function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return l(t,e),Object.defineProperty(t.prototype,\"fixesPWidth\",{get:function(){return!1},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"numCells\",{get:function(){return this.childNodes.length},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"labeled\",{get:function(){return!1},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"tableCells\",{get:function(){return this.childNodes},enumerable:!1,configurable:!0}),t.prototype.getChild=function(e){return this.childNodes[e]},t.prototype.getChildBBoxes=function(){return this.childNodes.map((function(e){return e.getBBox()}))},t.prototype.stretchChildren=function(e){var t,r,n,o,i,l;void 0===e&&(e=null);var c=[],a=this.labeled?this.childNodes.slice(1):this.childNodes;try{for(var f=u(a),h=f.next();!h.done;h=f.next()){(j=h.value.childNodes[0]).canStretch(1)&&c.push(j)}}catch(e){t={error:e}}finally{try{h&&!h.done&&(r=f.return)&&r.call(f)}finally{if(t)throw t.error}}var s=c.length,d=this.childNodes.length;if(s&&d>1){if(null===e){var p=0,y=0,b=s>1&&s===d;try{for(var g=u(a),v=g.next();!v.done;v=g.next()){var m=0===(j=v.value.childNodes[0]).stretch.dir;if(b||m){var x=j.getBBox(m),O=x.h,N=x.d;O>p&&(p=O),N>y&&(y=N)}}}catch(e){n={error:e}}finally{try{v&&!v.done&&(o=g.return)&&o.call(g)}finally{if(n)throw n.error}}e=[p,y]}try{for(var _=u(c),C=_.next();!C.done;C=_.next()){var j;(j=C.value).coreMO().getStretchedVariant(e)}}catch(e){i={error:e}}finally{try{C&&!C.done&&(l=_.return)&&l.call(_)}finally{if(i)throw i.error}}}},t}(e)},r.CommonMlabeledtrMixin=function(e){return function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return l(t,e),Object.defineProperty(t.prototype,\"numCells\",{get:function(){return Math.max(0,this.childNodes.length-1)},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"labeled\",{get:function(){return!0},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"tableCells\",{get:function(){return this.childNodes.slice(1)},enumerable:!1,configurable:!0}),t.prototype.getChild=function(e){return this.childNodes[e+1]},t.prototype.getChildBBoxes=function(){return this.childNodes.slice(1).map((function(e){return e.getBBox()}))},t}(e)}},\n",
       "      638: function _(t,r,e,n,i){var o,l=this&&this.__extends||(o=function(t,r){return o=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,r){t.__proto__=r}||function(t,r){for(var e in r)Object.prototype.hasOwnProperty.call(r,e)&&(t[e]=r[e])},o(t,r)},function(t,r){if(\"function\"!=typeof r&&null!==r)throw new TypeError(\"Class extends value \"+String(r)+\" is not a constructor or null\");function e(){this.constructor=t}o(t,r),t.prototype=null===r?Object.create(r):(e.prototype=r.prototype,new e)}),a=this&&this.__assign||function(){return a=Object.assign||function(t){for(var r,e=1,n=arguments.length;e<n;e++)for(var i in r=arguments[e])Object.prototype.hasOwnProperty.call(r,i)&&(t[i]=r[i]);return t},a.apply(this,arguments)},s=this&&this.__values||function(t){var r=\"function\"==typeof Symbol&&Symbol.iterator,e=r&&t[r],n=0;if(e)return e.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&n>=t.length&&(t=void 0),{value:t&&t[n++],done:!t}}};throw new TypeError(r?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};n();var u=t(533),c=t(534),f=t(530),h=function(t){function r(){return null!==t&&t.apply(this,arguments)||this}return l(r,t),Object.defineProperty(r.prototype,\"kind\",{get:function(){return\"mtr\"},enumerable:!1,configurable:!0}),Object.defineProperty(r.prototype,\"linebreakContainer\",{get:function(){return!0},enumerable:!1,configurable:!0}),r.prototype.setChildInheritedAttributes=function(t,r,e,n){var i,o,l,a;try{for(var u=s(this.childNodes),c=u.next();!c.done;c=u.next()){(y=c.value).isKind(\"mtd\")||this.replaceChild(this.factory.create(\"mtd\"),y).appendChild(y)}}catch(t){i={error:t}}finally{try{c&&!c.done&&(o=u.return)&&o.call(u)}finally{if(i)throw i.error}}var h=f.split(this.attributes.get(\"columnalign\"));1===this.arity&&h.unshift(this.parent.attributes.get(\"side\")),t=this.addInheritedAttributes(t,{rowalign:this.attributes.get(\"rowalign\"),columnalign:\"center\"});try{for(var d=s(this.childNodes),p=d.next();!p.done;p=d.next()){var y=p.value;t.columnalign[1]=h.shift()||t.columnalign[1],y.setInheritedAttributes(t,r,e,n)}}catch(t){l={error:t}}finally{try{p&&!p.done&&(a=d.return)&&a.call(d)}finally{if(l)throw l.error}}},r.prototype.verifyChildren=function(r){var e,n;if(!this.parent||this.parent.isKind(\"mtable\")){if(!r.fixMtables)try{for(var i=s(this.childNodes),o=i.next();!o.done;o=i.next()){var l=o.value;if(!l.isKind(\"mtd\"))this.replaceChild(this.factory.create(\"mtr\"),l).mError(\"Children of \"+this.kind+\" must be mtd\",r,!0)}}catch(t){e={error:t}}finally{try{o&&!o.done&&(n=i.return)&&n.call(i)}finally{if(e)throw e.error}}t.prototype.verifyChildren.call(this,r)}else this.mError(this.kind+\" can only be a child of an mtable\",r,!0)},r.prototype.setTeXclass=function(t){var r,e;this.getPrevClass(t);try{for(var n=s(this.childNodes),i=n.next();!i.done;i=n.next()){i.value.setTeXclass(null)}}catch(t){r={error:t}}finally{try{i&&!i.done&&(e=n.return)&&e.call(n)}finally{if(r)throw r.error}}return this},r.defaults=a(a({},u.AbstractMmlNode.defaults),{rowalign:c.INHERIT,columnalign:c.INHERIT,groupalign:c.INHERIT}),r}(u.AbstractMmlNode);e.MmlMtr=h;var d=function(t){function r(){return null!==t&&t.apply(this,arguments)||this}return l(r,t),Object.defineProperty(r.prototype,\"kind\",{get:function(){return\"mlabeledtr\"},enumerable:!1,configurable:!0}),Object.defineProperty(r.prototype,\"arity\",{get:function(){return 1},enumerable:!1,configurable:!0}),r}(h);e.MmlMlabeledtr=d},\n",
       "      639: function _(t,e,i,o,n){var r,s=this&&this.__extends||(r=function(t,e){return r=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var i in e)Object.prototype.hasOwnProperty.call(e,i)&&(t[i]=e[i])},r(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function i(){this.constructor=t}r(t,e),t.prototype=null===e?Object.create(e):(i.prototype=e.prototype,new i)});o();var a=t(574),u=t(640),p=t(641),c=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),e.prototype.placeCell=function(t,e,i,o,n){var r=this.getBBox(),s=Math.max(r.h,.75),a=Math.max(r.d,.25),u=this.node.attributes.get(\"columnalign\"),p=this.node.attributes.get(\"rowalign\"),c=this.getAlignX(i,r,u),l=this.getAlignY(o,n,s,a,p);return this.place(t+c,e+l),[c,l]},e.prototype.placeColor=function(t,e,i,o){var n=this.adaptor,r=this.firstChild();r&&\"rect\"===n.kind(r)&&n.getAttribute(r,\"data-bgcolor\")&&(n.setAttribute(r,\"x\",this.fixed(t)),n.setAttribute(r,\"y\",this.fixed(e)),n.setAttribute(r,\"width\",this.fixed(i)),n.setAttribute(r,\"height\",this.fixed(o)))},e.kind=p.MmlMtd.prototype.kind,e}(u.CommonMtdMixin(a.SVGWrapper));i.SVGmtd=c},\n",
       "      640: function _(t,n,o,e,r){var i,u=this&&this.__extends||(i=function(t,n){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,n){t.__proto__=n}||function(t,n){for(var o in n)Object.prototype.hasOwnProperty.call(n,o)&&(t[o]=n[o])},i(t,n)},function(t,n){if(\"function\"!=typeof n&&null!==n)throw new TypeError(\"Class extends value \"+String(n)+\" is not a constructor or null\");function o(){this.constructor=t}i(t,n),t.prototype=null===n?Object.create(n):(o.prototype=n.prototype,new o)});e(),o.CommonMtdMixin=function(t){return function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return u(n,t),Object.defineProperty(n.prototype,\"fixesPWidth\",{get:function(){return!1},enumerable:!1,configurable:!0}),n.prototype.invalidateBBox=function(){this.bboxComputed=!1},n.prototype.getWrapWidth=function(t){var n=this.parent.parent,o=this.parent,e=this.node.childPosition()-(o.labeled?1:0);return\"number\"==typeof n.cWidths[e]?n.cWidths[e]:n.getTableData().W[e]},n.prototype.getChildAlign=function(t){return this.node.attributes.get(\"columnalign\")},n}(t)}},\n",
       "      641: function _(t,e,n,r,o){var i,a=this&&this.__extends||(i=function(t,e){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var n in e)Object.prototype.hasOwnProperty.call(e,n)&&(t[n]=e[n])},i(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function n(){this.constructor=t}i(t,e),t.prototype=null===e?Object.create(e):(n.prototype=e.prototype,new n)}),s=this&&this.__assign||function(){return s=Object.assign||function(t){for(var e,n=1,r=arguments.length;n<r;n++)for(var o in e=arguments[n])Object.prototype.hasOwnProperty.call(e,o)&&(t[o]=e[o]);return t},s.apply(this,arguments)};r();var l=t(533),c=t(534),u=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return a(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"mtd\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"arity\",{get:function(){return-1},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"linebreakContainer\",{get:function(){return!0},enumerable:!1,configurable:!0}),e.prototype.verifyChildren=function(e){!this.parent||this.parent.isKind(\"mtr\")?t.prototype.verifyChildren.call(this,e):this.mError(this.kind+\" can only be a child of an mtr or mlabeledtr\",e,!0)},e.prototype.setTeXclass=function(t){return this.getPrevClass(t),this.childNodes[0].setTeXclass(null),this},e.defaults=s(s({},l.AbstractMmlBaseNode.defaults),{rowspan:1,columnspan:1,rowalign:c.INHERIT,columnalign:c.INHERIT,groupalign:c.INHERIT}),e}(l.AbstractMmlBaseNode);n.MmlMtd=u},\n",
       "      642: function _(t,e,o,n,i){var a,s=this&&this.__extends||(a=function(t,e){return a=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var o in e)Object.prototype.hasOwnProperty.call(e,o)&&(t[o]=e[o])},a(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function o(){this.constructor=t}a(t,e),t.prototype=null===e?Object.create(e):(o.prototype=e.prototype,new o)});n();var r=t(574),l=t(643),d=t(643),p=t(644),c=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),e.prototype.toSVG=function(t){var e=this.standardSVGnode(t),o=this.selected,n=o.getBBox(),i=n.h,a=n.d,s=n.w;this.adaptor.append(this.element,this.svg(\"rect\",{width:this.fixed(s),height:this.fixed(i+a),y:this.fixed(-a),fill:\"none\",\"pointer-events\":\"all\"})),o.toSVG(e),this.action(this,this.data)},e.prototype.setEventHandler=function(t,e){this.element.addEventListener(t,e)},e.kind=p.MmlMaction.prototype.kind,e.styles={'[jax=\"SVG\"] mjx-tool':{display:\"inline-block\",position:\"relative\",width:0,height:0},'[jax=\"SVG\"] mjx-tool > mjx-tip':{position:\"absolute\",top:0,left:0},\"mjx-tool > mjx-tip\":{display:\"inline-block\",padding:\".2em\",border:\"1px solid #888\",\"font-size\":\"70%\",\"background-color\":\"#F8F8F8\",color:\"black\",\"box-shadow\":\"2px 2px 5px #AAAAAA\"},'g[data-mml-node=\"maction\"][data-toggle]':{cursor:\"pointer\"},\"mjx-status\":{display:\"block\",position:\"fixed\",left:\"1em\",bottom:\"1em\",\"min-width\":\"25%\",padding:\".2em .4em\",border:\"1px solid #888\",\"font-size\":\"90%\",\"background-color\":\"#F8F8F8\",color:\"black\"}},e.actions=new Map([[\"toggle\",[function(t,e){t.adaptor.setAttribute(t.element,\"data-toggle\",t.node.attributes.get(\"selection\"));var o=t.factory.jax.math,n=t.factory.jax.document,i=t.node;t.setEventHandler(\"click\",(function(t){o.end.node||(o.start.node=o.end.node=o.typesetRoot,o.start.n=o.end.n=0),i.nextToggleSelection(),o.rerender(n),t.stopPropagation()}))},{}]],[\"tooltip\",[function(t,e){var o=t.childNodes[1];if(o){var n=t.firstChild();if(o.node.isKind(\"mtext\")){var i=o.node.getText();t.adaptor.insert(t.svg(\"title\",{},[t.text(i)]),n)}else{var a=t.adaptor,s=t.jax.container,r=t.node.factory.create(\"math\",{},[t.childNodes[1].node]),l=t.html(\"mjx-tool\",{},[t.html(\"mjx-tip\")]),d=a.append(n,t.svg(\"foreignObject\",{style:{display:\"none\"}},[l]));t.jax.processMath(r,a.firstChild(l)),t.childNodes[1].node.parent=t.node,t.setEventHandler(\"mouseover\",(function(o){e.stopTimers(t,e),e.hoverTimer.set(t,setTimeout((function(){a.setStyle(l,\"left\",\"0\"),a.setStyle(l,\"top\",\"0\"),a.append(s,l);var e=a.nodeBBox(l),o=a.nodeBBox(t.element),n=(o.right-e.left)/t.metrics.em+t.dx,i=(o.bottom-e.bottom)/t.metrics.em+t.dy;a.setStyle(l,\"left\",t.px(n)),a.setStyle(l,\"top\",t.px(i))}),e.postDelay)),o.stopPropagation()})),t.setEventHandler(\"mouseout\",(function(o){e.stopTimers(t,e);var n=setTimeout((function(){return a.append(d,l)}),e.clearDelay);e.clearTimer.set(t,n),o.stopPropagation()}))}}},d.TooltipData]],[\"statusline\",[function(t,e){var o=t.childNodes[1];if(o&&o.node.isKind(\"mtext\")){var n=t.adaptor,i=o.node.getText();n.setAttribute(t.element,\"data-statusline\",i),t.setEventHandler(\"mouseover\",(function(o){if(null===e.status){var a=n.body(n.document);e.status=n.append(a,t.html(\"mjx-status\",{},[t.text(i)]))}o.stopPropagation()})),t.setEventHandler(\"mouseout\",(function(t){e.status&&(n.remove(e.status),e.status=null),t.stopPropagation()}))}},{status:null}]]]),e}(l.CommonMactionMixin(r.SVGWrapper));o.SVGmaction=c},\n",
       "      643: function _(t,e,r,o,n){var i,a=this&&this.__extends||(i=function(t,e){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},i(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}i(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),s=this&&this.__read||function(t,e){var r=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!r)return t;var o,n,i=r.call(t),a=[];try{for(;(void 0===e||e-- >0)&&!(o=i.next()).done;)a.push(o.value)}catch(t){n={error:t}}finally{try{o&&!o.done&&(r=i.return)&&r.call(i)}finally{if(n)throw n.error}}return a},c=this&&this.__spreadArray||function(t,e){for(var r=0,o=e.length,n=t.length;r<o;r++,n++)t[n]=e[r];return t};o();var l=t(530);r.TooltipData={dx:\".2em\",dy:\".1em\",postDelay:600,clearDelay:100,hoverTimer:new Map,clearTimer:new Map,stopTimers:function(t,e){e.clearTimer.has(t)&&(clearTimeout(e.clearTimer.get(t)),e.clearTimer.delete(t)),e.hoverTimer.has(t)&&(clearTimeout(e.hoverTimer.get(t)),e.hoverTimer.delete(t))}},r.CommonMactionMixin=function(t){return function(t){function e(){for(var e=[],r=0;r<arguments.length;r++)e[r]=arguments[r];var o=t.apply(this,c([],s(e)))||this,n=o.constructor.actions,i=o.node.attributes.get(\"actiontype\"),a=s(n.get(i)||[function(t,e){},{}],2),l=a[0],u=a[1];return o.action=l,o.data=u,o.getParameters(),o}return a(e,t),Object.defineProperty(e.prototype,\"selected\",{get:function(){var t=this.node.attributes.get(\"selection\"),e=Math.max(1,Math.min(this.childNodes.length,t))-1;return this.childNodes[e]||this.wrap(this.node.selected)},enumerable:!1,configurable:!0}),e.prototype.getParameters=function(){var t=this.node.attributes.get(\"data-offsets\"),e=s(l.split(t||\"\"),2),o=e[0],n=e[1];this.dx=this.length2em(o||r.TooltipData.dx),this.dy=this.length2em(n||r.TooltipData.dy)},e.prototype.computeBBox=function(t,e){void 0===e&&(e=!1),t.updateFrom(this.selected.getBBox()),this.selected.setChildPWidths(e)},e}(t)}},\n",
       "      644: function _(t,e,o,r,i){var n,s=this&&this.__extends||(n=function(t,e){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var o in e)Object.prototype.hasOwnProperty.call(e,o)&&(t[o]=e[o])},n(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function o(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(o.prototype=e.prototype,new o)}),c=this&&this.__assign||function(){return c=Object.assign||function(t){for(var e,o=1,r=arguments.length;o<r;o++)for(var i in e=arguments[o])Object.prototype.hasOwnProperty.call(e,i)&&(t[i]=e[i]);return t},c.apply(this,arguments)};r();var l=t(533),u=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"maction\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"arity\",{get:function(){return 1},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"selected\",{get:function(){var t=this.attributes.get(\"selection\"),e=Math.max(1,Math.min(this.childNodes.length,t))-1;return this.childNodes[e]||this.factory.create(\"mrow\")},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isEmbellished\",{get:function(){return this.selected.isEmbellished},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isSpacelike\",{get:function(){return this.selected.isSpacelike},enumerable:!1,configurable:!0}),e.prototype.core=function(){return this.selected.core()},e.prototype.coreMO=function(){return this.selected.coreMO()},e.prototype.verifyAttributes=function(e){(t.prototype.verifyAttributes.call(this,e),\"toggle\"!==this.attributes.get(\"actiontype\")&&void 0!==this.attributes.getExplicit(\"selection\"))&&delete this.attributes.getAllAttributes().selection},e.prototype.setTeXclass=function(t){\"tooltip\"===this.attributes.get(\"actiontype\")&&this.childNodes[1]&&this.childNodes[1].setTeXclass(null);var e=this.selected;return t=e.setTeXclass(t),this.updateTeXclass(e),t},e.prototype.nextToggleSelection=function(){var t=Math.max(1,this.attributes.get(\"selection\")+1);t>this.childNodes.length&&(t=1),this.attributes.set(\"selection\",t)},e.defaults=c(c({},l.AbstractMmlNode.defaults),{actiontype:\"toggle\",selection:1}),e}(l.AbstractMmlNode);o.MmlMaction=u},\n",
       "      645: function _(t,r,e,o,n){var i,s=this&&this.__extends||(i=function(t,r){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,r){t.__proto__=r}||function(t,r){for(var e in r)Object.prototype.hasOwnProperty.call(r,e)&&(t[e]=r[e])},i(t,r)},function(t,r){if(\"function\"!=typeof r&&null!==r)throw new TypeError(\"Class extends value \"+String(r)+\" is not a constructor or null\");function e(){this.constructor=t}i(t,r),t.prototype=null===r?Object.create(r):(e.prototype=r.prototype,new e)}),a=this&&this.__values||function(t){var r=\"function\"==typeof Symbol&&Symbol.iterator,e=r&&t[r],o=0;if(e)return e.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&o>=t.length&&(t=void 0),{value:t&&t[o++],done:!t}}};throw new TypeError(r?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")},d=this&&this.__read||function(t,r){var e=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!e)return t;var o,n,i=e.call(t),s=[];try{for(;(void 0===r||r-- >0)&&!(o=i.next()).done;)s.push(o.value)}catch(t){n={error:t}}finally{try{o&&!o.done&&(e=i.return)&&e.call(i)}finally{if(n)throw n.error}}return s};o();var h=t(574),l=t(646),f=t(648),u=t(649),p=function(t){function r(){return null!==t&&t.apply(this,arguments)||this}return s(r,t),r.prototype.toSVG=function(t){var r,e,o=this.standardSVGnode(t),n=this.getBBoxExtenders()[3],i={};n>0&&(i.transform=\"translate(\"+this.fixed(n)+\", 0)\");var s=this.adaptor.append(o,this.svg(\"g\",i));this.renderChild?this.renderChild(this,s):this.childNodes[0].toSVG(s);try{for(var d=a(Object.keys(this.notations)),h=d.next();!h.done;h=d.next()){var l=h.value,f=this.notations[l];!f.renderChild&&f.renderer(this,o)}}catch(t){r={error:t}}finally{try{h&&!h.done&&(e=d.return)&&e.call(d)}finally{if(r)throw r.error}}},r.prototype.arrow=function(t,r,e,o,n){void 0===o&&(o=\"\"),void 0===n&&(n=0);var i=this.getBBox(),s=i.w,a=(t-s)/2,h=(i.h-i.d)/2,l=this.thickness,f=l/2,u=d([l*this.arrowhead.x,l*this.arrowhead.y,l*this.arrowhead.dx],3),p=u[0],c=u[1],x=u[2],g=e?this.fill(\"M\",s+a,h,\"l\",-(p+x),c,\"l\",x,f-c,\"L\",p-a,h+f,\"l\",x,c-f,\"l\",-(p+x),-c,\"l\",p+x,-c,\"l\",-x,c-f,\"L\",s+a-p,h-f,\"l\",-x,f-c,\"Z\"):this.fill(\"M\",s+a,h,\"l\",-(p+x),c,\"l\",x,f-c,\"L\",-a,h+f,\"l\",0,-l,\"L\",s+a-p,h-f,\"l\",-x,f-c,\"Z\"),v=[];if(n&&v.push(\"X\"===o?\"translate(\"+this.fixed(-n)+\" 0)\":\"translate(0 \"+this.fixed(n)+\")\"),r){var w=this.jax.fixed(180*-r/Math.PI);v.push(\"rotate(\"+w+\" \"+this.fixed(s/2)+\" \"+this.fixed(h)+\")\")}return v.length&&this.adaptor.setAttribute(g,\"transform\",v.join(\" \")),g},r.prototype.line=function(t){var r=d(t,4),e=r[0],o=r[1],n=r[2],i=r[3];return this.svg(\"line\",{x1:this.fixed(e),y1:this.fixed(o),x2:this.fixed(n),y2:this.fixed(i),\"stroke-width\":this.fixed(this.thickness)})},r.prototype.box=function(t,r,e,o){void 0===o&&(o=0);var n=this.thickness,i={x:this.fixed(n/2),y:this.fixed(n/2-e),width:this.fixed(t-n),height:this.fixed(r+e-n),fill:\"none\",\"stroke-width\":this.fixed(n)};return o&&(i.rx=this.fixed(o)),this.svg(\"rect\",i)},r.prototype.ellipse=function(t,r,e){var o=this.thickness;return this.svg(\"ellipse\",{rx:this.fixed((t-o)/2),ry:this.fixed((r+e-o)/2),cx:this.fixed(t/2),cy:this.fixed((r-e)/2),fill:\"none\",\"stroke-width\":this.fixed(o)})},r.prototype.path=function(t){for(var r=this,e=[],o=1;o<arguments.length;o++)e[o-1]=arguments[o];return this.svg(\"path\",{d:e.map((function(t){return\"string\"==typeof t?t:r.fixed(t)})).join(\" \"),style:{\"stroke-width\":this.fixed(this.thickness)},\"stroke-linecap\":\"round\",\"stroke-linejoin\":t,fill:\"none\"})},r.prototype.fill=function(){for(var t=this,r=[],e=0;e<arguments.length;e++)r[e]=arguments[e];return this.svg(\"path\",{d:r.map((function(r){return\"string\"==typeof r?r:t.fixed(r)})).join(\" \")})},r.kind=u.MmlMenclose.prototype.kind,r.notations=new Map([f.Border(\"top\"),f.Border(\"right\"),f.Border(\"bottom\"),f.Border(\"left\"),f.Border2(\"actuarial\",\"top\",\"right\"),f.Border2(\"madruwb\",\"bottom\",\"right\"),f.DiagonalStrike(\"up\"),f.DiagonalStrike(\"down\"),[\"horizontalstrike\",{renderer:f.RenderLine(\"horizontal\",\"Y\"),bbox:function(t){return[0,t.padding,0,t.padding]}}],[\"verticalstrike\",{renderer:f.RenderLine(\"vertical\",\"X\"),bbox:function(t){return[t.padding,0,t.padding,0]}}],[\"box\",{renderer:function(t,r){var e=t.getBBox(),o=e.w,n=e.h,i=e.d;t.adaptor.append(t.element,t.box(o,n,i))},bbox:f.fullBBox,border:f.fullBorder,remove:\"left right top bottom\"}],[\"roundedbox\",{renderer:function(t,r){var e=t.getBBox(),o=e.w,n=e.h,i=e.d,s=t.thickness+t.padding;t.adaptor.append(t.element,t.box(o,n,i,s))},bbox:f.fullBBox}],[\"circle\",{renderer:function(t,r){var e=t.getBBox(),o=e.w,n=e.h,i=e.d;t.adaptor.append(t.element,t.ellipse(o,n,i))},bbox:f.fullBBox}],[\"phasorangle\",{renderer:function(t,r){var e=t.getBBox(),o=e.w,n=e.h,i=e.d,s=t.getArgMod(1.75*t.padding,n+i)[0],a=t.thickness/2,d=n+i,h=Math.cos(s);t.adaptor.append(t.element,t.path(\"mitre\",\"M\",o,a-i,\"L\",a+h*a,a-i,\"L\",h*d+a,d-i-a))},bbox:function(t){var r=t.padding/2,e=t.thickness;return[2*r,r,r+e,3*r+e]},border:function(t){return[0,0,t.thickness,0]},remove:\"bottom\"}],f.Arrow(\"up\"),f.Arrow(\"down\"),f.Arrow(\"left\"),f.Arrow(\"right\"),f.Arrow(\"updown\"),f.Arrow(\"leftright\"),f.DiagonalArrow(\"updiagonal\"),f.DiagonalArrow(\"northeast\"),f.DiagonalArrow(\"southeast\"),f.DiagonalArrow(\"northwest\"),f.DiagonalArrow(\"southwest\"),f.DiagonalArrow(\"northeastsouthwest\"),f.DiagonalArrow(\"northwestsoutheast\"),[\"longdiv\",{renderer:function(t,r){var e=t.getBBox(),o=e.w,n=e.h,i=e.d,s=t.thickness/2,a=t.padding;t.adaptor.append(t.element,t.path(\"round\",\"M\",s,s-i,\"a\",a-s/2,(n+i)/2-4*s,0,\"0,1\",0,n+i-2*s,\"L\",o-s,n-s))},bbox:function(t){var r=t.padding,e=t.thickness;return[r+e,r,r,2*r+e/2]}}],[\"radical\",{renderer:function(t,r){t.msqrt.toSVG(r);var e=t.sqrtTRBL()[3];t.place(-e,0,r)},init:function(t){t.msqrt=t.createMsqrt(t.childNodes[0])},bbox:function(t){return t.sqrtTRBL()},renderChild:!0}]]),r}(l.CommonMencloseMixin(h.SVGWrapper));e.SVGmenclose=p},\n",
       "      646: function _(t,r,e,o,n){var i,a=this&&this.__extends||(i=function(t,r){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,r){t.__proto__=r}||function(t,r){for(var e in r)Object.prototype.hasOwnProperty.call(r,e)&&(t[e]=r[e])},i(t,r)},function(t,r){if(\"function\"!=typeof r&&null!==r)throw new TypeError(\"Class extends value \"+String(r)+\" is not a constructor or null\");function e(){this.constructor=t}i(t,r),t.prototype=null===r?Object.create(r):(e.prototype=r.prototype,new e)}),s=this&&this.__read||function(t,r){var e=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!e)return t;var o,n,i=e.call(t),a=[];try{for(;(void 0===r||r-- >0)&&!(o=i.next()).done;)a.push(o.value)}catch(t){n={error:t}}finally{try{o&&!o.done&&(e=i.return)&&e.call(i)}finally{if(n)throw n.error}}return a},h=this&&this.__spreadArray||function(t,r){for(var e=0,o=r.length,n=t.length;e<o;e++,n++)t[n]=r[e];return t},l=this&&this.__values||function(t){var r=\"function\"==typeof Symbol&&Symbol.iterator,e=r&&t[r],o=0;if(e)return e.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&o>=t.length&&(t=void 0),{value:t&&t[o++],done:!t}}};throw new TypeError(r?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};o();var d=t(647),c=t(530);e.CommonMencloseMixin=function(t){return function(t){function r(){for(var r=[],e=0;e<arguments.length;e++)r[e]=arguments[e];var o=t.apply(this,h([],s(r)))||this;return o.notations={},o.renderChild=null,o.msqrt=null,o.padding=d.PADDING,o.thickness=d.THICKNESS,o.arrowhead={x:d.ARROWX,y:d.ARROWY,dx:d.ARROWDX},o.TRBL=[0,0,0,0],o.getParameters(),o.getNotations(),o.removeRedundantNotations(),o.initializeNotations(),o.TRBL=o.getBBoxExtenders(),o}return a(r,t),r.prototype.getParameters=function(){var t=this.node.attributes,r=t.get(\"data-padding\");void 0!==r&&(this.padding=this.length2em(r,d.PADDING));var e=t.get(\"data-thickness\");void 0!==e&&(this.thickness=this.length2em(e,d.THICKNESS));var o=t.get(\"data-arrowhead\");if(void 0!==o){var n=s(c.split(o),3),i=n[0],a=n[1],h=n[2];this.arrowhead={x:i?parseFloat(i):d.ARROWX,y:a?parseFloat(a):d.ARROWY,dx:h?parseFloat(h):d.ARROWDX}}},r.prototype.getNotations=function(){var t,r,e=this.constructor.notations;try{for(var o=l(c.split(this.node.attributes.get(\"notation\"))),n=o.next();!n.done;n=o.next()){var i=n.value,a=e.get(i);a&&(this.notations[i]=a,a.renderChild&&(this.renderChild=a.renderer))}}catch(r){t={error:r}}finally{try{n&&!n.done&&(r=o.return)&&r.call(o)}finally{if(t)throw t.error}}},r.prototype.removeRedundantNotations=function(){var t,r,e,o;try{for(var n=l(Object.keys(this.notations)),i=n.next();!i.done;i=n.next()){var a=i.value;if(this.notations[a]){var s=this.notations[a].remove||\"\";try{for(var h=(e=void 0,l(s.split(/ /))),d=h.next();!d.done;d=h.next()){var c=d.value;delete this.notations[c]}}catch(t){e={error:t}}finally{try{d&&!d.done&&(o=h.return)&&o.call(h)}finally{if(e)throw 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n=l(Object.keys(this.notations)),i=n.next();!i.done;i=n.next()){var a=i.value,s=this.notations[a].border;s&&this.maximizeEntries(o,s(this))}}catch(r){t={error:r}}finally{try{i&&!i.done&&(r=n.return)&&r.call(n)}finally{if(t)throw t.error}}return[0,1,2,3].map((function(t){return e.TRBL[t]-o[t]}))},r.prototype.maximizeEntries=function(t,r){for(var e=0;e<t.length;e++)t[e]<r[e]&&(t[e]=r[e])},r.prototype.getOffset=function(t){var r=s(this.TRBL,4),e=r[0],o=r[1],n=r[2],i=r[3],a=(\"X\"===t?o-i:n-e)/2;return Math.abs(a)>.001?a:0},r.prototype.getArgMod=function(t,r){return[Math.atan2(r,t),Math.sqrt(t*t+r*r)]},r.prototype.arrow=function(t,r,e,o,n){return void 0===o&&(o=\"\"),void 0===n&&(n=0),null},r.prototype.arrowData=function(){var t=s([this.padding,this.thickness],2),r=t[0],e=t[1]*(this.arrowhead.x+Math.max(1,this.arrowhead.dx)),o=this.childNodes[0].getBBox(),n=o.h,i=o.d,a=o.w,h=n+i,l=Math.sqrt(h*h+a*a),d=Math.max(r,e*a/l),c=Math.max(r,e*h/l),u=s(this.getArgMod(a+2*d,h+2*c),2);return{a:u[0],W:u[1],x:d,y:c}},r.prototype.arrowAW=function(){var t=this.childNodes[0].getBBox(),r=t.h,e=t.d,o=t.w,n=s(this.TRBL,4),i=n[0],a=n[1],h=n[2],l=n[3];return this.getArgMod(l+o+a,i+r+e+h)},r.prototype.createMsqrt=function(t){var r=this.node.factory.create(\"msqrt\");r.inheritAttributesFrom(this.node),r.childNodes[0]=t.node;var e=this.wrap(r);return e.parent=this,e},r.prototype.sqrtTRBL=function(){var t=this.msqrt.getBBox(),r=this.msqrt.childNodes[0].getBBox();return[t.h-r.h,0,t.d-r.d,t.w-r.w]},r}(t)}},\n",
       "      647: function _(r,o,n,t,a){var e=this&&this.__read||function(r,o){var n=\"function\"==typeof Symbol&&r[Symbol.iterator];if(!n)return r;var t,a,e=n.call(r),i=[];try{for(;(void 0===o||o-- >0)&&!(t=e.next()).done;)i.push(t.value)}catch(r){a={error:r}}finally{try{t&&!t.done&&(n=e.return)&&n.call(e)}finally{if(a)throw a.error}}return i};t(),n.ARROWX=4,n.ARROWDX=1,n.ARROWY=2,n.THICKNESS=.067,n.PADDING=.2,n.SOLID=n.THICKNESS+\"em solid\",n.sideIndex={top:0,right:1,bottom:2,left:3},n.sideNames=Object.keys(n.sideIndex),n.fullBBox=function(r){return new Array(4).fill(r.thickness+r.padding)},n.fullPadding=function(r){return new Array(4).fill(r.padding)},n.fullBorder=function(r){return new Array(4).fill(r.thickness)};n.arrowHead=function(r){return Math.max(r.padding,r.thickness*(r.arrowhead.x+r.arrowhead.dx+1))};n.arrowBBoxHD=function(r,o){if(r.childNodes[0]){var n=r.childNodes[0].getBBox(),t=n.h,a=n.d;o[0]=o[2]=Math.max(0,r.thickness*r.arrowhead.y-(t+a)/2)}return o};n.arrowBBoxW=function(r,o){if(r.childNodes[0]){var n=r.childNodes[0].getBBox().w;o[1]=o[3]=Math.max(0,r.thickness*r.arrowhead.y-n/2)}return o},n.arrowDef={up:[-Math.PI/2,!1,!0,\"verticalstrike\"],down:[Math.PI/2,!1,!0,\"verticakstrike\"],right:[0,!1,!1,\"horizontalstrike\"],left:[Math.PI,!1,!1,\"horizontalstrike\"],updown:[Math.PI/2,!0,!0,\"verticalstrike uparrow downarrow\"],leftright:[0,!0,!1,\"horizontalstrike leftarrow rightarrow\"]},n.diagonalArrowDef={updiagonal:[-1,0,!1,\"updiagonalstrike northeastarrow\"],northeast:[-1,0,!1,\"updiagonalstrike updiagonalarrow\"],southeast:[1,0,!1,\"downdiagonalstrike\"],northwest:[1,Math.PI,!1,\"downdiagonalstrike\"],southwest:[-1,Math.PI,!1,\"updiagonalstrike\"],northeastsouthwest:[-1,0,!0,\"updiagonalstrike northeastarrow updiagonalarrow southwestarrow\"],northwestsoutheast:[1,0,!0,\"downdiagonalstrike northwestarrow southeastarrow\"]},n.arrowBBox={up:function(r){return n.arrowBBoxW(r,[n.arrowHead(r),0,r.padding,0])},down:function(r){return n.arrowBBoxW(r,[r.padding,0,n.arrowHead(r),0])},right:function(r){return n.arrowBBoxHD(r,[0,n.arrowHead(r),0,r.padding])},left:function(r){return n.arrowBBoxHD(r,[0,r.padding,0,n.arrowHead(r)])},updown:function(r){return n.arrowBBoxW(r,[n.arrowHead(r),0,n.arrowHead(r),0])},leftright:function(r){return n.arrowBBoxHD(r,[0,n.arrowHead(r),0,n.arrowHead(r)])}};n.CommonBorder=function(r){return function(o){var t=n.sideIndex[o];return[o,{renderer:r,bbox:function(r){var o=[0,0,0,0];return o[t]=r.thickness+r.padding,o},border:function(r){var o=[0,0,0,0];return o[t]=r.thickness,o}}]}};n.CommonBorder2=function(r){return function(o,t,a){var e=n.sideIndex[t],i=n.sideIndex[a];return[o,{renderer:r,bbox:function(r){var o=r.thickness+r.padding,n=[0,0,0,0];return n[e]=n[i]=o,n},border:function(r){var o=[0,0,0,0];return o[e]=o[i]=r.thickness,o},remove:t+\" \"+a}]}};n.CommonDiagonalStrike=function(r){return function(o){var t=\"mjx-\"+o.charAt(0)+\"strike\";return[o+\"diagonalstrike\",{renderer:r(t),bbox:n.fullBBox}]}};n.CommonDiagonalArrow=function(r){return function(o){var t=e(n.diagonalArrowDef[o],4),a=t[0],i=t[1],d=t[2];return[o+\"arrow\",{renderer:function(o,n){var t=e(o.arrowAW(),2),u=t[0],s=t[1],w=o.arrow(s,a*(u-i),d);r(o,w)},bbox:function(r){var o=r.arrowData(),n=o.a,t=o.x,a=o.y,i=e([r.arrowhead.x,r.arrowhead.y,r.arrowhead.dx],3),d=i[0],u=i[1],s=i[2],w=e(r.getArgMod(d+s,u),2),h=w[0],f=w[1],c=a+(h>n?r.thickness*f*Math.sin(h-n):0),l=t+(h>Math.PI/2-n?r.thickness*f*Math.sin(h+n-Math.PI/2):0);return[c,l,c,l]},remove:t[3]}]}};n.CommonArrow=function(r){return function(o){var t=e(n.arrowDef[o],4),a=t[0],i=t[1],d=t[2],u=t[3];return[o+\"arrow\",{renderer:function(o,n){var t=o.getBBox(),u=t.w,s=t.h,w=t.d,h=e(d?[s+w,\"X\"]:[u,\"Y\"],2),f=h[0],c=h[1],l=o.getOffset(c),g=o.arrow(f,a,i,c,l);r(o,g)},bbox:n.arrowBBox[o],remove:u}]}}},\n",
       "      648: function _(n,t,e,r,o){var i=this&&this.__createBinding||(Object.create?function(n,t,e,r){void 0===r&&(r=e),Object.defineProperty(n,r,{enumerable:!0,get:function(){return t[e]}})}:function(n,t,e,r){void 0===r&&(r=e),n[r]=t[e]}),a=this&&this.__exportStar||function(n,t){for(var e in n)\"default\"===e||Object.prototype.hasOwnProperty.call(t,e)||i(t,n,e)};r();var u=n(647);a(n(647),e),e.computeLineData={top:function(n,t,e,r){return[0,n-r,e,n-r]},right:function(n,t,e,r){return[e-r,-t,e-r,n]},bottom:function(n,t,e,r){return[0,r-t,e,r-t]},left:function(n,t,e,r){return[r,-t,r,n]},vertical:function(n,t,e,r){return[e/2,n,e/2,-t]},horizontal:function(n,t,e,r){return[0,(n-t)/2,e,(n-t)/2]},up:function(n,t,e,r){return[r,r-t,e-r,n-r]},down:function(n,t,e,r){return[r,n-r,e-r,r-t]}};e.lineData=function(n,t,r){void 0===r&&(r=\"\");var o=n.getBBox(),i=o.h,a=o.d,u=o.w,f=n.thickness/2;return e.lineOffset(e.computeLineData[t](i,a,u,f),n,r)};e.lineOffset=function(n,t,e){if(e){var r=t.getOffset(e);r&&(\"X\"===e?(n[0]-=r,n[2]-=r):(n[1]-=r,n[3]-=r))}return n};e.RenderLine=function(n,t){return void 0===t&&(t=\"\"),function(r,o){var i=r.line(e.lineData(r,n,t));r.adaptor.append(r.element,i)}};e.Border=function(n){return u.CommonBorder((function(t,r){t.adaptor.append(t.element,t.line(e.lineData(t,n)))}))(n)};e.Border2=function(n,t,r){return u.CommonBorder2((function(n,o){n.adaptor.append(n.element,n.line(e.lineData(n,t))),n.adaptor.append(n.element,n.line(e.lineData(n,r)))}))(n,t,r)};e.DiagonalStrike=function(n){return u.CommonDiagonalStrike((function(t){return function(t,r){t.adaptor.append(t.element,t.line(e.lineData(t,n)))}}))(n)};e.DiagonalArrow=function(n){return u.CommonDiagonalArrow((function(n,t){n.adaptor.append(n.element,t)}))(n)};e.Arrow=function(n){return u.CommonArrow((function(n,t){n.adaptor.append(n.element,t)}))(n)}},\n",
       "      649: function _(t,e,n,r,o){var i,c=this&&this.__extends||(i=function(t,e){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var n in e)Object.prototype.hasOwnProperty.call(e,n)&&(t[n]=e[n])},i(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function n(){this.constructor=t}i(t,e),t.prototype=null===e?Object.create(e):(n.prototype=e.prototype,new n)}),s=this&&this.__assign||function(){return s=Object.assign||function(t){for(var e,n=1,r=arguments.length;n<r;n++)for(var o in e=arguments[n])Object.prototype.hasOwnProperty.call(e,o)&&(t[o]=e[o]);return t},s.apply(this,arguments)};r();var u=t(533),a=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.texclass=u.TEXCLASS.ORD,e}return c(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"menclose\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"arity\",{get:function(){return-1},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"linebreakContininer\",{get:function(){return!0},enumerable:!1,configurable:!0}),e.prototype.setTeXclass=function(t){return t=this.childNodes[0].setTeXclass(t),this.updateTeXclass(this.childNodes[0]),t},e.defaults=s(s({},u.AbstractMmlNode.defaults),{notation:\"longdiv\"}),e}(u.AbstractMmlNode);n.MmlMenclose=a},\n",
       "      650: function _(t,n,o,i,e){var r,a=this&&this.__extends||(r=function(t,n){return r=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,n){t.__proto__=n}||function(t,n){for(var o in n)Object.prototype.hasOwnProperty.call(n,o)&&(t[o]=n[o])},r(t,n)},function(t,n){if(\"function\"!=typeof n&&null!==n)throw new TypeError(\"Class extends value \"+String(n)+\" is not a constructor or null\");function o(){this.constructor=t}r(t,n),t.prototype=null===n?Object.create(n):(o.prototype=n.prototype,new o)});i();var p=t(574),s=t(651),c=t(652),l=t(533),u=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return a(n,t),n.prototype.toSVG=function(t){var n=this.standardSVGnode(t);this.childNodes.length&&this.childNodes[0].toSVG(n)},n.kind=c.MmlSemantics.prototype.kind,n}(s.CommonSemanticsMixin(p.SVGWrapper));o.SVGsemantics=u;var h=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return a(n,t),n.prototype.toSVG=function(n){t.prototype.toSVG.call(this,n)},n.prototype.computeBBox=function(){return this.bbox},n.kind=c.MmlAnnotation.prototype.kind,n}(p.SVGWrapper);o.SVGannotation=h;var f=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return a(n,t),n.kind=c.MmlAnnotationXML.prototype.kind,n.styles={\"foreignObject[data-mjx-xml]\":{\"font-family\":\"initial\",\"line-height\":\"normal\",overflow:\"visible\"}},n}(p.SVGWrapper);o.SVGannotationXML=f;var d=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return a(n,t),n.prototype.toSVG=function(t){var n=this.adaptor.clone(this.node.getXML()),o=this.jax.math.metrics.em*this.jax.math.metrics.scale,i=this.fixed(1/o),e=this.getBBox(),r=e.w,a=e.h,p=e.d;this.element=this.adaptor.append(t,this.svg(\"foreignObject\",{\"data-mjx-xml\":!0,y:this.jax.fixed(-a*o)+\"px\",width:this.jax.fixed(r*o)+\"px\",height:this.jax.fixed((a+p)*o)+\"px\",transform:\"scale(\"+i+\") matrix(1 0 0 -1 0 0)\"},[n]))},n.prototype.computeBBox=function(t,n){void 0===n&&(n=!1);var o=this.jax.measureXMLnode(this.node.getXML()),i=o.w,e=o.h,r=o.d;t.w=i,t.h=e,t.d=r},n.prototype.getStyles=function(){},n.prototype.getScale=function(){},n.prototype.getVariant=function(){},n.kind=l.XMLNode.prototype.kind,n.autoStyle=!1,n}(p.SVGWrapper);o.SVGxml=d},\n",
       "      651: function _(t,o,n,r,e){var i,c=this&&this.__extends||(i=function(t,o){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,o){t.__proto__=o}||function(t,o){for(var n in o)Object.prototype.hasOwnProperty.call(o,n)&&(t[n]=o[n])},i(t,o)},function(t,o){if(\"function\"!=typeof o&&null!==o)throw new TypeError(\"Class extends value \"+String(o)+\" is not a constructor or null\");function n(){this.constructor=t}i(t,o),t.prototype=null===o?Object.create(o):(n.prototype=o.prototype,new n)});r(),n.CommonSemanticsMixin=function(t){return function(t){function o(){return null!==t&&t.apply(this,arguments)||this}return c(o,t),o.prototype.computeBBox=function(t,o){if(void 0===o&&(o=!1),this.childNodes.length){var n=this.childNodes[0].getBBox(),r=n.w,e=n.h,i=n.d;t.w=r,t.h=e,t.d=i}},o}(t)}},\n",
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e=this.window.getComputedStyle(t);return parseFloat(e.fontSize)},e.prototype.fontFamily=function(t){return this.window.getComputedStyle(t).fontFamily||\"\"},e.prototype.nodeSize=function(t,e,r){if(void 0===e&&(e=1),void 0===r&&(r=!1),r&&t.getBBox){var o=t.getBBox();return[o.width/e,o.height/e]}return[t.offsetWidth/e,t.offsetHeight/e]},e.prototype.nodeBBox=function(t){var e=t.getBoundingClientRect();return{left:e.left,right:e.right,top:e.top,bottom:e.bottom}},e}(t(716).AbstractDOMAdaptor);r.HTMLAdaptor=a},\n",
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       "      728: function _(t,e,n,r,o){var i,u=this&&this.__extends||(i=function(t,e){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var n in e)Object.prototype.hasOwnProperty.call(e,n)&&(t[n]=e[n])},i(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function n(){this.constructor=t}i(t,e),t.prototype=null===e?Object.create(e):(n.prototype=e.prototype,new n)}),c=this&&this.__assign||function(){return c=Object.assign||function(t){for(var e,n=1,r=arguments.length;n<r;n++)for(var o in e=arguments[n])Object.prototype.hasOwnProperty.call(e,o)&&(t[o]=e[o]);return t},c.apply(this,arguments)};r();var a=t(533),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return u(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"malignmark\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"arity\",{get:function(){return 0},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isSpacelike\",{get:function(){return!0},enumerable:!1,configurable:!0}),e.defaults=c(c({},a.AbstractMmlNode.defaults),{edge:\"left\"}),e}(a.AbstractMmlNode);n.MmlMalignmark=l},\n",
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       "      730: function _(t,r,n,e,o){var i,a=this&&this.__extends||(i=function(t,r){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,r){t.__proto__=r}||function(t,r){for(var n in r)Object.prototype.hasOwnProperty.call(r,n)&&(t[n]=r[n])},i(t,r)},function(t,r){if(\"function\"!=typeof r&&null!==r)throw new TypeError(\"Class extends value \"+String(r)+\" is not a constructor or null\");function n(){this.constructor=t}i(t,r),t.prototype=null===r?Object.create(r):(n.prototype=r.prototype,new n)}),l=this&&this.__values||function(t){var r=\"function\"==typeof Symbol&&Symbol.iterator,n=r&&t[r],e=0;if(n)return n.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&e>=t.length&&(t=void 0),{value:t&&t[e++],done:!t}}};throw new TypeError(r?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")},s=this&&this.__read||function(t,r){var n=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!n)return t;var e,o,i=n.call(t),a=[];try{for(;(void 0===r||r-- >0)&&!(e=i.next()).done;)a.push(e.value)}catch(t){o={error:t}}finally{try{e&&!e.done&&(n=i.return)&&n.call(i)}finally{if(o)throw o.error}}return a},u=this&&this.__spreadArray||function(t,r){for(var n=0,e=r.length,o=t.length;n<e;n++,o++)t[o]=r[n];return t};e();var f=function(){function t(){this.bits=0}return t.allocate=function(){for(var r,n,e=[],o=0;o<arguments.length;o++)e[o]=arguments[o];try{for(var i=l(e),a=i.next();!a.done;a=i.next()){var s=a.value;if(this.has(s))throw new Error(\"Bit already allocated for \"+s);if(this.next===t.MAXBIT)throw new Error(\"Maximum number of bits already allocated\");this.names.set(s,this.next),this.next<<=1}}catch(t){r={error:t}}finally{try{a&&!a.done&&(n=i.return)&&n.call(i)}finally{if(r)throw r.error}}},t.has=function(t){return this.names.has(t)},t.prototype.set=function(t){this.bits|=this.getBit(t)},t.prototype.clear=function(t){this.bits&=~this.getBit(t)},t.prototype.isSet=function(t){return!!(this.bits&this.getBit(t))},t.prototype.reset=function(){this.bits=0},t.prototype.getBit=function(t){var r=this.constructor.names.get(t);if(!r)throw new Error(\"Unknown bit-field name: \"+t);return r},t.MAXBIT=1<<31,t.next=1,t.names=new Map,t}();n.BitField=f,n.BitFieldClass=function(){for(var t=[],r=0;r<arguments.length;r++)t[r]=arguments[r];var n=function(t){function r(){return null!==t&&t.apply(this,arguments)||this}return a(r,t),r}(f);return n.allocate.apply(n,u([],s(t))),n}},\n",
       "      731: function _(t,e,r,n,o){var i,a=this&&this.__extends||(i=function(t,e){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},i(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}i(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),s=this&&this.__assign||function(){return s=Object.assign||function(t){for(var e,r=1,n=arguments.length;r<n;r++)for(var o in e=arguments[r])Object.prototype.hasOwnProperty.call(e,o)&&(t[o]=e[o]);return t},s.apply(this,arguments)},l=this&&this.__read||function(t,e){var r=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!r)return t;var n,o,i=r.call(t),a=[];try{for(;(void 0===e||e-- >0)&&!(n=i.next()).done;)a.push(n.value)}catch(t){o={error:t}}finally{try{n&&!n.done&&(r=i.return)&&r.call(i)}finally{if(o)throw o.error}}return a},u=this&&this.__values||function(t){var e=\"function\"==typeof Symbol&&Symbol.iterator,r=e&&t[e],n=0;if(r)return r.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&n>=t.length&&(t=void 0),{value:t&&t[n++],done:!t}}};throw new TypeError(e?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};n();var h=t(720),c=t(526),d=t(732),p=t(733),f=t(734),y=t(531),m=function(t){function e(e,r,n){var o=this,i=l(c.separateOptions(n,f.HTMLDomStrings.OPTIONS),2),a=i[0],s=i[1];return(o=t.call(this,e,r,a)||this).domStrings=o.options.DomStrings||new f.HTMLDomStrings(s),o.domStrings.adaptor=r,o.styles=[],o}return a(e,t),e.prototype.findPosition=function(t,e,r,n){var o,i,a=this.adaptor;try{for(var s=u(n[t]),h=s.next();!h.done;h=s.next()){var c=h.value,d=l(c,2),p=d[0],f=d[1];if(e<=f&&\"#text\"===a.kind(p))return{node:p,n:Math.max(e,0),delim:r};e-=f}}catch(t){o={error:t}}finally{try{h&&!h.done&&(i=s.return)&&i.call(s)}finally{if(o)throw o.error}}return{node:null,n:0,delim:r}},e.prototype.mathItem=function(t,e,r){var n=t.math,o=this.findPosition(t.n,t.start.n,t.open,r),i=this.findPosition(t.n,t.end.n,t.close,r);return new this.options.MathItem(n,e,t.display,o,i)},e.prototype.findMath=function(t){var e,r,n,o,i,a,s,h,d;if(!this.processed.isSet(\"findMath\")){this.adaptor.document=this.document,t=c.userOptions({elements:this.options.elements||[this.adaptor.body(this.document)]},t);try{for(var p=u(this.adaptor.getElements(t.elements,this.document)),f=p.next();!f.done;f=p.next()){var y=f.value,m=l([null,null],2),v=m[0],S=m[1];try{for(var g=(n=void 0,u(this.inputJax)),x=g.next();!x.done;x=g.next()){var M=x.value,T=new this.options.MathList;if(M.processStrings){null===v&&(v=(i=l(this.domStrings.find(y),2))[0],S=i[1]);try{for(var b=(a=void 0,u(M.findMath(v))),w=b.next();!w.done;w=b.next()){var O=w.value;T.push(this.mathItem(O,M,S))}}catch(t){a={error:t}}finally{try{w&&!w.done&&(s=b.return)&&s.call(b)}finally{if(a)throw a.error}}}else try{for(var D=(h=void 0,u(M.findMath(y))),E=D.next();!E.done;E=D.next()){O=E.value;var _=new this.options.MathItem(O.math,M,O.display,O.start,O.end);T.push(_)}}catch(t){h={error:t}}finally{try{E&&!E.done&&(d=D.return)&&d.call(D)}finally{if(h)throw h.error}}this.math.merge(T)}}catch(t){n={error:t}}finally{try{x&&!x.done&&(o=g.return)&&o.call(g)}finally{if(n)throw n.error}}}}catch(t){e={error:t}}finally{try{f&&!f.done&&(r=p.return)&&r.call(p)}finally{if(e)throw e.error}}this.processed.set(\"findMath\")}return this},e.prototype.updateDocument=function(){return this.processed.isSet(\"updateDocument\")||(this.addPageElements(),this.addStyleSheet(),t.prototype.updateDocument.call(this),this.processed.set(\"updateDocument\")),this},e.prototype.addPageElements=function(){var t=this.adaptor.body(this.document),e=this.documentPageElements();e&&this.adaptor.append(t,e)},e.prototype.addStyleSheet=function(){var t=this.documentStyleSheet(),e=this.adaptor;if(t&&!e.parent(t)){var r=e.head(this.document),n=this.findSheet(r,e.getAttribute(t,\"id\"));n?e.replace(t,n):e.append(r,t)}},e.prototype.findSheet=function(t,e){var r,n;if(e)try{for(var o=u(this.adaptor.tags(t,\"style\")),i=o.next();!i.done;i=o.next()){var a=i.value;if(this.adaptor.getAttribute(a,\"id\")===e)return a}}catch(t){r={error:t}}finally{try{i&&!i.done&&(n=o.return)&&n.call(o)}finally{if(r)throw r.error}}return null},e.prototype.removeFromDocument=function(t){var e,r;if(void 0===t&&(t=!1),this.processed.isSet(\"updateDocument\"))try{for(var n=u(this.math),o=n.next();!o.done;o=n.next()){var i=o.value;i.state()>=y.STATE.INSERTED&&i.state(y.STATE.TYPESET,t)}}catch(t){e={error:t}}finally{try{o&&!o.done&&(r=n.return)&&r.call(n)}finally{if(e)throw e.error}}return this.processed.clear(\"updateDocument\"),this},e.prototype.documentStyleSheet=function(){return this.outputJax.styleSheet(this)},e.prototype.documentPageElements=function(){return this.outputJax.pageElements(this)},e.prototype.addStyles=function(t){this.styles.push(t)},e.prototype.getStyles=function(){return this.styles},e.KIND=\"HTML\",e.OPTIONS=s(s({},h.AbstractMathDocument.OPTIONS),{renderActions:c.expandable(s(s({},h.AbstractMathDocument.OPTIONS.renderActions),{styles:[y.STATE.INSERTED+1,\"\",\"updateStyleSheet\",!1]})),MathList:p.HTMLMathList,MathItem:d.HTMLMathItem,DomStrings:null}),e}(h.AbstractMathDocument);r.HTMLDocument=m},\n",
       "      732: function _(t,e,n,s,i){var o,r=this&&this.__extends||(o=function(t,e){return o=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var n in e)Object.prototype.hasOwnProperty.call(e,n)&&(t[n]=e[n])},o(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function n(){this.constructor=t}o(t,e),t.prototype=null===e?Object.create(e):(n.prototype=e.prototype,new n)});s();var a=t(531),h=function(t){function e(e,n,s,i,o){return void 0===s&&(s=!0),void 0===i&&(i={node:null,n:0,delim:\"\"}),void 0===o&&(o={node:null,n:0,delim:\"\"}),t.call(this,e,n,s,i,o)||this}return r(e,t),Object.defineProperty(e.prototype,\"adaptor\",{get:function(){return this.inputJax.adaptor},enumerable:!1,configurable:!0}),e.prototype.updateDocument=function(t){if(this.state()<a.STATE.INSERTED){if(this.inputJax.processStrings){var e=this.start.node;if(e===this.end.node)this.end.n&&this.end.n<this.adaptor.value(this.end.node).length&&this.adaptor.split(this.end.node,this.end.n),this.start.n&&(e=this.adaptor.split(this.start.node,this.start.n)),this.adaptor.replace(this.typesetRoot,e);else{for(this.start.n&&(e=this.adaptor.split(e,this.start.n));e!==this.end.node;){var n=this.adaptor.next(e);this.adaptor.remove(e),e=n}this.adaptor.insert(this.typesetRoot,e),this.end.n<this.adaptor.value(e).length&&this.adaptor.split(e,this.end.n),this.adaptor.remove(e)}}else this.adaptor.replace(this.typesetRoot,this.start.node);this.start.node=this.end.node=this.typesetRoot,this.start.n=this.end.n=0,this.state(a.STATE.INSERTED)}},e.prototype.updateStyleSheet=function(t){t.addStyleSheet()},e.prototype.removeFromDocument=function(t){if(void 0===t&&(t=!1),this.state()>=a.STATE.TYPESET){var e=this.adaptor,n=this.start.node,s=e.text(\"\");if(t){var i=this.start.delim+this.math+this.end.delim;if(this.inputJax.processStrings)s=e.text(i);else{var o=e.parse(i,\"text/html\");s=e.firstChild(e.body(o))}}e.parent(n)&&e.replace(s,n),this.start.node=this.end.node=s,this.start.n=this.end.n=0}},e}(a.AbstractMathItem);n.HTMLMathItem=h},\n",
       "      733: function _(t,n,o,r,e){var i,c=this&&this.__extends||(i=function(t,n){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,n){t.__proto__=n}||function(t,n){for(var o in n)Object.prototype.hasOwnProperty.call(n,o)&&(t[o]=n[o])},i(t,n)},function(t,n){if(\"function\"!=typeof n&&null!==n)throw new TypeError(\"Class extends value \"+String(n)+\" is not a constructor or null\");function o(){this.constructor=t}i(t,n),t.prototype=null===n?Object.create(n):(o.prototype=n.prototype,new o)});r();var u=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return c(n,t),n}(t(721).AbstractMathList);o.HTMLMathList=u},\n",
       "      734: function _(t,s,i,n,r){var e=this&&this.__read||function(t,s){var i=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!i)return t;var n,r,e=i.call(t),o=[];try{for(;(void 0===s||s-- >0)&&!(n=e.next()).done;)o.push(n.value)}catch(t){r={error:t}}finally{try{n&&!n.done&&(i=e.return)&&i.call(e)}finally{if(r)throw r.error}}return o};n();var o=t(526),a=function(){function t(t){void 0===t&&(t=null);var s=this.constructor;this.options=o.userOptions(o.defaultOptions({},s.OPTIONS),t),this.init(),this.getPatterns()}return t.prototype.init=function(){this.strings=[],this.string=\"\",this.snodes=[],this.nodes=[],this.stack=[]},t.prototype.getPatterns=function(){var t=o.makeArray(this.options.skipHtmlTags),s=o.makeArray(this.options.ignoreHtmlClass),i=o.makeArray(this.options.processHtmlClass);this.skipHtmlTags=new RegExp(\"^(?:\"+t.join(\"|\")+\")$\",\"i\"),this.ignoreHtmlClass=new RegExp(\"(?:^| )(?:\"+s.join(\"|\")+\")(?: |$)\"),this.processHtmlClass=new RegExp(\"(?:^| )(?:\"+i+\")(?: |$)\")},t.prototype.pushString=function(){this.string.match(/\\S/)&&(this.strings.push(this.string),this.nodes.push(this.snodes)),this.string=\"\",this.snodes=[]},t.prototype.extendString=function(t,s){this.snodes.push([t,s.length]),this.string+=s},t.prototype.handleText=function(t,s){return s||this.extendString(t,this.adaptor.value(t)),this.adaptor.next(t)},t.prototype.handleTag=function(t,s){if(!s){var i=this.options.includeHtmlTags[this.adaptor.kind(t)];this.extendString(t,i)}return this.adaptor.next(t)},t.prototype.handleContainer=function(t,s){this.pushString();var i=this.adaptor.getAttribute(t,\"class\")||\"\",n=this.adaptor.kind(t)||\"\",r=this.processHtmlClass.exec(i),e=t;return!this.adaptor.firstChild(t)||this.adaptor.getAttribute(t,\"data-MJX\")||!r&&this.skipHtmlTags.exec(n)?e=this.adaptor.next(t):(this.adaptor.next(t)&&this.stack.push([this.adaptor.next(t),s]),e=this.adaptor.firstChild(t),s=(s||this.ignoreHtmlClass.exec(i))&&!r),[e,s]},t.prototype.handleOther=function(t,s){return this.pushString(),this.adaptor.next(t)},t.prototype.find=function(t){var s,i;this.init();for(var n=this.adaptor.next(t),r=!1,o=this.options.includeHtmlTags;t&&t!==n;){var a=this.adaptor.kind(t);\"#text\"===a?t=this.handleText(t,r):o.hasOwnProperty(a)?t=this.handleTag(t,r):a?(t=(s=e(this.handleContainer(t,r),2))[0],r=s[1]):t=this.handleOther(t,r),!t&&this.stack.length&&(this.pushString(),t=(i=e(this.stack.pop(),2))[0],r=i[1])}this.pushString();var h=[this.strings,this.nodes];return this.init(),h},t.OPTIONS={skipHtmlTags:[\"script\",\"noscript\",\"style\",\"textarea\",\"pre\",\"code\",\"annotation\",\"annotation-xml\"],includeHtmlTags:{br:\"\\n\",wbr:\"\",\"#comment\":\"\"},ignoreHtmlClass:\"mathjax_ignore\",processHtmlClass:\"mathjax_process\"},t}();i.HTMLDomStrings=a},\n",
       "      735: function _(e,t,o,x,a){x(),e(553),e(736),e(737),e(741),e(744),e(745),e(746),e(750),e(755),e(757),e(759),e(760),e(764),e(765),e(766),e(770),e(756),e(771),e(774),e(775),e(777),e(783),e(772),e(785),e(786),e(787),e(791),e(792),e(793),e(797),e(799),e(800),e(801),\"undefined\"!=typeof MathJax&&MathJax.loader&&MathJax.loader.preLoad(\"[tex]/action\",\"[tex]/ams\",\"[tex]/amscd\",\"[tex]/bbox\",\"[tex]/boldsymbol\",\"[tex]/braket\",\"[tex]/bussproofs\",\"[tex]/cancel\",\"[tex]/cases\",\"[tex]/centernot\",\"[tex]/color\",\"[tex]/colorv2\",\"[tex]/colortbl\",\"[tex]/empheq\",\"[tex]/enclose\",\"[tex]/extpfeil\",\"[tex]/gensymb\",\"[tex]/html\",\"[tex]/mathtools\",\"[tex]/mhchem\",\"[tex]/newcommand\",\"[tex]/noerrors\",\"[tex]/noundefined\",\"[tex]/physics\",\"[tex]/upgreek\",\"[tex]/unicode\",\"[tex]/verb\",\"[tex]/configmacros\",\"[tex]/tagformat\",\"[tex]/textcomp\",\"[tex]/textmacros\",\"[tex]/setoptions\"),o.AllPackages=[\"base\",\"action\",\"ams\",\"amscd\",\"bbox\",\"boldsymbol\",\"braket\",\"bussproofs\",\"cancel\",\"cases\",\"centernot\",\"color\",\"colortbl\",\"empheq\",\"enclose\",\"extpfeil\",\"gensymb\",\"html\",\"mathtools\",\"mhchem\",\"newcommand\",\"noerrors\",\"noundefined\",\"upgreek\",\"unicode\",\"verb\",\"configmacros\",\"tagformat\",\"textcomp\",\"textmacros\"]},\n",
       "      736: function _(t,o,a,n,e){n();var i=t(551),c=t(539),r=t(554),g=t(559);a.ActionMethods={},a.ActionMethods.Macro=g.default.Macro,a.ActionMethods.Toggle=function(t,o){for(var a,n=[];\"\\\\endtoggle\"!==(a=t.GetArgument(o));)n.push(new c.default(a,t.stack.env,t.configuration).mml());t.Push(t.create(\"node\",\"maction\",n,{actiontype:\"toggle\"}))},a.ActionMethods.Mathtip=function(t,o){var a=t.ParseArg(o),n=t.ParseArg(o);t.Push(t.create(\"node\",\"maction\",[a,n],{actiontype:\"tooltip\"}))},new r.CommandMap(\"action-macros\",{toggle:\"Toggle\",mathtip:\"Mathtip\",texttip:[\"Macro\",\"\\\\mathtip{#1}{\\\\text{#2}}\",2]},a.ActionMethods),a.ActionConfiguration=i.Configuration.create(\"action\",{handler:{macro:[\"action-macros\"]}})},\n",
       "      737: function _(t,n,o,i,e){var r,a,s=this&&this.__extends||(r=function(t,n){return r=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,n){t.__proto__=n}||function(t,n){for(var o in n)Object.prototype.hasOwnProperty.call(n,o)&&(t[o]=n[o])},r(t,n)},function(t,n){if(\"function\"!=typeof n&&null!==n)throw new TypeError(\"Class extends value \"+String(n)+\" is not a constructor or null\");function o(){this.constructor=t}r(t,n),t.prototype=null===n?Object.create(n):(o.prototype=n.prototype,new o)});i();var l=t(551),m=t(738),p=t(550),u=t(739);t(740);var c=t(554),h=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return s(n,t),n}(p.AbstractTags);o.AmsTags=h;o.AmsConfiguration=l.Configuration.create(\"ams\",{handler:{delimiter:[\"AMSsymbols-delimiter\",\"AMSmath-delimiter\"],macro:[\"AMSsymbols-mathchar0mi\",\"AMSsymbols-mathchar0mo\",\"AMSsymbols-delimiter\",\"AMSsymbols-macros\",\"AMSmath-mathchar0mo\",\"AMSmath-macros\",\"AMSmath-delimiter\"],environment:[\"AMSmath-environment\"]},items:(a={},a[m.MultlineItem.prototype.kind]=m.MultlineItem,a[m.FlalignItem.prototype.kind]=m.FlalignItem,a),tags:{ams:h},init:function(t){new c.CommandMap(u.NEW_OPS,{},{}),t.append(l.Configuration.local({handler:{macro:[u.NEW_OPS]},priority:-1}))},config:function(t,n){n.parseOptions.options.multlineWidth&&(n.parseOptions.options.ams.multlineWidth=n.parseOptions.options.multlineWidth),delete n.parseOptions.options.multlineWidth},options:{multlineWidth:\"\",ams:{multlineWidth:\"100%\",multlineIndent:\"1em\"}}})},\n",
       "      738: function _(t,e,n,r,i){var o,a=this&&this.__extends||(o=function(t,e){return o=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var n in e)Object.prototype.hasOwnProperty.call(e,n)&&(t[n]=e[n])},o(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function n(){this.constructor=t}o(t,e),t.prototype=null===e?Object.create(e):(n.prototype=e.prototype,new n)}),l=this&&this.__assign||function(){return l=Object.assign||function(t){for(var e,n=1,r=arguments.length;n<r;n++)for(var i in e=arguments[n])Object.prototype.hasOwnProperty.call(e,i)&&(t[i]=e[i]);return t},l.apply(this,arguments)};r();var s=t(556),h=t(540),u=t(536),d=t(541),c=t(558),f=function(t){function e(e){for(var n=[],r=1;r<arguments.length;r++)n[r-1]=arguments[r];var i=t.call(this,e)||this;return i.factory.configuration.tags.start(\"multline\",!0,n[0]),i}return a(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"multline\"},enumerable:!1,configurable:!0}),e.prototype.EndEntry=function(){this.table.length&&h.default.fixInitialMO(this.factory.configuration,this.nodes);var t=this.getProperty(\"shove\"),e=this.create(\"node\",\"mtd\",this.nodes,t?{columnalign:t}:{});this.setProperty(\"shove\",null),this.row.push(e),this.Clear()},e.prototype.EndRow=function(){if(1!==this.row.length)throw new d.default(\"MultlineRowsOneCol\",\"The rows within the %1 environment must have exactly one column\",\"multline\");var t=this.create(\"node\",\"mtr\",this.row);this.table.push(t),this.row=[]},e.prototype.EndTable=function(){if(t.prototype.EndTable.call(this),this.table.length){var e=this.table.length-1,n=-1;u.default.getAttribute(u.default.getChildren(this.table[0])[0],\"columnalign\")||u.default.setAttribute(u.default.getChildren(this.table[0])[0],\"columnalign\",c.TexConstant.Align.LEFT),u.default.getAttribute(u.default.getChildren(this.table[e])[0],\"columnalign\")||u.default.setAttribute(u.default.getChildren(this.table[e])[0],\"columnalign\",c.TexConstant.Align.RIGHT);var r=this.factory.configuration.tags.getTag();if(r){n=this.arraydef.side===c.TexConstant.Align.LEFT?0:this.table.length-1;var i=this.table[n],o=this.create(\"node\",\"mlabeledtr\",[r].concat(u.default.getChildren(i)));u.default.copyAttributes(i,o),this.table[n]=o}}this.factory.configuration.tags.end()},e}(s.ArrayItem);n.MultlineItem=f;var p=function(t){function e(e,n,r,i,o){var a=t.call(this,e)||this;return a.name=n,a.numbered=r,a.padded=i,a.center=o,a.factory.configuration.tags.start(n,r,r),a}return a(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"flalign\"},enumerable:!1,configurable:!0}),e.prototype.EndEntry=function(){t.prototype.EndEntry.call(this);var e=this.getProperty(\"xalignat\");if(e&&this.row.length>e)throw new d.default(\"XalignOverflow\",\"Extra %1 in row of %2\",\"&\",this.name)},e.prototype.EndRow=function(){for(var e,n=this.row,r=this.getProperty(\"xalignat\");n.length<r;)n.push(this.create(\"node\",\"mtd\"));for(this.row=[],this.padded&&this.row.push(this.create(\"node\",\"mtd\"));e=n.shift();)this.row.push(e),(e=n.shift())&&this.row.push(e),(n.length||this.padded)&&this.row.push(this.create(\"node\",\"mtd\"));this.row.length>this.maxrow&&(this.maxrow=this.row.length),t.prototype.EndRow.call(this);var i=this.table[this.table.length-1];if(this.getProperty(\"zeroWidthLabel\")&&i.isKind(\"mlabeledtr\")){var o=u.default.getChildren(i)[0],a=this.factory.configuration.options.tagSide,s=l({width:0},\"right\"===a?{lspace:\"-1width\"}:{}),h=this.create(\"node\",\"mpadded\",u.default.getChildren(o),s);o.setChildren([h])}},e.prototype.EndTable=function(){(t.prototype.EndTable.call(this),this.center)&&(this.maxrow<=2&&(delete this.arraydef.width,delete this.global.indentalign))},e}(s.EqnArrayItem);n.FlalignItem=p},\n",
       "      739: function _(e,t,a,n,r){n();var i=e(540),s=e(536),l=e(558),o=e(539),d=e(541),m=e(555),u=e(559),c=e(533);a.AmsMethods={},a.AmsMethods.AmsEqnArray=function(e,t,a,n,r,s,l){var o=e.GetBrackets(\"\\\\begin{\"+t.getName()+\"}\"),d=u.default.EqnArray(e,t,a,n,r,s,l);return i.default.setArrayAlign(d,o)},a.AmsMethods.AlignAt=function(e,t,n,r){var s,l,o=t.getName(),m=\"\",u=[];if(r||(l=e.GetBrackets(\"\\\\begin{\"+o+\"}\")),(s=e.GetArgument(\"\\\\begin{\"+o+\"}\")).match(/[^0-9]/))throw new d.default(\"PositiveIntegerArg\",\"Argument to %1 must me a positive integer\",\"\\\\begin{\"+o+\"}\");for(var c=parseInt(s,10);c>0;)m+=\"rl\",u.push(\"0em 0em\"),c--;var f=u.join(\" \");if(r)return a.AmsMethods.EqnArray(e,t,n,r,m,f);var g=a.AmsMethods.EqnArray(e,t,n,r,m,f);return i.default.setArrayAlign(g,l)},a.AmsMethods.Multline=function(e,t,a){e.Push(t),i.default.checkEqnEnv(e);var n=e.itemFactory.create(\"multline\",a,e.stack);return n.arraydef={displaystyle:!0,rowspacing:\".5em\",columnspacing:\"100%\",width:e.options.ams.multlineWidth,side:e.options.tagSide,minlabelspacing:e.options.tagIndent,framespacing:e.options.ams.multlineIndent+\" 0\",frame:\"\",\"data-width-includes-label\":!0},n},a.AmsMethods.XalignAt=function(e,t,n,r){var i=e.GetArgument(\"\\\\begin{\"+t.getName()+\"}\");if(i.match(/[^0-9]/))throw new d.default(\"PositiveIntegerArg\",\"Argument to %1 must me a positive integer\",\"\\\\begin{\"+t.getName()+\"}\");var s=r?\"crl\":\"rlc\",l=r?\"fit auto auto\":\"auto auto fit\",o=a.AmsMethods.FlalignArray(e,t,n,r,!1,s,l,!0);return o.setProperty(\"xalignat\",2*parseInt(i)),o},a.AmsMethods.FlalignArray=function(e,t,a,n,r,s,l,o){void 0===o&&(o=!1),e.Push(t),i.default.checkEqnEnv(e),s=s.split(\"\").join(\" \").replace(/r/g,\"right\").replace(/l/g,\"left\").replace(/c/g,\"center\");var d=e.itemFactory.create(\"flalign\",t.getName(),a,n,r,e.stack);return d.arraydef={width:\"100%\",displaystyle:!0,columnalign:s,columnspacing:\"0em\",columnwidth:l,rowspacing:\"3pt\",side:e.options.tagSide,minlabelspacing:o?\"0\":e.options.tagIndent,\"data-width-includes-label\":!0},d.setProperty(\"zeroWidthLabel\",o),d},a.NEW_OPS=\"ams-declare-ops\",a.AmsMethods.HandleDeclareOp=function(e,t){var n=e.GetStar()?\"\":\"\\\\nolimits\\\\SkipLimits\",r=i.default.trimSpaces(e.GetArgument(t));\"\\\\\"===r.charAt(0)&&(r=r.substr(1));var s=e.GetArgument(t);s.match(/\\\\text/)||(s=s.replace(/\\*/g,\"\\\\text{*}\").replace(/-/g,\"\\\\text{-}\")),e.configuration.handlers.retrieve(a.NEW_OPS).add(r,new m.Macro(r,a.AmsMethods.Macro,[\"\\\\mathop{\\\\rm \"+s+\"}\"+n]))},a.AmsMethods.HandleOperatorName=function(e,t){var a=e.GetStar()?\"\":\"\\\\nolimits\\\\SkipLimits\",n=i.default.trimSpaces(e.GetArgument(t));n.match(/\\\\text/)||(n=n.replace(/\\*/g,\"\\\\text{*}\").replace(/-/g,\"\\\\text{-}\")),e.string=\"\\\\mathop{\\\\rm \"+n+\"}\"+a+\" \"+e.string.slice(e.i),e.i=0},a.AmsMethods.SkipLimits=function(e,t){var a=e.GetNext(),n=e.i;\"\\\\\"===a&&++e.i&&\"limits\"!==e.GetCS()&&(e.i=n)},a.AmsMethods.MultiIntegral=function(e,t,a){var n=e.GetNext();if(\"\\\\\"===n){var r=e.i;n=e.GetArgument(t),e.i=r,\"\\\\limits\"===n&&(a=\"\\\\idotsint\"===t?\"\\\\!\\\\!\\\\mathop{\\\\,\\\\,\"+a+\"}\":\"\\\\!\\\\!\\\\!\\\\mathop{\\\\,\\\\,\\\\,\"+a+\"}\")}e.string=a+\" \"+e.string.slice(e.i),e.i=0},a.AmsMethods.xArrow=function(e,t,a,n,r){var l={width:\"+\"+i.default.Em((n+r)/18),lspace:i.default.Em(n/18)},d=e.GetBrackets(t),m=e.ParseArg(t),u=e.create(\"node\",\"mspace\",[],{depth:\".25em\"}),f=e.create(\"token\",\"mo\",{stretchy:!0,texClass:c.TEXCLASS.REL},String.fromCodePoint(a));f=e.create(\"node\",\"mstyle\",[f],{scriptlevel:0});var g=e.create(\"node\",\"munderover\",[f]),A=e.create(\"node\",\"mpadded\",[m,u],l);if(s.default.setAttribute(A,\"voffset\",\"-.2em\"),s.default.setAttribute(A,\"height\",\"-.2em\"),s.default.setChild(g,g.over,A),d){var h=new o.default(d,e.stack.env,e.configuration).mml(),p=e.create(\"node\",\"mspace\",[],{height:\".75em\"});A=e.create(\"node\",\"mpadded\",[h,p],l),s.default.setAttribute(A,\"voffset\",\".15em\"),s.default.setAttribute(A,\"depth\",\"-.15em\"),s.default.setChild(g,g.under,A)}s.default.setProperty(g,\"subsupOK\",!0),e.Push(g)},a.AmsMethods.HandleShove=function(e,t,a){var n=e.stack.Top();if(\"multline\"!==n.kind)throw new d.default(\"CommandOnlyAllowedInEnv\",\"%1 only allowed in %2 environment\",e.currentCS,\"multline\");if(n.Size())throw new d.default(\"CommandAtTheBeginingOfLine\",\"%1 must come at the beginning of the line\",e.currentCS);n.setProperty(\"shove\",a)},a.AmsMethods.CFrac=function(e,t){var a=i.default.trimSpaces(e.GetBrackets(t,\"\")),n=e.GetArgument(t),r=e.GetArgument(t),m={l:l.TexConstant.Align.LEFT,r:l.TexConstant.Align.RIGHT,\"\":\"\"},u=new o.default(\"\\\\strut\\\\textstyle{\"+n+\"}\",e.stack.env,e.configuration).mml(),c=new o.default(\"\\\\strut\\\\textstyle{\"+r+\"}\",e.stack.env,e.configuration).mml(),f=e.create(\"node\",\"mfrac\",[u,c]);if(null==(a=m[a]))throw new d.default(\"IllegalAlign\",\"Illegal alignment specified in %1\",e.currentCS);a&&s.default.setProperties(f,{numalign:a,denomalign:a}),e.Push(f)},a.AmsMethods.Genfrac=function(e,t,a,n,r,l){null==a&&(a=e.GetDelimiterArg(t)),null==n&&(n=e.GetDelimiterArg(t)),null==r&&(r=e.GetArgument(t)),null==l&&(l=i.default.trimSpaces(e.GetArgument(t)));var o=e.ParseArg(t),m=e.ParseArg(t),u=e.create(\"node\",\"mfrac\",[o,m]);if(\"\"!==r&&s.default.setAttribute(u,\"linethickness\",r),(a||n)&&(s.default.setProperty(u,\"withDelims\",!0),u=i.default.fixedFence(e.configuration,a,u,n)),\"\"!==l){var c=parseInt(l,10),f=[\"D\",\"T\",\"S\",\"SS\"][c];if(null==f)throw new d.default(\"BadMathStyleFor\",\"Bad math style for %1\",e.currentCS);u=e.create(\"node\",\"mstyle\",[u]),\"D\"===f?s.default.setProperties(u,{displaystyle:!0,scriptlevel:0}):s.default.setProperties(u,{displaystyle:!1,scriptlevel:c-1})}e.Push(u)},a.AmsMethods.HandleTag=function(e,t){if(!e.tags.currentTag.taggable&&e.tags.env)throw new d.default(\"CommandNotAllowedInEnv\",\"%1 not allowed in %2 environment\",e.currentCS,e.tags.env);if(e.tags.currentTag.tag)throw new d.default(\"MultipleCommand\",\"Multiple %1\",e.currentCS);var a=e.GetStar(),n=i.default.trimSpaces(e.GetArgument(t));e.tags.tag(n,a)},a.AmsMethods.HandleNoTag=u.default.HandleNoTag,a.AmsMethods.HandleRef=u.default.HandleRef,a.AmsMethods.Macro=u.default.Macro,a.AmsMethods.Accent=u.default.Accent,a.AmsMethods.Tilde=u.default.Tilde,a.AmsMethods.Array=u.default.Array,a.AmsMethods.Spacer=u.default.Spacer,a.AmsMethods.NamedOp=u.default.NamedOp,a.AmsMethods.EqnArray=u.default.EqnArray,a.AmsMethods.Equation=u.default.Equation},\n",
       "      740: function _(a,r,t,e,n){e();var l=a(739),i=a(554),o=a(558),s=a(561),m=a(540),c=a(533),h=a(560);new i.CharacterMap(\"AMSmath-mathchar0mo\",s.default.mathchar0mo,{iiiint:[\"\\u2a0c\",{texClass:c.TEXCLASS.OP}]}),new i.CommandMap(\"AMSmath-macros\",{mathring:[\"Accent\",\"02DA\"],nobreakspace:\"Tilde\",negmedspace:[\"Spacer\",h.MATHSPACE.negativemediummathspace],negthickspace:[\"Spacer\",h.MATHSPACE.negativethickmathspace],idotsint:[\"MultiIntegral\",\"\\\\int\\\\cdots\\\\int\"],dddot:[\"Accent\",\"20DB\"],ddddot:[\"Accent\",\"20DC\"],sideset:[\"Macro\",\"\\\\mathop{\\\\mathop{\\\\rlap{\\\\phantom{#3}}}\\\\nolimits#1\\\\!\\\\mathop{#3}\\\\nolimits#2}\",3],boxed:[\"Macro\",\"\\\\fbox{$\\\\displaystyle{#1}$}\",1],tag:\"HandleTag\",notag:\"HandleNoTag\",eqref:[\"HandleRef\",!0],substack:[\"Macro\",\"\\\\begin{subarray}{c}#1\\\\end{subarray}\",1],injlim:[\"NamedOp\",\"inj&thinsp;lim\"],projlim:[\"NamedOp\",\"proj&thinsp;lim\"],varliminf:[\"Macro\",\"\\\\mathop{\\\\underline{\\\\mmlToken{mi}{lim}}}\"],varlimsup:[\"Macro\",\"\\\\mathop{\\\\overline{\\\\mmlToken{mi}{lim}}}\"],varinjlim:[\"Macro\",\"\\\\mathop{\\\\underrightarrow{\\\\mmlToken{mi}{lim}}}\"],varprojlim:[\"Macro\",\"\\\\mathop{\\\\underleftarrow{\\\\mmlToken{mi}{lim}}}\"],DeclareMathOperator:\"HandleDeclareOp\",operatorname:\"HandleOperatorName\",SkipLimits:\"SkipLimits\",genfrac:\"Genfrac\",frac:[\"Genfrac\",\"\",\"\",\"\",\"\"],tfrac:[\"Genfrac\",\"\",\"\",\"\",\"1\"],dfrac:[\"Genfrac\",\"\",\"\",\"\",\"0\"],binom:[\"Genfrac\",\"(\",\")\",\"0\",\"\"],tbinom:[\"Genfrac\",\"(\",\")\",\"0\",\"1\"],dbinom:[\"Genfrac\",\"(\",\")\",\"0\",\"0\"],cfrac:\"CFrac\",shoveleft:[\"HandleShove\",o.TexConstant.Align.LEFT],shoveright:[\"HandleShove\",o.TexConstant.Align.RIGHT],xrightarrow:[\"xArrow\",8594,5,10],xleftarrow:[\"xArrow\",8592,10,5]},l.AmsMethods),new i.EnvironmentMap(\"AMSmath-environment\",s.default.environment,{\"equation*\":[\"Equation\",null,!1],\"eqnarray*\":[\"EqnArray\",null,!1,!0,\"rcl\",m.default.cols(0,h.MATHSPACE.thickmathspace),\".5em\"],align:[\"EqnArray\",null,!0,!0,\"rl\",m.default.cols(0,2)],\"align*\":[\"EqnArray\",null,!1,!0,\"rl\",m.default.cols(0,2)],multline:[\"Multline\",null,!0],\"multline*\":[\"Multline\",null,!1],split:[\"EqnArray\",null,!1,!1,\"rl\",m.default.cols(0)],gather:[\"EqnArray\",null,!0,!0,\"c\"],\"gather*\":[\"EqnArray\",null,!1,!0,\"c\"],alignat:[\"AlignAt\",null,!0,!0],\"alignat*\":[\"AlignAt\",null,!1,!0],alignedat:[\"AlignAt\",null,!1,!1],aligned:[\"AmsEqnArray\",null,null,null,\"rl\",m.default.cols(0,2),\".5em\",\"D\"],gathered:[\"AmsEqnArray\",null,null,null,\"c\",null,\".5em\",\"D\"],xalignat:[\"XalignAt\",null,!0,!0],\"xalignat*\":[\"XalignAt\",null,!1,!0],xxalignat:[\"XalignAt\",null,!1,!1],flalign:[\"FlalignArray\",null,!0,!1,!0,\"rlc\",\"auto auto fit\"],\"flalign*\":[\"FlalignArray\",null,!1,!1,!0,\"rlc\",\"auto auto fit\"],subarray:[\"Array\",null,null,null,null,m.default.cols(0),\"0.1em\",\"S\",1],smallmatrix:[\"Array\",null,null,null,\"c\",m.default.cols(1/3),\".2em\",\"S\",1],matrix:[\"Array\",null,null,null,\"c\"],pmatrix:[\"Array\",null,\"(\",\")\",\"c\"],bmatrix:[\"Array\",null,\"[\",\"]\",\"c\"],Bmatrix:[\"Array\",null,\"\\\\{\",\"\\\\}\",\"c\"],vmatrix:[\"Array\",null,\"\\\\vert\",\"\\\\vert\",\"c\"],Vmatrix:[\"Array\",null,\"\\\\Vert\",\"\\\\Vert\",\"c\"],cases:[\"Array\",null,\"\\\\{\",\".\",\"ll\",null,\".2em\",\"T\"]},l.AmsMethods),new i.DelimiterMap(\"AMSmath-delimiter\",s.default.delimiter,{\"\\\\lvert\":[\"|\",{texClass:c.TEXCLASS.OPEN}],\"\\\\rvert\":[\"|\",{texClass:c.TEXCLASS.CLOSE}],\"\\\\lVert\":[\"\\u2016\",{texClass:c.TEXCLASS.OPEN}],\"\\\\rVert\":[\"\\u2016\",{texClass:c.TEXCLASS.CLOSE}]}),new i.CharacterMap(\"AMSsymbols-mathchar0mi\",s.default.mathchar0mi,{digamma:\"\\u03dd\",varkappa:\"\\u03f0\",varGamma:[\"\\u0393\",{mathvariant:o.TexConstant.Variant.ITALIC}],varDelta:[\"\\u0394\",{mathvariant:o.TexConstant.Variant.ITALIC}],varTheta:[\"\\u0398\",{mathvariant:o.TexConstant.Variant.ITALIC}],varLambda:[\"\\u039b\",{mathvariant:o.TexConstant.Variant.ITALIC}],varXi:[\"\\u039e\",{mathvariant:o.TexConstant.Variant.ITALIC}],varPi:[\"\\u03a0\",{mathvariant:o.TexConstant.Variant.ITALIC}],varSigma:[\"\\u03a3\",{mathvariant:o.TexConstant.Variant.ITALIC}],varUpsilon:[\"\\u03a5\",{mathvariant:o.TexConstant.Variant.ITALIC}],varPhi:[\"\\u03a6\",{mathvariant:o.TexConstant.Variant.ITALIC}],varPsi:[\"\\u03a8\",{mathvariant:o.TexConstant.Variant.ITALIC}],varOmega:[\"\\u03a9\",{mathvariant:o.TexConstant.Variant.ITALIC}],beth:\"\\u2136\",gimel:\"\\u2137\",daleth:\"\\u2138\",backprime:[\"\\u2035\",{variantForm:!0}],hslash:\"\\u210f\",varnothing:[\"\\u2205\",{variantForm:!0}],blacktriangle:\"\\u25b4\",triangledown:[\"\\u25bd\",{variantForm:!0}],blacktriangledown:\"\\u25be\",square:\"\\u25fb\",Box:\"\\u25fb\",blacksquare:\"\\u25fc\",lozenge:\"\\u25ca\",Diamond:\"\\u25ca\",blacklozenge:\"\\u29eb\",circledS:[\"\\u24c8\",{mathvariant:o.TexConstant.Variant.NORMAL}],bigstar:\"\\u2605\",sphericalangle:\"\\u2222\",measuredangle:\"\\u2221\",nexists:\"\\u2204\",complement:\"\\u2201\",mho:\"\\u2127\",eth:[\"\\xf0\",{mathvariant:o.TexConstant.Variant.NORMAL}],Finv:\"\\u2132\",diagup:\"\\u2571\",Game:\"\\u2141\",diagdown:\"\\u2572\",Bbbk:[\"k\",{mathvariant:o.TexConstant.Variant.DOUBLESTRUCK}],yen:\"\\xa5\",circledR:\"\\xae\",checkmark:\"\\u2713\",maltese:\"\\u2720\"}),new i.CharacterMap(\"AMSsymbols-mathchar0mo\",s.default.mathchar0mo,{dotplus:\"\\u2214\",ltimes:\"\\u22c9\",smallsetminus:[\"\\u2216\",{variantForm:!0}],rtimes:\"\\u22ca\",Cap:\"\\u22d2\",doublecap:\"\\u22d2\",leftthreetimes:\"\\u22cb\",Cup:\"\\u22d3\",doublecup:\"\\u22d3\",rightthreetimes:\"\\u22cc\",barwedge:\"\\u22bc\",curlywedge:\"\\u22cf\",veebar:\"\\u22bb\",curlyvee:\"\\u22ce\",doublebarwedge:\"\\u2a5e\",boxminus:\"\\u229f\",circleddash:\"\\u229d\",boxtimes:\"\\u22a0\",circledast:\"\\u229b\",boxdot:\"\\u22a1\",circledcirc:\"\\u229a\",boxplus:\"\\u229e\",centerdot:[\"\\u22c5\",{variantForm:!0}],divideontimes:\"\\u22c7\",intercal:\"\\u22ba\",leqq:\"\\u2266\",geqq:\"\\u2267\",leqslant:\"\\u2a7d\",geqslant:\"\\u2a7e\",eqslantless:\"\\u2a95\",eqslantgtr:\"\\u2a96\",lesssim:\"\\u2272\",gtrsim:\"\\u2273\",lessapprox:\"\\u2a85\",gtrapprox:\"\\u2a86\",approxeq:\"\\u224a\",lessdot:\"\\u22d6\",gtrdot:\"\\u22d7\",lll:\"\\u22d8\",llless:\"\\u22d8\",ggg:\"\\u22d9\",gggtr:\"\\u22d9\",lessgtr:\"\\u2276\",gtrless:\"\\u2277\",lesseqgtr:\"\\u22da\",gtreqless:\"\\u22db\",lesseqqgtr:\"\\u2a8b\",gtreqqless:\"\\u2a8c\",doteqdot:\"\\u2251\",Doteq:\"\\u2251\",eqcirc:\"\\u2256\",risingdotseq:\"\\u2253\",circeq:\"\\u2257\",fallingdotseq:\"\\u2252\",triangleq:\"\\u225c\",backsim:\"\\u223d\",thicksim:[\"\\u223c\",{variantForm:!0}],backsimeq:\"\\u22cd\",thickapprox:[\"\\u2248\",{variantForm:!0}],subseteqq:\"\\u2ac5\",supseteqq:\"\\u2ac6\",Subset:\"\\u22d0\",Supset:\"\\u22d1\",sqsubset:\"\\u228f\",sqsupset:\"\\u2290\",preccurlyeq:\"\\u227c\",succcurlyeq:\"\\u227d\",curlyeqprec:\"\\u22de\",curlyeqsucc:\"\\u22df\",precsim:\"\\u227e\",succsim:\"\\u227f\",precapprox:\"\\u2ab7\",succapprox:\"\\u2ab8\",vartriangleleft:\"\\u22b2\",lhd:\"\\u22b2\",vartriangleright:\"\\u22b3\",rhd:\"\\u22b3\",trianglelefteq:\"\\u22b4\",unlhd:\"\\u22b4\",trianglerighteq:\"\\u22b5\",unrhd:\"\\u22b5\",vDash:[\"\\u22a8\",{variantForm:!0}],Vdash:\"\\u22a9\",Vvdash:\"\\u22aa\",smallsmile:[\"\\u2323\",{variantForm:!0}],shortmid:[\"\\u2223\",{variantForm:!0}],smallfrown:[\"\\u2322\",{variantForm:!0}],shortparallel:[\"\\u2225\",{variantForm:!0}],bumpeq:\"\\u224f\",between:\"\\u226c\",Bumpeq:\"\\u224e\",pitchfork:\"\\u22d4\",varpropto:[\"\\u221d\",{variantForm:!0}],backepsilon:\"\\u220d\",blacktriangleleft:\"\\u25c2\",blacktriangleright:\"\\u25b8\",therefore:\"\\u2234\",because:\"\\u2235\",eqsim:\"\\u2242\",vartriangle:[\"\\u25b3\",{variantForm:!0}],Join:\"\\u22c8\",nless:\"\\u226e\",ngtr:\"\\u226f\",nleq:\"\\u2270\",ngeq:\"\\u2271\",nleqslant:[\"\\u2a87\",{variantForm:!0}],ngeqslant:[\"\\u2a88\",{variantForm:!0}],nleqq:[\"\\u2270\",{variantForm:!0}],ngeqq:[\"\\u2271\",{variantForm:!0}],lneq:\"\\u2a87\",gneq:\"\\u2a88\",lneqq:\"\\u2268\",gneqq:\"\\u2269\",lvertneqq:[\"\\u2268\",{variantForm:!0}],gvertneqq:[\"\\u2269\",{variantForm:!0}],lnsim:\"\\u22e6\",gnsim:\"\\u22e7\",lnapprox:\"\\u2a89\",gnapprox:\"\\u2a8a\",nprec:\"\\u2280\",nsucc:\"\\u2281\",npreceq:[\"\\u22e0\",{variantForm:!0}],nsucceq:[\"\\u22e1\",{variantForm:!0}],precneqq:\"\\u2ab5\",succneqq:\"\\u2ab6\",precnsim:\"\\u22e8\",succnsim:\"\\u22e9\",precnapprox:\"\\u2ab9\",succnapprox:\"\\u2aba\",nsim:\"\\u2241\",ncong:\"\\u2247\",nshortmid:[\"\\u2224\",{variantForm:!0}],nshortparallel:[\"\\u2226\",{variantForm:!0}],nmid:\"\\u2224\",nparallel:\"\\u2226\",nvdash:\"\\u22ac\",nvDash:\"\\u22ad\",nVdash:\"\\u22ae\",nVDash:\"\\u22af\",ntriangleleft:\"\\u22ea\",ntriangleright:\"\\u22eb\",ntrianglelefteq:\"\\u22ec\",ntrianglerighteq:\"\\u22ed\",nsubseteq:\"\\u2288\",nsupseteq:\"\\u2289\",nsubseteqq:[\"\\u2288\",{variantForm:!0}],nsupseteqq:[\"\\u2289\",{variantForm:!0}],subsetneq:\"\\u228a\",supsetneq:\"\\u228b\",varsubsetneq:[\"\\u228a\",{variantForm:!0}],varsupsetneq:[\"\\u228b\",{variantForm:!0}],subsetneqq:\"\\u2acb\",supsetneqq:\"\\u2acc\",varsubsetneqq:[\"\\u2acb\",{variantForm:!0}],varsupsetneqq:[\"\\u2acc\",{variantForm:!0}],leftleftarrows:\"\\u21c7\",rightrightarrows:\"\\u21c9\",leftrightarrows:\"\\u21c6\",rightleftarrows:\"\\u21c4\",Lleftarrow:\"\\u21da\",Rrightarrow:\"\\u21db\",twoheadleftarrow:\"\\u219e\",twoheadrightarrow:\"\\u21a0\",leftarrowtail:\"\\u21a2\",rightarrowtail:\"\\u21a3\",looparrowleft:\"\\u21ab\",looparrowright:\"\\u21ac\",leftrightharpoons:\"\\u21cb\",rightleftharpoons:[\"\\u21cc\",{variantForm:!0}],curvearrowleft:\"\\u21b6\",curvearrowright:\"\\u21b7\",circlearrowleft:\"\\u21ba\",circlearrowright:\"\\u21bb\",Lsh:\"\\u21b0\",Rsh:\"\\u21b1\",upuparrows:\"\\u21c8\",downdownarrows:\"\\u21ca\",upharpoonleft:\"\\u21bf\",upharpoonright:\"\\u21be\",downharpoonleft:\"\\u21c3\",restriction:\"\\u21be\",multimap:\"\\u22b8\",downharpoonright:\"\\u21c2\",leftrightsquigarrow:\"\\u21ad\",rightsquigarrow:\"\\u21dd\",leadsto:\"\\u21dd\",dashrightarrow:\"\\u21e2\",dashleftarrow:\"\\u21e0\",nleftarrow:\"\\u219a\",nrightarrow:\"\\u219b\",nLeftarrow:\"\\u21cd\",nRightarrow:\"\\u21cf\",nleftrightarrow:\"\\u21ae\",nLeftrightarrow:\"\\u21ce\"}),new i.DelimiterMap(\"AMSsymbols-delimiter\",s.default.delimiter,{\"\\\\ulcorner\":\"\\u231c\",\"\\\\urcorner\":\"\\u231d\",\"\\\\llcorner\":\"\\u231e\",\"\\\\lrcorner\":\"\\u231f\"}),new i.CommandMap(\"AMSsymbols-macros\",{implies:[\"Macro\",\"\\\\;\\\\Longrightarrow\\\\;\"],impliedby:[\"Macro\",\"\\\\;\\\\Longleftarrow\\\\;\"]},l.AmsMethods)},\n",
       "      741: function _(a,e,o,r,c){r();var n=a(551);a(742),o.AmsCdConfiguration=n.Configuration.create(\"amscd\",{handler:{character:[\"amscd_special\"],macro:[\"amscd_macros\"],environment:[\"amscd_environment\"]},options:{amscd:{colspace:\"5pt\",rowspace:\"5pt\",harrowsize:\"2.75em\",varrowsize:\"1.75em\",hideHorizontalLabels:!1}}})},\n",
       "      742: function _(a,n,r,e,i){e();var m=a(554),o=a(561),t=a(743);new m.EnvironmentMap(\"amscd_environment\",o.default.environment,{CD:\"CD\"},t.default),new m.CommandMap(\"amscd_macros\",{minCDarrowwidth:\"minCDarrowwidth\",minCDarrowheight:\"minCDarrowheight\"},t.default),new m.MacroMap(\"amscd_special\",{\"@\":\"arrow\"},t.default)},\n",
       "      743: function _(e,t,a,r,n){r();var i=e(539),o=e(553),c=e(533),s=e(536),l={CD:function(e,t){e.Push(t);var a=e.itemFactory.create(\"array\"),r=e.configuration.options.amscd;return a.setProperties({minw:e.stack.env.CD_minw||r.harrowsize,minh:e.stack.env.CD_minh||r.varrowsize}),a.arraydef={columnalign:\"center\",columnspacing:r.colspace,rowspacing:r.rowspace,displaystyle:!0},a},arrow:function(e,t){var a=e.string.charAt(e.i);if(!a.match(/[><VA.|=]/))return o.Other(e,t);e.i++;var r=e.stack.Top();r.isKind(\"array\")&&!r.Size()||(l.cell(e,t),r=e.stack.Top());for(var n,d=r,m=d.table.length%2==1,p=(d.row.length+(m?0:1))%2;p;)l.cell(e,t),p--;var f={minsize:d.getProperty(\"minw\"),stretchy:!0},h={minsize:d.getProperty(\"minh\"),stretchy:!0,symmetric:!0,lspace:0,rspace:0};if(\".\"===a);else if(\"|\"===a)n=e.create(\"token\",\"mo\",h,\"\\u2225\");else if(\"=\"===a)n=e.create(\"token\",\"mo\",f,\"=\");else{var u={\">\":\"\\u2192\",\"<\":\"\\u2190\",V:\"\\u2193\",A:\"\\u2191\"}[a],v=e.GetUpTo(t+a,a),w=e.GetUpTo(t+a,a);if(\">\"===a||\"<\"===a){if(n=e.create(\"token\",\"mo\",f,u),v||(v=\"\\\\kern \"+d.getProperty(\"minw\")),v||w){var g={width:\".67em\",lspace:\".33em\"};if(n=e.create(\"node\",\"munderover\",[n]),v){var k=new i.default(v,e.stack.env,e.configuration).mml(),y=e.create(\"node\",\"mpadded\",[k],g);s.default.setAttribute(y,\"voffset\",\".1em\"),s.default.setChild(n,n.over,y)}if(w){var C=new i.default(w,e.stack.env,e.configuration).mml();s.default.setChild(n,n.under,e.create(\"node\",\"mpadded\",[C],g))}e.configuration.options.amscd.hideHorizontalLabels&&(n=e.create(\"node\",\"mpadded\",n,{depth:0,height:\".67em\"}))}}else{var D=e.create(\"token\",\"mo\",h,u);n=D,(v||w)&&(n=e.create(\"node\",\"mrow\"),v&&s.default.appendChildren(n,[new i.default(\"\\\\scriptstyle\\\\llap{\"+v+\"}\",e.stack.env,e.configuration).mml()]),D.texClass=c.TEXCLASS.ORD,s.default.appendChildren(n,[D]),w&&s.default.appendChildren(n,[new i.default(\"\\\\scriptstyle\\\\rlap{\"+w+\"}\",e.stack.env,e.configuration).mml()]))}}n&&e.Push(n),l.cell(e,t)},cell:function(e,t){var a=e.stack.Top();(a.table||[]).length%2==0&&0===(a.row||[]).length&&e.Push(e.create(\"node\",\"mpadded\",[],{height:\"8.5pt\",depth:\"2pt\"})),e.Push(e.itemFactory.create(\"cell\").setProperties({isEntry:!0,name:t}))},minCDarrowwidth:function(e,t){e.stack.env.CD_minw=e.GetDimen(t)},minCDarrowheight:function(e,t){e.stack.env.CD_minh=e.GetDimen(t)}};a.default=l},\n",
       "      744: function _(e,t,o,i,a){i();var n=e(551),r=e(554),d=e(541);o.BboxMethods={},o.BboxMethods.BBox=function(e,t){for(var o,i,a,n=e.GetBrackets(t,\"\"),r=e.ParseArg(t),s=n.split(/,/),f=0,p=s.length;f<p;f++){var u=s[f].trim(),h=u.match(/^(\\.\\d+|\\d+(\\.\\d*)?)(pt|em|ex|mu|px|in|cm|mm)$/);if(h){if(o)throw new d.default(\"MultipleBBoxProperty\",\"%1 specified twice in %2\",\"Padding\",t);var B=l(h[1]+h[3]);B&&(o={height:\"+\"+B,depth:\"+\"+B,lspace:B,width:\"+\"+2*parseInt(h[1],10)+h[3]})}else if(u.match(/^([a-z0-9]+|\\#[0-9a-f]{6}|\\#[0-9a-f]{3})$/i)){if(i)throw new d.default(\"MultipleBBoxProperty\",\"%1 specified twice in %2\",\"Background\",t);i=u}else if(u.match(/^[-a-z]+:/i)){if(a)throw new d.default(\"MultipleBBoxProperty\",\"%1 specified twice in %2\",\"Style\",t);a=c(u)}else if(\"\"!==u)throw new d.default(\"InvalidBBoxProperty\",'\"%1\" doesn\\'t look like a color, a padding dimension, or a style',u)}o&&(r=e.create(\"node\",\"mpadded\",[r],o)),(i||a)&&(o={},i&&Object.assign(o,{mathbackground:i}),a&&Object.assign(o,{style:a}),r=e.create(\"node\",\"mstyle\",[r],o)),e.Push(r)};var c=function(e){return e},l=function(e){return e};new r.CommandMap(\"bbox\",{bbox:\"BBox\"},o.BboxMethods),o.BboxConfiguration=n.Configuration.create(\"bbox\",{handler:{macro:[\"bbox\"]}})},\n",
       "      745: function _(t,o,a,e,n){var r=this&&this.__values||function(t){var o=\"function\"==typeof Symbol&&Symbol.iterator,a=o&&t[o],e=0;if(a)return a.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&e>=t.length&&(t=void 0),{value:t&&t[e++],done:!t}}};throw new TypeError(o?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};e();var l=t(551),i=t(536),s=t(558),d=t(554),b=t(549),f={};function u(t,o,a,e){var n=b.NodeFactory.createToken(t,o,a,e);return\"mtext\"!==o&&t.configuration.parser.stack.env.boldsymbol&&(i.default.setProperty(n,\"fixBold\",!0),t.configuration.addNode(\"fixBold\",n)),n}function y(t){var o,a;try{for(var e=r(t.data.getList(\"fixBold\")),n=e.next();!n.done;n=e.next()){var l=n.value;if(i.default.getProperty(l,\"fixBold\")){var d=i.default.getAttribute(l,\"mathvariant\");null==d?i.default.setAttribute(l,\"mathvariant\",s.TexConstant.Variant.BOLD):i.default.setAttribute(l,\"mathvariant\",f[d]||d),i.default.removeProperties(l,\"fixBold\")}}}catch(t){o={error:t}}finally{try{n&&!n.done&&(a=e.return)&&a.call(e)}finally{if(o)throw o.error}}}f[s.TexConstant.Variant.NORMAL]=s.TexConstant.Variant.BOLD,f[s.TexConstant.Variant.ITALIC]=s.TexConstant.Variant.BOLDITALIC,f[s.TexConstant.Variant.FRAKTUR]=s.TexConstant.Variant.BOLDFRAKTUR,f[s.TexConstant.Variant.SCRIPT]=s.TexConstant.Variant.BOLDSCRIPT,f[s.TexConstant.Variant.SANSSERIF]=s.TexConstant.Variant.BOLDSANSSERIF,f[\"-tex-calligraphic\"]=\"-tex-bold-calligraphic\",f[\"-tex-oldstyle\"]=\"-tex-bold-oldstyle\",f[\"-tex-mathit\"]=s.TexConstant.Variant.BOLDITALIC,a.BoldsymbolMethods={},a.BoldsymbolMethods.Boldsymbol=function(t,o){var a=t.stack.env.boldsymbol;t.stack.env.boldsymbol=!0;var e=t.ParseArg(o);t.stack.env.boldsymbol=a,t.Push(e)},new d.CommandMap(\"boldsymbol\",{boldsymbol:\"Boldsymbol\"},a.BoldsymbolMethods),a.createBoldToken=u,a.rewriteBoldTokens=y,a.BoldsymbolConfiguration=l.Configuration.create(\"boldsymbol\",{handler:{macro:[\"boldsymbol\"]},nodes:{token:u},postprocessors:[y]})},\n",
       "      746: function _(r,a,t,e,o){var c;e();var n=r(551),i=r(747);r(748),t.BraketConfiguration=n.Configuration.create(\"braket\",{handler:{character:[\"Braket-characters\"],macro:[\"Braket-macros\"]},items:(c={},c[i.BraketItem.prototype.kind]=i.BraketItem,c)})},\n",
       "      747: function _(t,e,r,o,n){var i,c=this&&this.__extends||(i=function(t,e){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},i(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}i(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)});o();var s=t(547),a=t(533),l=t(540),p=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return c(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"braket\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isOpen\",{get:function(){return!0},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(e){return e.isKind(\"close\")?[[this.factory.create(\"mml\",this.toMml())],!0]:e.isKind(\"mml\")?(this.Push(e.toMml()),this.getProperty(\"single\")?[[this.toMml()],!0]:s.BaseItem.fail):t.prototype.checkItem.call(this,e)},e.prototype.toMml=function(){var e=t.prototype.toMml.call(this),r=this.getProperty(\"open\"),o=this.getProperty(\"close\");if(this.getProperty(\"stretchy\"))return l.default.fenced(this.factory.configuration,r,e,o);var n={fence:!0,stretchy:!1,symmetric:!0,texClass:a.TEXCLASS.OPEN},i=this.create(\"token\",\"mo\",n,r);n.texClass=a.TEXCLASS.CLOSE;var c=this.create(\"token\",\"mo\",n,o);return this.create(\"node\",\"mrow\",[i,e,c],{open:r,close:o,texClass:a.TEXCLASS.INNER})},e}(s.BaseItem);r.BraketItem=p},\n",
       "      748: function _(r,e,a,t,l){t();var n=r(554),g=r(749);new n.CommandMap(\"Braket-macros\",{bra:[\"Macro\",\"{\\\\langle {#1} \\\\vert}\",1],ket:[\"Macro\",\"{\\\\vert {#1} \\\\rangle}\",1],braket:[\"Braket\",\"\\u27e8\",\"\\u27e9\",!1,1/0],set:[\"Braket\",\"{\",\"}\",!1,1],Bra:[\"Macro\",\"{\\\\left\\\\langle {#1} \\\\right\\\\vert}\",1],Ket:[\"Macro\",\"{\\\\left\\\\vert {#1} \\\\right\\\\rangle}\",1],Braket:[\"Braket\",\"\\u27e8\",\"\\u27e9\",!0,1/0],Set:[\"Braket\",\"{\",\"}\",!0,1],ketbra:[\"Macro\",\"{\\\\vert {#1} \\\\rangle\\\\langle {#2} \\\\vert}\",2],Ketbra:[\"Macro\",\"{\\\\left\\\\vert {#1} \\\\right\\\\rangle\\\\left\\\\langle {#2} \\\\right\\\\vert}\",2],\"|\":\"Bar\"},g.default),new n.MacroMap(\"Braket-characters\",{\"|\":\"Bar\"},g.default)},\n",
       "      749: function _(e,t,r,a,o){a();var s=e(559),c=e(533),n=e(541),u={};u.Macro=s.default.Macro,u.Braket=function(e,t,r,a,o,s){var c=e.GetNext();if(\"\"===c)throw new n.default(\"MissingArgFor\",\"Missing argument for %1\",e.currentCS);var u=!0;\"{\"===c&&(e.i++,u=!1),e.Push(e.itemFactory.create(\"braket\").setProperties({barmax:s,barcount:0,open:r,close:a,stretchy:o,single:u}))},u.Bar=function(e,t){var r=\"|\"===t?\"|\":\"\\u2225\",a=e.stack.Top();if(\"braket\"!==a.kind||a.getProperty(\"barcount\")>=a.getProperty(\"barmax\")){var o=e.create(\"token\",\"mo\",{texClass:c.TEXCLASS.ORD,stretchy:!1},r);e.Push(o)}else{if(\"|\"===r&&\"|\"===e.GetNext()&&(e.i++,r=\"\\u2225\"),a.getProperty(\"stretchy\")){var s=e.create(\"node\",\"TeXAtom\",[],{texClass:c.TEXCLASS.CLOSE});e.Push(s),a.setProperty(\"barcount\",a.getProperty(\"barcount\")+1),s=e.create(\"token\",\"mo\",{stretchy:!0,braketbar:!0},r),e.Push(s),s=e.create(\"node\",\"TeXAtom\",[],{texClass:c.TEXCLASS.OPEN}),e.Push(s)}else{var n=e.create(\"token\",\"mo\",{stretchy:!1,braketbar:!0},r);e.Push(n)}}},r.default=u},\n",
       "      750: function _(o,r,e,s,n){var t;s();var a=o(551),p=o(751),u=o(752);o(753),e.BussproofsConfiguration=a.Configuration.create(\"bussproofs\",{handler:{macro:[\"Bussproofs-macros\"],environment:[\"Bussproofs-environments\"]},items:(t={},t[p.ProofTreeItem.prototype.kind]=p.ProofTreeItem,t),preprocessors:[[u.saveDocument,1]],postprocessors:[[u.clearDocument,3],[u.makeBsprAttributes,2],[u.balanceRules,1]]})},\n",
       "      751: function _(t,e,r,n,o){var i,a=this&&this.__extends||(i=function(t,e){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},i(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}i(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)});n();var s=t(541),c=t(547),u=t(544),f=t(752),p=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.leftLabel=null,e.rigthLabel=null,e.innerStack=new u.default(e.factory,{},!0),e}return a(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"proofTree\"},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(t){if(t.isKind(\"end\")&&\"prooftree\"===t.getName()){var e=this.toMml();return f.setProperty(e,\"proof\",!0),[[this.factory.create(\"mml\",e),t],!0]}if(t.isKind(\"stop\"))throw new s.default(\"EnvMissingEnd\",\"Missing \\\\end{%1}\",this.getName());return this.innerStack.Push(t),c.BaseItem.fail},e.prototype.toMml=function(){var e=t.prototype.toMml.call(this),r=this.innerStack.Top();if(r.isKind(\"start\")&&!r.Size())return e;this.innerStack.Push(this.factory.create(\"stop\"));var n=this.innerStack.Top().toMml();return this.create(\"node\",\"mrow\",[n,e],{})},e}(c.BaseItem);r.ProofTreeItem=p},\n",
       "      752: function _(e,t,r,n,o){var i,a=this&&this.__read||function(e,t){var r=\"function\"==typeof Symbol&&e[Symbol.iterator];if(!r)return e;var n,o,i=r.call(e),a=[];try{for(;(void 0===t||t-- >0)&&!(n=i.next()).done;)a.push(n.value)}catch(e){o={error:e}}finally{try{n&&!n.done&&(r=i.return)&&r.call(i)}finally{if(o)throw o.error}}return a},d=this&&this.__values||function(e){var t=\"function\"==typeof Symbol&&Symbol.iterator,r=t&&e[t],n=0;if(r)return r.call(e);if(e&&\"number\"==typeof e.length)return{next:function(){return e&&n>=e.length&&(e=void 0),{value:e&&e[n++],done:!e}}};throw new TypeError(t?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};n();var u=e(536),l=e(540),c=null,s=null,f=function(e){return s.root=e,c.outputJax.getBBox(s,c).w},p=function(e){for(var t=0;e&&!u.default.isType(e,\"mtable\");){if(u.default.isType(e,\"text\"))return null;u.default.isType(e,\"mrow\")?(e=e.childNodes[0],t=0):(e=e.parent.childNodes[t],t++)}return e},h=function(e,t){return e.childNodes[\"up\"===t?1:0].childNodes[0].childNodes[0].childNodes[0].childNodes[0]},y=function(e,t){return e.childNodes[t].childNodes[0].childNodes[0]},v=function(e){return y(e,0)},m=function(e){return y(e,e.childNodes.length-1)},g=function(e,t){return e.childNodes[\"up\"===t?0:1].childNodes[0].childNodes[0].childNodes[0]},P=function(e){for(;e&&!u.default.isType(e,\"mtd\");)e=e.parent;return e},N=function(e){return e.parent.childNodes[e.parent.childNodes.indexOf(e)+1]},x=function(e){for(;e&&null==r.getProperty(e,\"inference\");)e=e.parent;return e},b=function(e,t,r){void 0===r&&(r=!1);var n=0;if(e===t)return n;if(e!==t.parent){var o=e.childNodes,i=r?o.length-1:0;u.default.isType(o[i],\"mspace\")&&(n+=f(o[i])),e=t.parent}if(e===t)return n;var a=e.childNodes,d=r?a.length-1:0;return a[d]!==t&&(n+=f(a[d])),n},w=function(e,t){void 0===t&&(t=!1);var n=p(e),o=g(n,r.getProperty(n,\"inferenceRule\"));return b(e,n,t)+(f(n)-f(o))/2},A=function(e,t,n,o){if(void 0===o&&(o=!1),r.getProperty(t,\"inferenceRule\")||r.getProperty(t,\"labelledRule\")){var i=e.nodeFactory.create(\"node\",\"mrow\");t.parent.replaceChild(i,t),i.setChildren([t]),j(t,i),t=i}var a=o?t.childNodes.length-1:0,d=t.childNodes[a];u.default.isType(d,\"mspace\")?u.default.setAttribute(d,\"width\",l.default.Em(l.default.dimen2em(u.default.getAttribute(d,\"width\"))+n)):(d=e.nodeFactory.create(\"node\",\"mspace\",[],{width:l.default.Em(n)}),o?t.appendChild(d):(d.parent=t,t.childNodes.unshift(d)))},j=function(e,t){[\"inference\",\"proof\",\"maxAdjust\",\"labelledRule\"].forEach((function(n){var o=r.getProperty(e,n);null!=o&&(r.setProperty(t,n,o),r.removeProperty(e,n))}))},R=function(e,t,n,o,i){var a=e.nodeFactory.create(\"node\",\"mspace\",[],{width:l.default.Em(i)});if(\"left\"===o){var d=t.childNodes[n].childNodes[0];a.parent=d,d.childNodes.unshift(a)}else t.childNodes[n].appendChild(a);r.setProperty(t.parent,\"sequentAdjust_\"+o,i)},T=function(e,t){for(var n=t.pop();t.length;){var o=t.pop(),i=a(_(n,o),2),d=i[0],u=i[1];r.getProperty(n.parent,\"axiom\")&&(R(e,d<0?n:o,0,\"left\",Math.abs(d)),R(e,u<0?n:o,2,\"right\",Math.abs(u))),n=o}},_=function(e,t){var r=f(e.childNodes[2]),n=f(t.childNodes[2]);return[f(e.childNodes[0])-f(t.childNodes[0]),r-n]};r.balanceRules=function(e){var t,n;s=new e.document.options.MathItem(\"\",null,e.math.display);var o=e.data;!function(e){var t=e.nodeLists.sequent;if(t)for(var n=t.length-1,o=void 0;o=t[n];n--)if(r.getProperty(o,\"sequentProcessed\"))r.removeProperty(o,\"sequentProcessed\");else{var i=[],a=x(o);if(1===r.getProperty(a,\"inference\")){for(i.push(o);1===r.getProperty(a,\"inference\");){a=p(a);var d=v(h(a,r.getProperty(a,\"inferenceRule\"))),u=r.getProperty(d,\"inferenceRule\")?g(d,r.getProperty(d,\"inferenceRule\")):d;r.getProperty(u,\"sequent\")&&(o=u.childNodes[0],i.push(o),r.setProperty(o,\"sequentProcessed\",!0)),a=d}T(e,i)}}}(o);var i=o.nodeLists.inference||[];try{for(var a=d(i),u=a.next();!u.done;u=a.next()){var l=u.value,c=r.getProperty(l,\"proof\"),f=p(l),y=h(f,r.getProperty(f,\"inferenceRule\")),j=v(y);if(r.getProperty(j,\"inference\")){var R=w(j);if(R){A(o,j,-R);var _=b(l,f,!1);A(o,l,R-_)}}var E=m(y);if(null!=r.getProperty(E,\"inference\")){var q=w(E,!0);A(o,E,-q,!0);var B=b(l,f,!0),C=r.getProperty(l,\"maxAdjust\");null!=C&&(q=Math.max(q,C));var M=void 0;if(!c&&(M=P(l))){var S=N(M);if(S){var F=o.nodeFactory.create(\"node\",\"mspace\",[],{width:q-B+\"em\"});S.appendChild(F),l.removeProperty(\"maxAdjust\")}else{var k=x(M);k&&(q=r.getProperty(k,\"maxAdjust\")?Math.max(r.getProperty(k,\"maxAdjust\"),q):q,r.setProperty(k,\"maxAdjust\",q))}}else A(o,r.getProperty(l,\"proof\")?l:l.parent,q-B,!0)}}}catch(e){t={error:e}}finally{try{u&&!u.done&&(n=a.return)&&n.call(a)}finally{if(t)throw t.error}}};var E=\"bspr_\",q=((i={}).bspr_maxAdjust=!0,i);r.setProperty=function(e,t,r){u.default.setProperty(e,E+t,r)};r.getProperty=function(e,t){return u.default.getProperty(e,E+t)};r.removeProperty=function(e,t){e.removeProperty(E+t)};r.makeBsprAttributes=function(e){e.data.root.walkTree((function(e,t){var r=[];e.getPropertyNames().forEach((function(t){!q[t]&&t.match(RegExp(\"^bspr_\"))&&r.push(t+\":\"+e.getProperty(t))})),r.length&&u.default.setAttribute(e,\"semantics\",r.join(\";\"))}))};r.saveDocument=function(e){if(!(\"getBBox\"in(c=e.document).outputJax))throw Error(\"The bussproofs extension requires an output jax with a getBBox() method\")};r.clearDocument=function(e){c=null}},\n",
       "      753: function _(e,n,o,t,r){t();var a=e(754),i=e(561),f=e(554);new f.CommandMap(\"Bussproofs-macros\",{AxiomC:\"Axiom\",UnaryInfC:[\"Inference\",1],BinaryInfC:[\"Inference\",2],TrinaryInfC:[\"Inference\",3],QuaternaryInfC:[\"Inference\",4],QuinaryInfC:[\"Inference\",5],RightLabel:[\"Label\",\"right\"],LeftLabel:[\"Label\",\"left\"],AXC:\"Axiom\",UIC:[\"Inference\",1],BIC:[\"Inference\",2],TIC:[\"Inference\",3],RL:[\"Label\",\"right\"],LL:[\"Label\",\"left\"],noLine:[\"SetLine\",\"none\",!1],singleLine:[\"SetLine\",\"solid\",!1],solidLine:[\"SetLine\",\"solid\",!1],dashedLine:[\"SetLine\",\"dashed\",!1],alwaysNoLine:[\"SetLine\",\"none\",!0],alwaysSingleLine:[\"SetLine\",\"solid\",!0],alwaysSolidLine:[\"SetLine\",\"solid\",!0],alwaysDashedLine:[\"SetLine\",\"dashed\",!0],rootAtTop:[\"RootAtTop\",!0],alwaysRootAtTop:[\"RootAtTop\",!0],rootAtBottom:[\"RootAtTop\",!1],alwaysRootAtBottom:[\"RootAtTop\",!1],fCenter:\"FCenter\",Axiom:\"AxiomF\",UnaryInf:[\"InferenceF\",1],BinaryInf:[\"InferenceF\",2],TrinaryInf:[\"InferenceF\",3],QuaternaryInf:[\"InferenceF\",4],QuinaryInf:[\"InferenceF\",5]},a.default),new f.EnvironmentMap(\"Bussproofs-environments\",i.default.environment,{prooftree:[\"Prooftree\",null,!1]},a.default)},\n",
       "      754: function _(e,t,r,o,n){var a=this&&this.__read||function(e,t){var r=\"function\"==typeof Symbol&&e[Symbol.iterator];if(!r)return e;var o,n,a=r.call(e),i=[];try{for(;(void 0===t||t-- >0)&&!(o=a.next()).done;)i.push(o.value)}catch(e){n={error:e}}finally{try{o&&!o.done&&(r=a.return)&&r.call(a)}finally{if(n)throw n.error}}return i},i=this&&this.__spreadArray||function(e,t){for(var r=0,o=t.length,n=e.length;r<o;r++,n++)e[n]=t[r];return e};o();var l=e(541),f=e(539),d=e(540),c=e(752),m={Prooftree:function(e,t){return e.Push(t),e.itemFactory.create(\"proofTree\").setProperties({name:t.getName(),line:\"solid\",currentLine:\"solid\",rootAtTop:!1})},Axiom:function(e,t){var r=e.stack.Top();if(\"proofTree\"!==r.kind)throw new l.default(\"IllegalProofCommand\",\"Proof commands only allowed in prooftree environment.\");var o=p(e,e.GetArgument(t));c.setProperty(o,\"axiom\",!0),r.Push(o)}},p=function(e,t){var r=d.default.internalMath(e,d.default.trimSpaces(t),0);if(!r[0].childNodes[0].childNodes.length)return e.create(\"node\",\"mrow\",[]);var o=e.create(\"node\",\"mspace\",[],{width:\".5ex\"}),n=e.create(\"node\",\"mspace\",[],{width:\".5ex\"});return e.create(\"node\",\"mrow\",i(i([o],a(r)),[n]))};function s(e,t,r,o,n,a,i){var l,f,d,m,p=e.create(\"node\",\"mtr\",[e.create(\"node\",\"mtd\",[t],{})],{}),s=e.create(\"node\",\"mtr\",[e.create(\"node\",\"mtd\",r,{})],{}),u=e.create(\"node\",\"mtable\",i?[s,p]:[p,s],{align:\"top 2\",rowlines:a,framespacing:\"0 0\"});if(c.setProperty(u,\"inferenceRule\",i?\"up\":\"down\"),o&&(l=e.create(\"node\",\"mpadded\",[o],{height:\"+.5em\",width:\"+.5em\",voffset:\"-.15em\"}),c.setProperty(l,\"prooflabel\",\"left\")),n&&(f=e.create(\"node\",\"mpadded\",[n],{height:\"+.5em\",width:\"+.5em\",voffset:\"-.15em\"}),c.setProperty(f,\"prooflabel\",\"right\")),o&&n)d=[l,u,f],m=\"both\";else if(o)d=[l,u],m=\"left\";else{if(!n)return u;d=[u,f],m=\"right\"}return u=e.create(\"node\",\"mrow\",d),c.setProperty(u,\"labelledRule\",m),u}function u(e,t){if(\"$\"!==e.GetNext())throw new l.default(\"IllegalUseOfCommand\",\"Use of %1 does not match it's definition.\",t);e.i++;var r=e.GetUpTo(t,\"$\");if(-1===r.indexOf(\"\\\\fCenter\"))throw new l.default(\"IllegalUseOfCommand\",\"Missing \\\\fCenter in %1.\",t);var o=a(r.split(\"\\\\fCenter\"),2),n=o[0],i=o[1],d=new f.default(n,e.stack.env,e.configuration).mml(),m=new f.default(i,e.stack.env,e.configuration).mml(),p=new f.default(\"\\\\fCenter\",e.stack.env,e.configuration).mml(),s=e.create(\"node\",\"mtd\",[d],{}),u=e.create(\"node\",\"mtd\",[p],{}),P=e.create(\"node\",\"mtd\",[m],{}),h=e.create(\"node\",\"mtr\",[s,u,P],{}),g=e.create(\"node\",\"mtable\",[h],{columnspacing:\".5ex\",columnalign:\"center 2\"});return c.setProperty(g,\"sequent\",!0),e.configuration.addNode(\"sequent\",h),g}m.Inference=function(e,t,r){var o=e.stack.Top();if(\"proofTree\"!==o.kind)throw new l.default(\"IllegalProofCommand\",\"Proof commands only allowed in prooftree environment.\");if(o.Size()<r)throw new l.default(\"BadProofTree\",\"Proof tree badly specified.\");var n=o.getProperty(\"rootAtTop\"),a=1!==r||o.Peek()[0].childNodes.length?r:0,i=[];do{i.length&&i.unshift(e.create(\"node\",\"mtd\",[],{})),i.unshift(e.create(\"node\",\"mtd\",[o.Pop()],{rowalign:n?\"top\":\"bottom\"})),r--}while(r>0);var f=e.create(\"node\",\"mtr\",i,{}),d=e.create(\"node\",\"mtable\",[f],{framespacing:\"0 0\"}),m=p(e,e.GetArgument(t)),u=o.getProperty(\"currentLine\");u!==o.getProperty(\"line\")&&o.setProperty(\"currentLine\",o.getProperty(\"line\"));var P=s(e,d,[m],o.getProperty(\"left\"),o.getProperty(\"right\"),u,n);o.setProperty(\"left\",null),o.setProperty(\"right\",null),c.setProperty(P,\"inference\",a),e.configuration.addNode(\"inference\",P),o.Push(P)},m.Label=function(e,t,r){var o=e.stack.Top();if(\"proofTree\"!==o.kind)throw new l.default(\"IllegalProofCommand\",\"Proof commands only allowed in prooftree environment.\");var n=d.default.internalMath(e,e.GetArgument(t),0),a=n.length>1?e.create(\"node\",\"mrow\",n,{}):n[0];o.setProperty(r,a)},m.SetLine=function(e,t,r,o){var n=e.stack.Top();if(\"proofTree\"!==n.kind)throw new l.default(\"IllegalProofCommand\",\"Proof commands only allowed in prooftree environment.\");n.setProperty(\"currentLine\",r),o&&n.setProperty(\"line\",r)},m.RootAtTop=function(e,t,r){var o=e.stack.Top();if(\"proofTree\"!==o.kind)throw new l.default(\"IllegalProofCommand\",\"Proof commands only allowed in prooftree environment.\");o.setProperty(\"rootAtTop\",r)},m.AxiomF=function(e,t){var r=e.stack.Top();if(\"proofTree\"!==r.kind)throw new l.default(\"IllegalProofCommand\",\"Proof commands only allowed in prooftree environment.\");var o=u(e,t);c.setProperty(o,\"axiom\",!0),r.Push(o)},m.FCenter=function(e,t){},m.InferenceF=function(e,t,r){var o=e.stack.Top();if(\"proofTree\"!==o.kind)throw new l.default(\"IllegalProofCommand\",\"Proof commands only allowed in prooftree environment.\");if(o.Size()<r)throw new l.default(\"BadProofTree\",\"Proof tree badly specified.\");var n=o.getProperty(\"rootAtTop\"),a=1!==r||o.Peek()[0].childNodes.length?r:0,i=[];do{i.length&&i.unshift(e.create(\"node\",\"mtd\",[],{})),i.unshift(e.create(\"node\",\"mtd\",[o.Pop()],{rowalign:n?\"top\":\"bottom\"})),r--}while(r>0);var f=e.create(\"node\",\"mtr\",i,{}),d=e.create(\"node\",\"mtable\",[f],{framespacing:\"0 0\"}),m=u(e,t),p=o.getProperty(\"currentLine\");p!==o.getProperty(\"line\")&&o.setProperty(\"currentLine\",o.getProperty(\"line\"));var P=s(e,d,[m],o.getProperty(\"left\"),o.getProperty(\"right\"),p,n);o.setProperty(\"left\",null),o.setProperty(\"right\",null),c.setProperty(P,\"inference\",a),e.configuration.addNode(\"inference\",P),o.Push(P)},r.default=m},\n",
       "      755: function _(e,n,a,t,o){t();var c=e(551),l=e(558),s=e(554),C=e(540),i=e(756);a.CancelMethods={},a.CancelMethods.Cancel=function(e,n,a){var t=e.GetBrackets(n,\"\"),o=e.ParseArg(n),c=C.default.keyvalOptions(t,i.ENCLOSE_OPTIONS);c.notation=a,e.Push(e.create(\"node\",\"menclose\",[o],c))},a.CancelMethods.CancelTo=function(e,n){var a=e.GetBrackets(n,\"\"),t=e.ParseArg(n),o=e.ParseArg(n),c=C.default.keyvalOptions(a,i.ENCLOSE_OPTIONS);c.notation=[l.TexConstant.Notation.UPDIAGONALSTRIKE,l.TexConstant.Notation.UPDIAGONALARROW,l.TexConstant.Notation.NORTHEASTARROW].join(\" \"),t=e.create(\"node\",\"mpadded\",[t],{depth:\"-.1em\",height:\"+.1em\",voffset:\".1em\"}),e.Push(e.create(\"node\",\"msup\",[e.create(\"node\",\"menclose\",[o],c),t]))},new s.CommandMap(\"cancel\",{cancel:[\"Cancel\",l.TexConstant.Notation.UPDIAGONALSTRIKE],bcancel:[\"Cancel\",l.TexConstant.Notation.DOWNDIAGONALSTRIKE],xcancel:[\"Cancel\",l.TexConstant.Notation.UPDIAGONALSTRIKE+\" \"+l.TexConstant.Notation.DOWNDIAGONALSTRIKE],cancelto:\"CancelTo\"},a.CancelMethods),a.CancelConfiguration=c.Configuration.create(\"cancel\",{handler:{macro:[\"cancel\"]}})},\n",
       "      756: function _(e,o,n,a,c){a();var t=e(551),s=e(554),r=e(540);n.ENCLOSE_OPTIONS={\"data-arrowhead\":1,color:1,mathcolor:1,background:1,mathbackground:1,\"data-padding\":1,\"data-thickness\":1},n.EncloseMethods={},n.EncloseMethods.Enclose=function(e,o){var a=e.GetArgument(o).replace(/,/g,\" \"),c=e.GetBrackets(o,\"\"),t=e.ParseArg(o),s=r.default.keyvalOptions(c,n.ENCLOSE_OPTIONS);s.notation=a,e.Push(e.create(\"node\",\"menclose\",[t],s))},new s.CommandMap(\"enclose\",{enclose:\"Enclose\"},n.EncloseMethods),n.EncloseConfiguration=t.Configuration.create(\"enclose\",{handler:{macro:[\"enclose\"]}})},\n",
       "      757: function _(t,e,r,n,s){var a,o,i=this&&this.__extends||(a=function(t,e){return a=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},a(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}a(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)});n();var u=t(551),c=t(554),l=t(540),p=t(559),f=t(541),h=t(556),m=t(737),y=t(758),g=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"cases-begin\"},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(e){return e.isKind(\"end\")&&e.getName()===this.getName()&&this.getProperty(\"end\")?(this.setProperty(\"end\",!1),[[],!0]):t.prototype.checkItem.call(this,e)},e}(h.BeginItem);r.CasesBeginItem=g;var d=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.subcounter=0,e}return i(e,t),e.prototype.start=function(e,r,n){this.subcounter=0,t.prototype.start.call(this,e,r,n)},e.prototype.autoTag=function(){null==this.currentTag.tag&&(\"subnumcases\"===this.currentTag.env?(0===this.subcounter&&this.counter++,this.subcounter++,this.tag(this.formatNumber(this.counter,this.subcounter),!1)):(0!==this.subcounter&&\"numcases-left\"===this.currentTag.env||this.counter++,this.tag(this.formatNumber(this.counter),!1)))},e.prototype.formatNumber=function(t,e){return void 0===e&&(e=null),t.toString()+(null===e?\"\":String.fromCharCode(96+e))},e}(m.AmsTags);r.CasesTags=d,r.CasesMethods={NumCases:function(t,e){if(t.stack.env.closing===e.getName()){delete t.stack.env.closing,t.Push(t.itemFactory.create(\"end\").setProperty(\"name\",e.getName()));var r=t.stack.Top(),n=r.Last,s=l.default.copyNode(n,t),a=r.getProperty(\"left\");return y.EmpheqUtil.left(n,s,a+\"\\\\empheqlbrace\\\\,\",t,\"numcases-left\"),t.Push(t.itemFactory.create(\"end\").setProperty(\"name\",e.getName())),null}a=t.GetArgument(\"\\\\begin{\"+e.getName()+\"}\");e.setProperty(\"left\",a);var o=p.default.EqnArray(t,e,!0,!0,\"ll\");return o.arraydef.displaystyle=!1,o.arraydef.rowspacing=\".2em\",o.setProperty(\"numCases\",!0),t.Push(e),o},Entry:function(t,e){if(!t.stack.Top().getProperty(\"numCases\"))return p.default.Entry(t,e);t.Push(t.itemFactory.create(\"cell\").setProperties({isEntry:!0,name:e}));for(var r=t.string,n=0,s=t.i,a=r.length;s<a;){var o=r.charAt(s);if(\"{\"===o)n++,s++;else if(\"}\"===o){if(0===n)break;n--,s++}else{if(\"&\"===o&&0===n)throw new f.default(\"ExtraCasesAlignTab\",\"Extra alignment tab in text for numcase environment\");if(\"\\\\\"===o&&0===n){var i=(r.slice(s+1).match(/^[a-z]+|./i)||[])[0];if(\"\\\\\"===i||\"cr\"===i||\"end\"===i||\"label\"===i)break;s+=i.length}else s++}}var u=r.substr(t.i,s-t.i).replace(/^\\s*/,\"\");t.PushAll(l.default.internalMath(t,u,0)),t.i=s}},new c.EnvironmentMap(\"cases-env\",y.EmpheqUtil.environment,{numcases:[\"NumCases\",\"cases\"],subnumcases:[\"NumCases\",\"cases\"]},r.CasesMethods),new c.MacroMap(\"cases-macros\",{\"&\":\"Entry\"},r.CasesMethods),r.CasesConfiguration=u.Configuration.create(\"cases\",{handler:{environment:[\"cases-env\"],character:[\"cases-macros\"]},items:(o={},o[g.prototype.kind]=g,o),tags:{cases:d}})},\n",
       "      758: function _(e,t,n,r,i){var l=this&&this.__read||function(e,t){var n=\"function\"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,l=n.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(r=l.next()).done;)o.push(r.value)}catch(e){i={error:e}}finally{try{r&&!r.done&&(n=l.return)&&n.call(l)}finally{if(i)throw i.error}}return o},o=this&&this.__spreadArray||function(e,t){for(var n=0,r=t.length,i=e.length;n<r;n++,i++)e[i]=t[n];return e},a=this&&this.__values||function(e){var t=\"function\"==typeof Symbol&&Symbol.iterator,n=t&&e[t],r=0;if(n)return n.call(e);if(e&&\"number\"==typeof e.length)return{next:function(){return e&&r>=e.length&&(e=void 0),{value:e&&e[r++],done:!e}}};throw new TypeError(t?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};r();var d=e(540),c=e(539);n.EmpheqUtil={environment:function(e,t,n,r){var i=r[0],a=e.itemFactory.create(i+\"-begin\").setProperties({name:t,end:i});e.Push(n.apply(void 0,o([e,a],l(r.slice(1)))))},splitOptions:function(e,t){return void 0===t&&(t=null),d.default.keyvalOptions(e,t,!0)},columnCount:function(e){var t,n,r=0;try{for(var i=a(e.childNodes),l=i.next();!l.done;l=i.next()){var o=l.value,d=o.childNodes.length-(o.isKind(\"mlabeledtr\")?1:0);d>r&&(r=d)}}catch(e){t={error:e}}finally{try{l&&!l.done&&(n=i.return)&&n.call(i)}finally{if(t)throw t.error}}return r},cellBlock:function(e,t,n,r){var i,l,o=n.create(\"node\",\"mpadded\",[],{height:0,depth:0,voffset:\"-1height\"}),d=new c.default(e,n.stack.env,n.configuration),s=d.mml();r&&d.configuration.tags.label&&(d.configuration.tags.currentTag.env=r,d.configuration.tags.getTag(!0));try{for(var u=a(s.isInferred?s.childNodes:[s]),h=u.next();!h.done;h=u.next()){var f=h.value;o.appendChild(f)}}catch(e){i={error:e}}finally{try{h&&!h.done&&(l=u.return)&&l.call(u)}finally{if(i)throw i.error}}return o.appendChild(n.create(\"node\",\"mphantom\",[n.create(\"node\",\"mpadded\",[t],{width:0})])),o},topRowTable:function(e,t){var n=d.default.copyNode(e,t);return n.setChildren(n.childNodes.slice(0,1)),n.attributes.set(\"align\",\"baseline 1\"),e.factory.create(\"mphantom\",{},[t.create(\"node\",\"mpadded\",[n],{width:0})])},rowspanCell:function(e,t,n,r,i){e.appendChild(r.create(\"node\",\"mpadded\",[this.cellBlock(t,d.default.copyNode(n,r),r,i),this.topRowTable(n,r)],{height:0,depth:0,voffset:\"height\"}))},left:function(e,t,n,r,i){var l,o,d;void 0===i&&(i=\"\"),e.attributes.set(\"columnalign\",\"right \"+(e.attributes.get(\"columnalign\")||\"\")),e.attributes.set(\"columnspacing\",\"0em \"+(e.attributes.get(\"columnspacing\")||\"\"));try{for(var c=a(e.childNodes.slice(0).reverse()),s=c.next();!s.done;s=c.next()){var u=s.value;d=r.create(\"node\",\"mtd\"),u.childNodes.unshift(d),u.replaceChild(d,d),u.isKind(\"mlabeledtr\")&&(u.childNodes[0]=u.childNodes[1],u.childNodes[1]=d)}}catch(e){l={error:e}}finally{try{s&&!s.done&&(o=c.return)&&o.call(c)}finally{if(l)throw l.error}}this.rowspanCell(d,n,t,r,i)},right:function(e,t,r,i,l){void 0===l&&(l=\"\"),0===e.childNodes.length&&e.appendChild(i.create(\"node\",\"mtr\"));for(var o=n.EmpheqUtil.columnCount(e),a=e.childNodes[0];a.childNodes.length<o;)a.appendChild(i.create(\"node\",\"mtd\"));var d=a.appendChild(i.create(\"node\",\"mtd\"));n.EmpheqUtil.rowspanCell(d,r,t,i,l),e.attributes.set(\"columnalign\",(e.attributes.get(\"columnalign\")||\"\").split(/ /).slice(0,o).join(\" \")+\" left\"),e.attributes.set(\"columnspacing\",(e.attributes.get(\"columnspacing\")||\"\").split(/ /).slice(0,o-1).join(\" \")+\" 0em\")},adjustTable:function(e,t){var n=e.getProperty(\"left\"),r=e.getProperty(\"right\");if(n||r){var i=e.Last,l=d.default.copyNode(i,t);n&&this.left(i,l,n,t),r&&this.right(i,l,r,t)}},allowEnv:{equation:!0,align:!0,gather:!0,flalign:!0,alignat:!0,multline:!0},checkEnv:function(e){return this.allowEnv.hasOwnProperty(e.replace(/\\*$/,\"\"))||!1}}},\n",
       "      759: function _(e,t,r,n,a){var o=this&&this.__values||function(e){var t=\"function\"==typeof Symbol&&Symbol.iterator,r=t&&e[t],n=0;if(r)return r.call(e);if(e&&\"number\"==typeof e.length)return{next:function(){return e&&n>=e.length&&(e=void 0),{value:e&&e[n++],done:!e}}};throw new TypeError(t?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};n();var i=e(551),c=e(539),d=e(536),l=e(554),u=e(559);function f(e){var t,r,n=e.data;try{for(var a=o(n.getList(\"centerOver\")),i=a.next();!i.done;i=a.next()){var c=i.value,l=d.default.getTexClass(c.childNodes[0].childNodes[0]);null!==l&&d.default.setProperties(c.parent.parent.parent.parent.parent.parent,{texClass:l})}}catch(e){t={error:e}}finally{try{i&&!i.done&&(r=a.return)&&r.call(a)}finally{if(t)throw t.error}}}new l.CommandMap(\"centernot\",{centerOver:\"CenterOver\",centernot:[\"Macro\",\"\\\\centerOver{#1}{{\\u29f8}}\",1]},{CenterOver:function(e,t){var r=\"{\"+e.GetArgument(t)+\"}\",n=e.ParseArg(t),a=new c.default(r,e.stack.env,e.configuration).mml(),o=e.create(\"node\",\"TeXAtom\",[new c.default(r,e.stack.env,e.configuration).mml(),e.create(\"node\",\"mpadded\",[e.create(\"node\",\"mpadded\",[n],{width:0,lspace:\"-.5width\"}),e.create(\"node\",\"mphantom\",[a])],{width:0,lspace:\"-.5width\"})]);e.configuration.addNode(\"centerOver\",a),e.Push(o)},Macro:u.default.Macro}),r.filterCenterOver=f,r.CenternotConfiguration=i.Configuration.create(\"centernot\",{handler:{macro:[\"centernot\"]},postprocessors:[f]})},\n",
       "      760: function _(o,r,l,e,n){e();var c=o(554),a=o(551),t=o(761),i=o(762);new c.CommandMap(\"color\",{color:\"Color\",textcolor:\"TextColor\",definecolor:\"DefineColor\",colorbox:\"ColorBox\",fcolorbox:\"FColorBox\"},t.ColorMethods);l.ColorConfiguration=a.Configuration.create(\"color\",{handler:{macro:[\"color\"]},options:{color:{padding:\"5px\",borderWidth:\"2px\"}},config:function(o,r){r.parseOptions.packageData.set(\"color\",{model:new i.ColorModel})}})},\n",
       "      761: function _(e,o,t,r,a){r();var n=e(536),l=e(540);function c(e){var o=\"+\"+e,t=e.replace(/^.*?([a-z]*)$/,\"$1\");return{width:\"+\"+2*parseFloat(o)+t,height:o,depth:o,lspace:e}}t.ColorMethods={},t.ColorMethods.Color=function(e,o){var t=e.GetBrackets(o,\"\"),r=e.GetArgument(o),a=e.configuration.packageData.get(\"color\").model.getColor(t,r),n=e.itemFactory.create(\"style\").setProperties({styles:{mathcolor:a}});e.stack.env.color=a,e.Push(n)},t.ColorMethods.TextColor=function(e,o){var t=e.GetBrackets(o,\"\"),r=e.GetArgument(o),a=e.configuration.packageData.get(\"color\").model.getColor(t,r),n=e.stack.env.color;e.stack.env.color=a;var l=e.ParseArg(o);n?e.stack.env.color=n:delete e.stack.env.color;var c=e.create(\"node\",\"mstyle\",[l],{mathcolor:a});e.Push(c)},t.ColorMethods.DefineColor=function(e,o){var t=e.GetArgument(o),r=e.GetArgument(o),a=e.GetArgument(o);e.configuration.packageData.get(\"color\").model.defineColor(r,t,a)},t.ColorMethods.ColorBox=function(e,o){var t=e.GetArgument(o),r=l.default.internalMath(e,e.GetArgument(o)),a=e.configuration.packageData.get(\"color\").model,d=e.create(\"node\",\"mpadded\",r,{mathbackground:a.getColor(\"named\",t)});n.default.setProperties(d,c(e.options.color.padding)),e.Push(d)},t.ColorMethods.FColorBox=function(e,o){var t=e.GetArgument(o),r=e.GetArgument(o),a=l.default.internalMath(e,e.GetArgument(o)),d=e.options.color,g=e.configuration.packageData.get(\"color\").model,s=e.create(\"node\",\"mpadded\",a,{mathbackground:g.getColor(\"named\",r),style:\"border: \"+d.borderWidth+\" solid \"+g.getColor(\"named\",t)});n.default.setProperties(s,c(d.padding)),e.Push(s)}},\n",
       "      762: function _(e,r,t,o,n){var l=this&&this.__values||function(e){var r=\"function\"==typeof Symbol&&Symbol.iterator,t=r&&e[r],o=0;if(t)return t.call(e);if(e&&\"number\"==typeof e.length)return{next:function(){return e&&o>=e.length&&(e=void 0),{value:e&&e[o++],done:!e}}};throw new TypeError(r?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};o();var a=e(541),i=e(763),u=new Map,d=function(){function e(){this.userColors=new Map}return e.prototype.normalizeColor=function(e,r){if(!e||\"named\"===e)return r;if(u.has(e))return u.get(e)(r);throw new a.default(\"UndefinedColorModel\",\"Color model '%1' not defined\",e)},e.prototype.getColor=function(e,r){return e&&\"named\"!==e?this.normalizeColor(e,r):this.getColorByName(r)},e.prototype.getColorByName=function(e){return this.userColors.has(e)?this.userColors.get(e):i.COLORS.has(e)?i.COLORS.get(e):e},e.prototype.defineColor=function(e,r,t){var o=this.normalizeColor(e,t);this.userColors.set(r,o)},e}();t.ColorModel=d,u.set(\"rgb\",(function(e){var r,t,o=e.trim().split(/\\s*,\\s*/),n=\"#\";if(3!==o.length)throw new a.default(\"ModelArg1\",\"Color values for the %1 model require 3 numbers\",\"rgb\");try{for(var i=l(o),u=i.next();!u.done;u=i.next()){var d=u.value;if(!d.match(/^(\\d+(\\.\\d*)?|\\.\\d+)$/))throw new a.default(\"InvalidDecimalNumber\",\"Invalid decimal number\");var f=parseFloat(d);if(f<0||f>1)throw new a.default(\"ModelArg2\",\"Color values for the %1 model must be between %2 and %3\",\"rgb\",\"0\",\"1\");var s=Math.floor(255*f).toString(16);s.length<2&&(s=\"0\"+s),n+=s}}catch(e){r={error:e}}finally{try{u&&!u.done&&(t=i.return)&&t.call(i)}finally{if(r)throw r.error}}return n})),u.set(\"RGB\",(function(e){var r,t,o=e.trim().split(/\\s*,\\s*/),n=\"#\";if(3!==o.length)throw new a.default(\"ModelArg1\",\"Color values for the %1 model require 3 numbers\",\"RGB\");try{for(var i=l(o),u=i.next();!u.done;u=i.next()){var d=u.value;if(!d.match(/^\\d+$/))throw new a.default(\"InvalidNumber\",\"Invalid number\");var f=parseInt(d);if(f>255)throw new a.default(\"ModelArg2\",\"Color values for the %1 model must be between %2 and %3\",\"RGB\",\"0\",\"255\");var s=f.toString(16);s.length<2&&(s=\"0\"+s),n+=s}}catch(e){r={error:e}}finally{try{u&&!u.done&&(t=i.return)&&t.call(i)}finally{if(r)throw r.error}}return n})),u.set(\"gray\",(function(e){if(!e.match(/^\\s*(\\d+(\\.\\d*)?|\\.\\d+)\\s*$/))throw new a.default(\"InvalidDecimalNumber\",\"Invalid decimal number\");var r=parseFloat(e);if(r<0||r>1)throw new a.default(\"ModelArg2\",\"Color values for the %1 model must be between %2 and %3\",\"gray\",\"0\",\"1\");var t=Math.floor(255*r).toString(16);return t.length<2&&(t=\"0\"+t),\"#\"+t+t+t}))},\n",
       "      763: function _(e,n,r,l,B){l(),r.COLORS=new Map([[\"Apricot\",\"#FBB982\"],[\"Aquamarine\",\"#00B5BE\"],[\"Bittersweet\",\"#C04F17\"],[\"Black\",\"#221E1F\"],[\"Blue\",\"#2D2F92\"],[\"BlueGreen\",\"#00B3B8\"],[\"BlueViolet\",\"#473992\"],[\"BrickRed\",\"#B6321C\"],[\"Brown\",\"#792500\"],[\"BurntOrange\",\"#F7921D\"],[\"CadetBlue\",\"#74729A\"],[\"CarnationPink\",\"#F282B4\"],[\"Cerulean\",\"#00A2E3\"],[\"CornflowerBlue\",\"#41B0E4\"],[\"Cyan\",\"#00AEEF\"],[\"Dandelion\",\"#FDBC42\"],[\"DarkOrchid\",\"#A4538A\"],[\"Emerald\",\"#00A99D\"],[\"ForestGreen\",\"#009B55\"],[\"Fuchsia\",\"#8C368C\"],[\"Goldenrod\",\"#FFDF42\"],[\"Gray\",\"#949698\"],[\"Green\",\"#00A64F\"],[\"GreenYellow\",\"#DFE674\"],[\"JungleGreen\",\"#00A99A\"],[\"Lavender\",\"#F49EC4\"],[\"LimeGreen\",\"#8DC73E\"],[\"Magenta\",\"#EC008C\"],[\"Mahogany\",\"#A9341F\"],[\"Maroon\",\"#AF3235\"],[\"Melon\",\"#F89E7B\"],[\"MidnightBlue\",\"#006795\"],[\"Mulberry\",\"#A93C93\"],[\"NavyBlue\",\"#006EB8\"],[\"OliveGreen\",\"#3C8031\"],[\"Orange\",\"#F58137\"],[\"OrangeRed\",\"#ED135A\"],[\"Orchid\",\"#AF72B0\"],[\"Peach\",\"#F7965A\"],[\"Periwinkle\",\"#7977B8\"],[\"PineGreen\",\"#008B72\"],[\"Plum\",\"#92268F\"],[\"ProcessBlue\",\"#00B0F0\"],[\"Purple\",\"#99479B\"],[\"RawSienna\",\"#974006\"],[\"Red\",\"#ED1B23\"],[\"RedOrange\",\"#F26035\"],[\"RedViolet\",\"#A1246B\"],[\"Rhodamine\",\"#EF559F\"],[\"RoyalBlue\",\"#0071BC\"],[\"RoyalPurple\",\"#613F99\"],[\"RubineRed\",\"#ED017D\"],[\"Salmon\",\"#F69289\"],[\"SeaGreen\",\"#3FBC9D\"],[\"Sepia\",\"#671800\"],[\"SkyBlue\",\"#46C5DD\"],[\"SpringGreen\",\"#C6DC67\"],[\"Tan\",\"#DA9D76\"],[\"TealBlue\",\"#00AEB3\"],[\"Thistle\",\"#D883B7\"],[\"Turquoise\",\"#00B4CE\"],[\"Violet\",\"#58429B\"],[\"VioletRed\",\"#EF58A0\"],[\"White\",\"#FFFFFF\"],[\"WildStrawberry\",\"#EE2967\"],[\"Yellow\",\"#FFF200\"],[\"YellowGreen\",\"#98CC70\"],[\"YellowOrange\",\"#FAA21A\"]])},\n",
       "      764: function _(o,r,e,a,c){a();var l=o(554),n=o(551);e.ColorV2Methods={Color:function(o,r){var e=o.GetArgument(r),a=o.stack.env.color;o.stack.env.color=e;var c=o.ParseArg(r);a?o.stack.env.color=a:delete o.stack.env.color;var l=o.create(\"node\",\"mstyle\",[c],{mathcolor:e});o.Push(l)}},new l.CommandMap(\"colorv2\",{color:\"Color\"},e.ColorV2Methods),e.ColorConfiguration=n.Configuration.create(\"colorv2\",{handler:{macro:[\"colorv2\"]}})},\n",
       "      765: function _(o,t,r,e,n){var l,c=this&&this.__extends||(l=function(o,t){return l=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(o,t){o.__proto__=t}||function(o,t){for(var r in t)Object.prototype.hasOwnProperty.call(t,r)&&(o[r]=t[r])},l(o,t)},function(o,t){if(\"function\"!=typeof t&&null!==t)throw new TypeError(\"Class extends value \"+String(t)+\" is not a constructor or null\");function r(){this.constructor=o}l(o,t),o.prototype=null===t?Object.create(t):(r.prototype=t.prototype,new r)});e();var a=o(556),i=o(551),s=o(554),u=o(541),p=function(o){function t(){var t=null!==o&&o.apply(this,arguments)||this;return t.color={cell:\"\",row:\"\",col:[]},t.hasColor=!1,t}return c(t,o),t.prototype.EndEntry=function(){o.prototype.EndEntry.call(this);var t=this.row[this.row.length-1],r=this.color.cell||this.color.row||this.color.col[this.row.length-1];r&&(t.attributes.set(\"mathbackground\",r),this.color.cell=\"\",this.hasColor=!0)},t.prototype.EndRow=function(){o.prototype.EndRow.call(this),this.color.row=\"\"},t.prototype.createMml=function(){var t=o.prototype.createMml.call(this),r=t.isKind(\"mrow\")?t.childNodes[1]:t;return r.isKind(\"menclose\")&&(r=r.childNodes[0].childNodes[0]),this.hasColor&&\"none\"===r.attributes.get(\"frame\")&&r.attributes.set(\"frame\",\"\"),t},t}(a.ArrayItem);r.ColorArrayItem=p,new s.CommandMap(\"colortbl\",{cellcolor:[\"TableColor\",\"cell\"],rowcolor:[\"TableColor\",\"row\"],columncolor:[\"TableColor\",\"col\"]},{TableColor:function(o,t,r){var e=o.configuration.packageData.get(\"color\").model,n=o.GetBrackets(t,\"\"),l=e.getColor(n,o.GetArgument(t)),c=o.stack.Top();if(!(c instanceof p))throw new u.default(\"UnsupportedTableColor\",\"Unsupported use of %1\",o.currentCS);if(\"col\"===r){if(c.table.length)throw new u.default(\"ColumnColorNotTop\",\"%1 must be in the top row\",t);c.color.col[c.row.length]=l,o.GetBrackets(t,\"\")&&o.GetBrackets(t,\"\")}else if(c.color[r]=l,\"row\"===r&&(c.Size()||c.row.length))throw new u.default(\"RowColorNotFirst\",\"%1 must be at the beginning of a row\",t)}});r.ColortblConfiguration=i.Configuration.create(\"colortbl\",{handler:{macro:[\"colortbl\"]},items:{array:p},priority:10,config:[function(o,t){t.parseOptions.packageData.has(\"color\")||i.ConfigurationHandler.get(\"color\").config(o,t)},10]})},\n",
       "      766: function _(n,e,r,o,t){var a,i=this&&this.__values||function(n){var e=\"function\"==typeof Symbol&&Symbol.iterator,r=e&&n[e],o=0;if(r)return r.call(n);if(n&&\"number\"==typeof n.length)return{next:function(){return n&&o>=n.length&&(n=void 0),{value:n&&n[o++],done:!n}}};throw new TypeError(e?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};o();var c=n(551),l=n(526),f=n(554),s=n(561),p=n(555),u=n(767),v=n(769),d=\"configmacros-map\",m=\"configmacros-env-map\";r.ConfigMacrosConfiguration=c.Configuration.create(\"configmacros\",{init:function(n){new f.CommandMap(d,{},{}),new f.EnvironmentMap(m,s.default.environment,{},{}),n.append(c.Configuration.local({handler:{macro:[d],environment:[m]},priority:3}))},config:function(n,e){!function(n){var e,r,o=n.parseOptions.handlers.retrieve(d),t=n.parseOptions.options.macros;try{for(var a=i(Object.keys(t)),c=a.next();!c.done;c=a.next()){var l=c.value,f=\"string\"==typeof t[l]?[t[l]]:t[l],s=Array.isArray(f[2])?new p.Macro(l,u.default.MacroWithTemplate,f.slice(0,2).concat(f[2])):new p.Macro(l,u.default.Macro,f);o.add(l,s)}}catch(n){e={error:n}}finally{try{c&&!c.done&&(r=a.return)&&r.call(a)}finally{if(e)throw e.error}}}(e),function(n){var e,r,o=n.parseOptions.handlers.retrieve(m),t=n.parseOptions.options.environments;try{for(var a=i(Object.keys(t)),c=a.next();!c.done;c=a.next()){var l=c.value;o.add(l,new p.Macro(l,u.default.BeginEnv,[!0].concat(t[l])))}}catch(n){e={error:n}}finally{try{c&&!c.done&&(r=a.return)&&r.call(a)}finally{if(e)throw e.error}}}(e)},items:(a={},a[v.BeginEnvItem.prototype.kind]=v.BeginEnvItem,a),options:{macros:l.expandable({}),environments:l.expandable({})}})},\n",
       "      767: function _(e,t,a,r,n){r();var i=e(541),u=e(554),d=e(559),l=e(540),o=e(768),f={NewCommand:function(e,t){var a=o.default.GetCsNameArgument(e,t),r=o.default.GetArgCount(e,t),n=e.GetBrackets(t),i=e.GetArgument(t);o.default.addMacro(e,a,f.Macro,[i,r,n])},NewEnvironment:function(e,t){var a=l.default.trimSpaces(e.GetArgument(t)),r=o.default.GetArgCount(e,t),n=e.GetBrackets(t),i=e.GetArgument(t),u=e.GetArgument(t);o.default.addEnvironment(e,a,f.BeginEnv,[!0,i,u,r,n])},MacroDef:function(e,t){var a=o.default.GetCSname(e,t),r=o.default.GetTemplate(e,t,\"\\\\\"+a),n=e.GetArgument(t);r instanceof Array?o.default.addMacro(e,a,f.MacroWithTemplate,[n].concat(r)):o.default.addMacro(e,a,f.Macro,[n,r])},Let:function(e,t){var a=o.default.GetCSname(e,t),r=e.GetNext();\"=\"===r&&(e.i++,r=e.GetNext());var n=e.configuration.handlers;if(\"\\\\\"!==r){e.i++;var i=n.get(\"delimiter\").lookup(r);i?o.default.addDelimiter(e,\"\\\\\"+a,i.char,i.attributes):o.default.addMacro(e,a,f.Macro,[r])}else{t=o.default.GetCSname(e,t);var d=n.get(\"delimiter\").lookup(\"\\\\\"+t);if(d)return void o.default.addDelimiter(e,\"\\\\\"+a,d.char,d.attributes);var l=n.get(\"macro\").applicable(t);if(!l)return;if(l instanceof u.MacroMap){var s=l.lookup(t);return void o.default.addMacro(e,a,s.func,s.args,s.symbol)}d=l.lookup(t);var c=o.default.disassembleSymbol(a,d);o.default.addMacro(e,a,(function(e,t){for(var a=[],r=2;r<arguments.length;r++)a[r-2]=arguments[r];var n=o.default.assembleSymbol(a);return l.parser(e,n)}),c)}},MacroWithTemplate:function(e,t,a,r){for(var n=[],u=4;u<arguments.length;u++)n[u-4]=arguments[u];var d=parseInt(r,10);if(d){var f=[];if(e.GetNext(),n[0]&&!o.default.MatchParam(e,n[0]))throw new i.default(\"MismatchUseDef\",\"Use of %1 doesn't match its definition\",t);for(var s=0;s<d;s++)f.push(o.default.GetParameter(e,t,n[s+1]));a=l.default.substituteArgs(e,f,a)}e.string=l.default.addArgs(e,a,e.string.slice(e.i)),e.i=0,l.default.checkMaxMacros(e)},BeginEnv:function(e,t,a,r,n,i){if(t.getProperty(\"end\")&&e.stack.env.closing===t.getName()){delete e.stack.env.closing;var u=e.string.slice(e.i);return e.string=r,e.i=0,e.Parse(),e.string=u,e.i=0,e.itemFactory.create(\"end\").setProperty(\"name\",t.getName())}if(n){var d=[];if(null!=i){var o=e.GetBrackets(\"\\\\begin{\"+t.getName()+\"}\");d.push(null==o?i:o)}for(var f=d.length;f<n;f++)d.push(e.GetArgument(\"\\\\begin{\"+t.getName()+\"}\"));a=l.default.substituteArgs(e,d,a),r=l.default.substituteArgs(e,[],r)}return e.string=l.default.addArgs(e,a,e.string.slice(e.i)),e.i=0,e.itemFactory.create(\"beginEnv\").setProperty(\"name\",t.getName())}};f.Macro=d.default.Macro,a.default=f},\n",
       "      768: function _(e,t,n,r,i){r();var a,u=e(540),s=e(541),l=e(555);!function(e){function t(e,t){return e.string.substr(e.i,t.length)!==t||t.match(/\\\\[a-z]+$/i)&&e.string.charAt(e.i+t.length).match(/[a-z]/i)?0:(e.i+=t.length,1)}e.disassembleSymbol=function(e,t){var n=[e,t.char];if(t.attributes)for(var r in t.attributes)n.push(r),n.push(t.attributes[r]);return n},e.assembleSymbol=function(e){for(var t=e[0],n=e[1],r={},i=2;i<e.length;i+=2)r[e[i]]=e[i+1];return new l.Symbol(t,n,r)},e.GetCSname=function(e,t){if(\"\\\\\"!==e.GetNext())throw new s.default(\"MissingCS\",\"%1 must be followed by a control sequence\",t);return u.default.trimSpaces(e.GetArgument(t)).substr(1)},e.GetCsNameArgument=function(e,t){var n=u.default.trimSpaces(e.GetArgument(t));if(\"\\\\\"===n.charAt(0)&&(n=n.substr(1)),!n.match(/^(.|[a-z]+)$/i))throw new s.default(\"IllegalControlSequenceName\",\"Illegal control sequence name for %1\",t);return n},e.GetArgCount=function(e,t){var n=e.GetBrackets(t);if(n&&!(n=u.default.trimSpaces(n)).match(/^[0-9]+$/))throw new s.default(\"IllegalParamNumber\",\"Illegal number of parameters specified in %1\",t);return n},e.GetTemplate=function(e,t,n){for(var r=e.GetNext(),i=[],a=0,u=e.i;e.i<e.string.length;){if(\"#\"===(r=e.GetNext())){if(u!==e.i&&(i[a]=e.string.substr(u,e.i-u)),!(r=e.string.charAt(++e.i)).match(/^[1-9]$/))throw new s.default(\"CantUseHash2\",\"Illegal use of # in template for %1\",n);if(parseInt(r)!==++a)throw new s.default(\"SequentialParam\",\"Parameters for %1 must be numbered sequentially\",n);u=e.i+1}else if(\"{\"===r)return u!==e.i&&(i[a]=e.string.substr(u,e.i-u)),i.length>0?[a.toString()].concat(i):a;e.i++}throw new s.default(\"MissingReplacementString\",\"Missing replacement string for definition of %1\",t)},e.GetParameter=function(e,n,r){if(null==r)return e.GetArgument(n);for(var i=e.i,a=0,u=0;e.i<e.string.length;){var l=e.string.charAt(e.i);if(\"{\"===l)e.i===i&&(u=1),e.GetArgument(n),a=e.i-i;else{if(t(e,r))return u&&(i++,a-=2),e.string.substr(i,a);if(\"\\\\\"===l){e.i++,a++,u=0;var o=e.string.substr(e.i).match(/[a-z]+|./i);o&&(e.i+=o[0].length,a=e.i-i)}else e.i++,a++,u=0}}throw new s.default(\"RunawayArgument\",\"Runaway argument for %1?\",n)},e.MatchParam=t,e.addDelimiter=function(t,n,r,i){t.configuration.handlers.retrieve(e.NEW_DELIMITER).add(n,new l.Symbol(n,r,i))},e.addMacro=function(t,n,r,i,a){void 0===a&&(a=\"\"),t.configuration.handlers.retrieve(e.NEW_COMMAND).add(n,new l.Macro(a||n,r,i))},e.addEnvironment=function(t,n,r,i){t.configuration.handlers.retrieve(e.NEW_ENVIRONMENT).add(n,new l.Macro(n,r,i))},e.NEW_DELIMITER=\"new-Delimiter\",e.NEW_COMMAND=\"new-Command\",e.NEW_ENVIRONMENT=\"new-Environment\"}(a||(a={})),n.default=a},\n",
       "      769: function _(t,e,n,r,o){var i,c=this&&this.__extends||(i=function(t,e){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var n in e)Object.prototype.hasOwnProperty.call(e,n)&&(t[n]=e[n])},i(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function n(){this.constructor=t}i(t,e),t.prototype=null===e?Object.create(e):(n.prototype=e.prototype,new n)});r();var u=t(541),s=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return c(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"beginEnv\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isOpen\",{get:function(){return!0},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(e){if(e.isKind(\"end\")){if(e.getName()!==this.getName())throw new u.default(\"EnvBadEnd\",\"\\\\begin{%1} ended with \\\\end{%2}\",this.getName(),e.getName());return[[this.factory.create(\"mml\",this.toMml())],!0]}if(e.isKind(\"stop\"))throw new u.default(\"EnvMissingEnd\",\"Missing \\\\end{%1}\",this.getName());return t.prototype.checkItem.call(this,e)},e}(t(547).BaseItem);n.BeginEnvItem=s},\n",
       "      770: function _(e,t,r,p,m){var n,h,i=this&&this.__extends||(n=function(e,t){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var r in t)Object.prototype.hasOwnProperty.call(t,r)&&(e[r]=t[r])},n(e,t)},function(e,t){if(\"function\"!=typeof t&&null!==t)throw new TypeError(\"Class extends value \"+String(t)+\" is not a constructor or null\");function r(){this.constructor=e}n(e,t),e.prototype=null===t?Object.create(t):(r.prototype=t.prototype,new r)}),o=this&&this.__read||function(e,t){var r=\"function\"==typeof Symbol&&e[Symbol.iterator];if(!r)return e;var p,m,n=r.call(e),h=[];try{for(;(void 0===t||t-- >0)&&!(p=n.next()).done;)h.push(p.value)}catch(e){m={error:e}}finally{try{p&&!p.done&&(r=n.return)&&r.call(n)}finally{if(m)throw m.error}}return h};p();var q=e(551),l=e(554),a=e(540),c=e(541),s=e(556),E=e(758),g=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return i(t,e),Object.defineProperty(t.prototype,\"kind\",{get:function(){return\"empheq-begin\"},enumerable:!1,configurable:!0}),t.prototype.checkItem=function(t){return t.isKind(\"end\")&&t.getName()===this.getName()&&this.setProperty(\"end\",!1),e.prototype.checkItem.call(this,t)},t}(s.BeginItem);r.EmpheqBeginItem=g,r.EmpheqMethods={Empheq:function(e,t){if(e.stack.env.closing===t.getName()){delete e.stack.env.closing,e.Push(e.itemFactory.create(\"end\").setProperty(\"name\",e.stack.global.empheq)),e.stack.global.empheq=\"\";var r=e.stack.Top();E.EmpheqUtil.adjustTable(r,e),e.Push(e.itemFactory.create(\"end\").setProperty(\"name\",\"empheq\"))}else{a.default.checkEqnEnv(e),delete e.stack.global.eqnenv;var p=e.GetBrackets(\"\\\\begin{\"+t.getName()+\"}\")||\"\",m=o((e.GetArgument(\"\\\\begin{\"+t.getName()+\"}\")||\"\").split(/=/),2),n=m[0],h=m[1];if(!E.EmpheqUtil.checkEnv(n))throw new c.default(\"UnknownEnv\",'Unknown environment \"%1\"',n);p&&t.setProperties(E.EmpheqUtil.splitOptions(p,{left:1,right:1})),e.stack.global.empheq=n,e.string=\"\\\\begin{\"+n+\"}\"+(h?\"{\"+h+\"}\":\"\")+e.string.slice(e.i),e.i=0,e.Push(t)}},EmpheqMO:function(e,t,r){e.Push(e.create(\"token\",\"mo\",{},r))},EmpheqDelim:function(e,t){var r=e.GetDelimiter(t);e.Push(e.create(\"token\",\"mo\",{stretchy:!0,symmetric:!0},r))}},new l.EnvironmentMap(\"empheq-env\",E.EmpheqUtil.environment,{empheq:[\"Empheq\",\"empheq\"]},r.EmpheqMethods),new l.CommandMap(\"empheq-macros\",{empheqlbrace:[\"EmpheqMO\",\"{\"],empheqrbrace:[\"EmpheqMO\",\"}\"],empheqlbrack:[\"EmpheqMO\",\"[\"],empheqrbrack:[\"EmpheqMO\",\"]\"],empheqlangle:[\"EmpheqMO\",\"\\u27e8\"],empheqrangle:[\"EmpheqMO\",\"\\u27e9\"],empheqlparen:[\"EmpheqMO\",\"(\"],empheqrparen:[\"EmpheqMO\",\")\"],empheqlvert:[\"EmpheqMO\",\"|\"],empheqrvert:[\"EmpheqMO\",\"|\"],empheqlVert:[\"EmpheqMO\",\"\\u2016\"],empheqrVert:[\"EmpheqMO\",\"\\u2016\"],empheqlfloor:[\"EmpheqMO\",\"\\u230a\"],empheqrfloor:[\"EmpheqMO\",\"\\u230b\"],empheqlceil:[\"EmpheqMO\",\"\\u2308\"],empheqrceil:[\"EmpheqMO\",\"\\u2309\"],empheqbiglbrace:[\"EmpheqMO\",\"{\"],empheqbigrbrace:[\"EmpheqMO\",\"}\"],empheqbiglbrack:[\"EmpheqMO\",\"[\"],empheqbigrbrack:[\"EmpheqMO\",\"]\"],empheqbiglangle:[\"EmpheqMO\",\"\\u27e8\"],empheqbigrangle:[\"EmpheqMO\",\"\\u27e9\"],empheqbiglparen:[\"EmpheqMO\",\"(\"],empheqbigrparen:[\"EmpheqMO\",\")\"],empheqbiglvert:[\"EmpheqMO\",\"|\"],empheqbigrvert:[\"EmpheqMO\",\"|\"],empheqbiglVert:[\"EmpheqMO\",\"\\u2016\"],empheqbigrVert:[\"EmpheqMO\",\"\\u2016\"],empheqbiglfloor:[\"EmpheqMO\",\"\\u230a\"],empheqbigrfloor:[\"EmpheqMO\",\"\\u230b\"],empheqbiglceil:[\"EmpheqMO\",\"\\u2308\"],empheqbigrceil:[\"EmpheqMO\",\"\\u2309\"],empheql:\"EmpheqDelim\",empheqr:\"EmpheqDelim\",empheqbigl:\"EmpheqDelim\",empheqbigr:\"EmpheqDelim\"},r.EmpheqMethods),r.EmpheqConfiguration=q.Configuration.create(\"empheq\",{handler:{macro:[\"empheq-macros\"],environment:[\"empheq-env\"]},items:(h={},h[g.prototype.kind]=g,h)})},\n",
       "      771: function _(t,e,r,o,a){o();var n=t(551),i=t(554),w=t(739),x=t(768),d=t(772),f=t(541);r.ExtpfeilMethods={},r.ExtpfeilMethods.xArrow=w.AmsMethods.xArrow,r.ExtpfeilMethods.NewExtArrow=function(t,e){var o=t.GetArgument(e),a=t.GetArgument(e),n=t.GetArgument(e);if(!o.match(/^\\\\([a-z]+|.)$/i))throw new f.default(\"NewextarrowArg1\",\"First argument to %1 must be a control sequence name\",e);if(!a.match(/^(\\d+),(\\d+)$/))throw new f.default(\"NewextarrowArg2\",\"Second argument to %1 must be two integers separated by a comma\",e);if(!n.match(/^(\\d+|0x[0-9A-F]+)$/i))throw new f.default(\"NewextarrowArg3\",\"Third argument to %1 must be a unicode character number\",e);o=o.substr(1);var i=a.split(\",\");x.default.addMacro(t,o,r.ExtpfeilMethods.xArrow,[parseInt(n),parseInt(i[0]),parseInt(i[1])])},new i.CommandMap(\"extpfeil\",{xtwoheadrightarrow:[\"xArrow\",8608,12,16],xtwoheadleftarrow:[\"xArrow\",8606,17,13],xmapsto:[\"xArrow\",8614,6,7],xlongequal:[\"xArrow\",61,7,7],xtofrom:[\"xArrow\",8644,12,12],Newextarrow:\"NewExtArrow\"},r.ExtpfeilMethods);r.ExtpfeilConfiguration=n.Configuration.create(\"extpfeil\",{handler:{macro:[\"extpfeil\"]},init:function(t){d.NewcommandConfiguration.init(t)}})},\n",
       "      772: function _(e,n,a,t,i){var o;t();var r=e(551),m=e(769),E=e(768);e(773);var d=e(561),N=e(554);a.NewcommandConfiguration=r.Configuration.create(\"newcommand\",{handler:{macro:[\"Newcommand-macros\"]},items:(o={},o[m.BeginEnvItem.prototype.kind]=m.BeginEnvItem,o),options:{maxMacros:1e3},init:function(e){new N.DelimiterMap(E.default.NEW_DELIMITER,d.default.delimiter,{}),new N.CommandMap(E.default.NEW_COMMAND,{},{}),new N.EnvironmentMap(E.default.NEW_ENVIRONMENT,d.default.environment,{},{}),e.append(r.Configuration.local({handler:{character:[],delimiter:[E.default.NEW_DELIMITER],macro:[E.default.NEW_DELIMITER,E.default.NEW_COMMAND],environment:[E.default.NEW_ENVIRONMENT]},priority:-1}))}})},\n",
       "      773: function _(n,e,m,o,a){o();var w=n(767);new(n(554).CommandMap)(\"Newcommand-macros\",{newcommand:\"NewCommand\",renewcommand:\"NewCommand\",newenvironment:\"NewEnvironment\",renewenvironment:\"NewEnvironment\",def:\"MacroDef\",let:\"Let\"},w.default)},\n",
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Please report.\"]}return e},_getArrow:function(t){switch(t){case\"->\":case\"\\u2192\":case\"\\u27f6\":return\"rightarrow\";case\"<-\":return\"leftarrow\";case\"<->\":return\"leftrightarrow\";case\"<--\\x3e\":return\"leftrightarrows\";case\"<=>\":case\"\\u21cc\":return\"rightleftharpoons\";case\"<=>>\":return\"Rightleftharpoons\";case\"<<=>\":return\"Leftrightharpoons\";default:throw[\"MhchemBugT\",\"mhchem bug T. Please report.\"]}},_getBond:function(t){switch(t){case\"-\":case\"1\":return\"{-}\";case\"=\":case\"2\":return\"{=}\";case\"#\":case\"3\":return\"{\\\\equiv}\";case\"~\":return\"{\\\\tripledash}\";case\"~-\":return\"{\\\\rlap{\\\\lower.1em{-}}\\\\raise.1em{\\\\tripledash}}\";case\"~=\":case\"~--\":return\"{\\\\rlap{\\\\lower.2em{-}}\\\\rlap{\\\\raise.2em{\\\\tripledash}}-}\";case\"-~-\":return\"{\\\\rlap{\\\\lower.2em{-}}\\\\rlap{\\\\raise.2em{-}}\\\\tripledash}\";case\"...\":return\"{{\\\\cdot}{\\\\cdot}{\\\\cdot}}\";case\"....\":return\"{{\\\\cdot}{\\\\cdot}{\\\\cdot}{\\\\cdot}}\";case\"->\":return\"{\\\\rightarrow}\";case\"<-\":return\"{\\\\leftarrow}\";case\"<\":return\"{<}\";case\">\":return\"{>}\";default:throw[\"MhchemBugT\",\"mhchem bug T. Please report.\"]}},_getOperator:function(t){switch(t){case\"+\":return\" {}+{} \";case\"-\":return\" {}-{} \";case\"=\":return\" {}={} \";case\"<\":return\" {}<{} \";case\">\":return\" {}>{} \";case\"<<\":return\" {}\\\\ll{} \";case\">>\":return\" {}\\\\gg{} \";case\"\\\\pm\":return\" {}\\\\pm{} \";case\"\\\\approx\":case\"$\\\\approx$\":return\" {}\\\\approx{} \";case\"v\":case\"(v)\":return\" \\\\downarrow{} \";case\"^\":case\"(^)\":return\" \\\\uparrow{} \";default:throw[\"MhchemBugT\",\"mhchem bug T. Please report.\"]}}}},\n",
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       "      787: function _(s,c,i,r,a){var o;r();var t=s(551),e=s(788);s(789),i.PhysicsConfiguration=t.Configuration.create(\"physics\",{handler:{macro:[\"Physics-automatic-bracing-macros\",\"Physics-vector-macros\",\"Physics-vector-chars\",\"Physics-derivative-macros\",\"Physics-expressions-macros\",\"Physics-quick-quad-macros\",\"Physics-bra-ket-macros\",\"Physics-matrix-macros\"],character:[\"Physics-characters\"],environment:[\"Physics-aux-envs\"]},items:(o={},o[e.AutoOpen.prototype.kind]=e.AutoOpen,o),options:{physics:{italicdiff:!1,arrowdel:!1}}})},\n",
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i.CharacterMap(\"Physics-vector-chars\",c.default.mathchar0mi,{dotproduct:[\"\\u22c5\",{mathvariant:s.TexConstant.Variant.BOLD}],vdot:[\"\\u22c5\",{mathvariant:s.TexConstant.Variant.BOLD}],crossproduct:\"\\xd7\",cross:\"\\xd7\",cp:\"\\xd7\",gradientnabla:[\"\\u2207\",{mathvariant:s.TexConstant.Variant.BOLD}],real:[\"\\u211c\",{mathvariant:s.TexConstant.Variant.NORMAL}],imaginary:[\"\\u2111\",{mathvariant:s.TexConstant.Variant.NORMAL}]}),new i.CommandMap(\"Physics-vector-macros\",{vnabla:\"Vnabla\",vectorbold:\"VectorBold\",vb:\"VectorBold\",vectorarrow:[\"StarMacro\",1,\"\\\\vec{\\\\vb\",\"{#1}}\"],va:[\"StarMacro\",1,\"\\\\vec{\\\\vb\",\"{#1}}\"],vectorunit:[\"StarMacro\",1,\"\\\\hat{\\\\vb\",\"{#1}}\"],vu:[\"StarMacro\",1,\"\\\\hat{\\\\vb\",\"{#1}}\"],gradient:[\"OperatorApplication\",\"\\\\vnabla\",\"(\",\"[\"],grad:[\"OperatorApplication\",\"\\\\vnabla\",\"(\",\"[\"],divergence:[\"VectorOperator\",\"\\\\vnabla\\\\vdot\",\"(\",\"[\"],div:[\"VectorOperator\",\"\\\\vnabla\\\\vdot\",\"(\",\"[\"],curl:[\"VectorOperator\",\"\\\\vnabla\\\\crossproduct\",\"(\",\"[\"],laplacian:[\"OperatorApplication\",\"\\\\nabla^2\",\"(\",\"[\"]},o.default),new i.CommandMap(\"Physics-expressions-macros\",{sin:\"Expression\",sinh:\"Expression\",arcsin:\"Expression\",asin:\"Expression\",cos:\"Expression\",cosh:\"Expression\",arccos:\"Expression\",acos:\"Expression\",tan:\"Expression\",tanh:\"Expression\",arctan:\"Expression\",atan:\"Expression\",csc:\"Expression\",csch:\"Expression\",arccsc:\"Expression\",acsc:\"Expression\",sec:\"Expression\",sech:\"Expression\",arcsec:\"Expression\",asec:\"Expression\",cot:\"Expression\",coth:\"Expression\",arccot:\"Expression\",acot:\"Expression\",exp:[\"Expression\",!1],log:\"Expression\",ln:\"Expression\",det:[\"Expression\",!1],Pr:[\"Expression\",!1],tr:[\"Expression\",!1],trace:[\"Expression\",!1,\"tr\"],Tr:[\"Expression\",!1],Trace:[\"Expression\",!1,\"Tr\"],rank:\"NamedFn\",erf:[\"Expression\",!1],Residue:[\"Macro\",\"\\\\mathrm{Res}\"],Res:[\"OperatorApplication\",\"\\\\Residue\",\"(\",\"[\",\"{\"],principalvalue:[\"OperatorApplication\",\"{\\\\cal P}\"],pv:[\"OperatorApplication\",\"{\\\\cal 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i.CommandMap(\"Physics-quick-quad-macros\",{qqtext:\"Qqtext\",qq:\"Qqtext\",qcomma:[\"Macro\",\"\\\\qqtext*{,}\"],qc:[\"Macro\",\"\\\\qqtext*{,}\"],qcc:[\"Qqtext\",\"c.c.\"],qif:[\"Qqtext\",\"if\"],qthen:[\"Qqtext\",\"then\"],qelse:[\"Qqtext\",\"else\"],qotherwise:[\"Qqtext\",\"otherwise\"],qunless:[\"Qqtext\",\"unless\"],qgiven:[\"Qqtext\",\"given\"],qusing:[\"Qqtext\",\"using\"],qassume:[\"Qqtext\",\"assume\"],qsince:[\"Qqtext\",\"since\"],qlet:[\"Qqtext\",\"let\"],qfor:[\"Qqtext\",\"for\"],qall:[\"Qqtext\",\"all\"],qeven:[\"Qqtext\",\"even\"],qodd:[\"Qqtext\",\"odd\"],qinteger:[\"Qqtext\",\"integer\"],qand:[\"Qqtext\",\"and\"],qor:[\"Qqtext\",\"or\"],qas:[\"Qqtext\",\"as\"],qin:[\"Qqtext\",\"in\"]},o.default),new i.CommandMap(\"Physics-derivative-macros\",{diffd:\"DiffD\",flatfrac:[\"Macro\",\"\\\\left.#1\\\\middle/#2\\\\right.\",2],differential:[\"Differential\",\"\\\\diffd\"],dd:[\"Differential\",\"\\\\diffd\"],variation:[\"Differential\",\"\\\\delta\"],var:[\"Differential\",\"\\\\delta\"],derivative:[\"Derivative\",2,\"\\\\diffd\"],dv:[\"Derivative\",2,\"\\\\diffd\"],partialderivative:[\"Derivative\",3,\"\\\\partial\"],pderivative:[\"Derivative\",3,\"\\\\partial\"],pdv:[\"Derivative\",3,\"\\\\partial\"],functionalderivative:[\"Derivative\",2,\"\\\\delta\"],fderivative:[\"Derivative\",2,\"\\\\delta\"],fdv:[\"Derivative\",2,\"\\\\delta\"]},o.default),new i.CommandMap(\"Physics-bra-ket-macros\",{bra:\"Bra\",ket:\"Ket\",innerproduct:\"BraKet\",ip:\"BraKet\",braket:\"BraKet\",outerproduct:\"KetBra\",dyad:\"KetBra\",ketbra:\"KetBra\",op:\"KetBra\",expectationvalue:\"Expectation\",expval:\"Expectation\",ev:\"Expectation\",matrixelement:\"MatrixElement\",matrixel:\"MatrixElement\",mel:\"MatrixElement\"},o.default),new i.CommandMap(\"Physics-matrix-macros\",{matrixquantity:\"MatrixQuantity\",mqty:\"MatrixQuantity\",pmqty:[\"Macro\",\"\\\\mqty(#1)\",1],Pmqty:[\"Macro\",\"\\\\mqty*(#1)\",1],bmqty:[\"Macro\",\"\\\\mqty[#1]\",1],vmqty:[\"Macro\",\"\\\\mqty|#1|\",1],smallmatrixquantity:[\"MatrixQuantity\",!0],smqty:[\"MatrixQuantity\",!0],spmqty:[\"Macro\",\"\\\\smqty(#1)\",1],sPmqty:[\"Macro\",\"\\\\smqty*(#1)\",1],sbmqty:[\"Macro\",\"\\\\smqty[#1]\",1],svmqty:[\"Macro\",\"\\\\smqty|#1|\",1],matrixdeterminant:[\"Macro\",\"\\\\vmqty{#1}\",1],mdet:[\"Macro\",\"\\\\vmqty{#1}\",1],smdet:[\"Macro\",\"\\\\svmqty{#1}\",1],identitymatrix:\"IdentityMatrix\",imat:\"IdentityMatrix\",xmatrix:\"XMatrix\",xmat:\"XMatrix\",zeromatrix:[\"Macro\",\"\\\\xmat{0}{#1}{#2}\",2],zmat:[\"Macro\",\"\\\\xmat{0}{#1}{#2}\",2],paulimatrix:\"PauliMatrix\",pmat:\"PauliMatrix\",diagonalmatrix:\"DiagonalMatrix\",dmat:\"DiagonalMatrix\",antidiagonalmatrix:[\"DiagonalMatrix\",!0],admat:[\"DiagonalMatrix\",!0]},o.default),new 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       "      790: function _(t,e,r,n,a){var i=this&&this.__read||function(t,e){var r=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!r)return t;var n,a,i=r.call(t),o=[];try{for(;(void 0===e||e-- >0)&&!(n=i.next()).done;)o.push(n.value)}catch(t){a={error:t}}finally{try{n&&!n.done&&(r=i.return)&&r.call(i)}finally{if(a)throw a.error}}return o};n();var o=t(559),l=t(539),u=t(541),s=t(533),c=t(540),f=t(536),g=t(549),v={},m={\"(\":\")\",\"[\":\"]\",\"{\":\"}\",\"|\":\"|\"},d=/^(b|B)i(g{1,2})$/;v.Quantity=function(t,e,r,n,a,i,o){void 0===r&&(r=\"(\"),void 0===n&&(n=\")\"),void 0===a&&(a=!1),void 0===i&&(i=\"\"),void 0===o&&(o=\"\");var g=!!a&&t.GetStar(),v=t.GetNext(),h=t.i,G=null;if(\"\\\\\"===v){if(t.i++,!(G=t.GetCS()).match(d)){var p=t.create(\"node\",\"mrow\");return t.Push(c.default.fenced(t.configuration,r,p,n)),void(t.i=h)}v=t.GetNext()}var A=m[v];if(a&&\"{\"!==v)throw new u.default(\"MissingArgFor\",\"Missing argument for 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1===n.length&&!a.stack.env.font&&a.stack.env.vectorFont&&(P(o,h)||P(o,G)||P(o,p)||P(o,k)||P(o,A)&&a.stack.env.vectorStar||f.default.getAttribute(i,\"accent\"))&&f.default.setAttribute(i,\"mathvariant\",a.stack.env.vectorFont),i}v.VectorBold=function(t,e){var r=t.GetStar(),n=t.GetArgument(e),a=t.configuration.nodeFactory.get(\"token\"),i=t.stack.env.font;delete t.stack.env.font,t.configuration.nodeFactory.set(\"token\",S),t.stack.env.vectorFont=r?\"bold-italic\":\"bold\",t.stack.env.vectorStar=r;var o=new l.default(n,t.stack.env,t.configuration).mml();i&&(t.stack.env.font=i),delete t.stack.env.vectorFont,delete t.stack.env.vectorStar,t.configuration.nodeFactory.set(\"token\",a),t.Push(o)},v.StarMacro=function(t,e,r){for(var n=[],a=3;a<arguments.length;a++)n[a-3]=arguments[a];var i=t.GetStar(),o=[];if(r)for(var l=o.length;l<r;l++)o.push(t.GetArgument(e));var u=n.join(i?\"*\":\"\");u=c.default.substituteArgs(t,o,u),t.string=c.default.addArgs(t,u,t.string.slice(t.i)),t.i=0,c.default.checkMaxMacros(t)};var y=function(t,e,r,n,a){var i=new l.default(n,t.stack.env,t.configuration).mml();t.Push(t.itemFactory.create(e,i));var o=t.GetNext(),u=m[o];if(u){var s=-1!==a.indexOf(o);if(\"{\"===o){var c=(s?\"\\\\left\\\\{\":\"\")+\" \"+t.GetArgument(r)+\" \"+(s?\"\\\\right\\\\}\":\"\");return t.string=c+t.string.slice(t.i),void(t.i=0)}s&&(t.i++,t.Push(t.itemFactory.create(\"auto open\").setProperties({open:o,close:u})))}};function w(t,e,r){var n=i(t,3),a=n[0],o=n[1],l=n[2];return e&&r?\"\\\\left\\\\langle{\"+a+\"}\\\\middle\\\\vert{\"+o+\"}\\\\middle\\\\vert{\"+l+\"}\\\\right\\\\rangle\":e?\"\\\\langle{\"+a+\"}\\\\vert{\"+o+\"}\\\\vert{\"+l+\"}\\\\rangle\":\"\\\\left\\\\langle{\"+a+\"}\\\\right\\\\vert{\"+o+\"}\\\\left\\\\vert{\"+l+\"}\\\\right\\\\rangle\"}v.OperatorApplication=function(t,e,r){for(var n=[],a=3;a<arguments.length;a++)n[a-3]=arguments[a];y(t,\"fn\",e,r,n)},v.VectorOperator=function(t,e,r){for(var n=[],a=3;a<arguments.length;a++)n[a-3]=arguments[a];y(t,\"mml\",e,r,n)},v.Expression=function(t,e,r,n){void 0===r&&(r=!0),void 0===n&&(n=\"\"),n=n||e.slice(1);var a=r?t.GetBrackets(e):null,i=t.create(\"token\",\"mi\",{texClass:s.TEXCLASS.OP},n);if(a){var o=new l.default(a,t.stack.env,t.configuration).mml();i=t.create(\"node\",\"msup\",[i,o])}t.Push(t.itemFactory.create(\"fn\",i)),\"(\"===t.GetNext()&&(t.i++,t.Push(t.itemFactory.create(\"auto open\").setProperties({open:\"(\",close:\")\"})))},v.Qqtext=function(t,e,r){var n=(t.GetStar()?\"\":\"\\\\quad\")+\"\\\\text{\"+(r||t.GetArgument(e))+\"}\\\\quad \";t.string=t.string.slice(0,t.i)+n+t.string.slice(t.i)},v.Differential=function(t,e,r){var n=t.GetBrackets(e),a=null!=n?\"^{\"+n+\"}\":\" \",i=\"(\"===t.GetNext(),o=\"{\"===t.GetNext(),u=r+a;if(i||o)if(o){u+=t.GetArgument(e);c=new l.default(u,t.stack.env,t.configuration).mml();t.Push(t.create(\"node\",\"TeXAtom\",[c],{texClass:s.TEXCLASS.OP}))}else t.Push(new l.default(u,t.stack.env,t.configuration).mml()),t.i++,t.Push(t.itemFactory.create(\"auto open\").setProperties({open:\"(\",close:\")\"}));else{u+=t.GetArgument(e,!0)||\"\";var c=new l.default(u,t.stack.env,t.configuration).mml();t.Push(c)}},v.Derivative=function(t,e,r,n){var a=t.GetStar(),i=t.GetBrackets(e),o=1,u=[];for(u.push(t.GetArgument(e));\"{\"===t.GetNext()&&o<r;)u.push(t.GetArgument(e)),o++;var s=!1,c=\" \",f=\" \";r>2&&u.length>2?(c=\"^{\"+(u.length-1)+\"}\",s=!0):null!=i&&(r>2&&u.length>1&&(s=!0),f=c=\"^{\"+i+\"}\");for(var g=a?\"\\\\flatfrac\":\"\\\\frac\",v=u.length>1?u[0]:\"\",m=u.length>1?u[1]:u[0],d=\"\",h=2,G=void 0;G=u[h];h++)d+=n+\" \"+G;var p=g+\"{\"+n+c+v+\"}{\"+n+\" \"+m+f+\" \"+d+\"}\";t.Push(new l.default(p,t.stack.env,t.configuration).mml()),\"(\"===t.GetNext()&&(t.i++,t.Push(t.itemFactory.create(\"auto 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i=\"\";i=null==a?r?\"\\\\langle{\"+n+\"}\\\\vert{\"+n+\"}\\\\rangle\":\"\\\\left\\\\langle{\"+n+\"}\\\\middle\\\\vert{\"+n+\"}\\\\right\\\\rangle\":r?\"\\\\langle{\"+n+\"}\\\\vert{\"+a+\"}\\\\rangle\":\"\\\\left\\\\langle{\"+n+\"}\\\\middle\\\\vert{\"+a+\"}\\\\right\\\\rangle\",t.Push(new l.default(i,t.stack.env,t.configuration).mml())},v.KetBra=function(t,e){var r=t.GetStar(),n=t.GetArgument(e),a=null;\"{\"===t.GetNext()&&(a=t.GetArgument(e,!0));var i=\"\";i=null==a?r?\"\\\\vert{\"+n+\"}\\\\rangle\\\\!\\\\langle{\"+n+\"}\\\\vert\":\"\\\\left\\\\vert{\"+n+\"}\\\\middle\\\\rangle\\\\!\\\\middle\\\\langle{\"+n+\"}\\\\right\\\\vert\":r?\"\\\\vert{\"+n+\"}\\\\rangle\\\\!\\\\langle{\"+a+\"}\\\\vert\":\"\\\\left\\\\vert{\"+n+\"}\\\\middle\\\\rangle\\\\!\\\\middle\\\\langle{\"+a+\"}\\\\right\\\\vert\",t.Push(new l.default(i,t.stack.env,t.configuration).mml())},v.Expectation=function(t,e){var r=t.GetStar(),n=r&&t.GetStar(),a=t.GetArgument(e),i=null;\"{\"===t.GetNext()&&(i=t.GetArgument(e,!0));var o=a&&i?w([i,a,i],r,n):r?\"\\\\langle {\"+a+\"} \\\\rangle\":\"\\\\left\\\\langle {\"+a+\"} \\\\right\\\\rangle\";t.Push(new l.default(o,t.stack.env,t.configuration).mml())},v.MatrixElement=function(t,e){var r=t.GetStar(),n=r&&t.GetStar(),a=w([t.GetArgument(e),t.GetArgument(e),t.GetArgument(e)],r,n);t.Push(new l.default(a,t.stack.env,t.configuration).mml())},v.MatrixQuantity=function(t,e,r){var n=t.GetStar(),a=r?\"smallmatrix\":\"array\",i=\"\",o=\"\",u=\"\";switch(t.GetNext()){case\"{\":i=t.GetArgument(e);break;case\"(\":t.i++,o=n?\"\\\\lgroup\":\"(\",u=n?\"\\\\rgroup\":\")\",i=t.GetUpTo(e,\")\");break;case\"[\":t.i++,o=\"[\",u=\"]\",i=t.GetUpTo(e,\"]\");break;case\"|\":t.i++,o=\"|\",u=\"|\",i=t.GetUpTo(e,\"|\");break;default:o=\"(\",u=\")\"}var s=(o?\"\\\\left\":\"\")+o+\"\\\\begin{\"+a+\"}{} \"+i+\"\\\\end{\"+a+\"}\"+(o?\"\\\\right\":\"\")+u;t.Push(new l.default(s,t.stack.env,t.configuration).mml())},v.IdentityMatrix=function(t,e){var r=t.GetArgument(e),n=parseInt(r,10);if(isNaN(n))throw new u.default(\"InvalidNumber\",\"Invalid number\");if(n<=1)return t.string=\"1\"+t.string.slice(t.i),void(t.i=0);for(var a=Array(n).fill(\"0\"),i=[],o=0;o<n;o++){var l=a.slice();l[o]=\"1\",i.push(l.join(\" & \"))}t.string=i.join(\"\\\\\\\\ \")+t.string.slice(t.i),t.i=0},v.XMatrix=function(t,e){var r=t.GetStar(),n=t.GetArgument(e),a=t.GetArgument(e),i=t.GetArgument(e),o=parseInt(a,10),l=parseInt(i,10);if(isNaN(o)||isNaN(l)||l.toString()!==i||o.toString()!==a)throw new u.default(\"InvalidNumber\",\"Invalid number\");if(o=o<1?1:o,l=l<1?1:l,!r){var s=Array(l).fill(n).join(\" & \"),c=Array(o).fill(s).join(\"\\\\\\\\ \");return t.string=c+t.string.slice(t.i),void(t.i=0)}var f=\"\";if(1===o&&1===l)f=n;else if(1===o){s=[];for(var g=1;g<=l;g++)s.push(n+\"_{\"+g+\"}\");f=s.join(\" & \")}else if(1===l){for(s=[],g=1;g<=o;g++)s.push(n+\"_{\"+g+\"}\");f=s.join(\"\\\\\\\\ \")}else{var v=[];for(g=1;g<=o;g++){s=[];for(var m=1;m<=l;m++)s.push(n+\"_{{\"+g+\"}{\"+m+\"}}\");v.push(s.join(\" & \"))}f=v.join(\"\\\\\\\\ \")}t.string=f+t.string.slice(t.i),t.i=0},v.PauliMatrix=function(t,e){var r=t.GetArgument(e),n=r.slice(1);switch(r[0]){case\"0\":n+=\" 1 & 0\\\\\\\\ 0 & 1\";break;case\"1\":case\"x\":n+=\" 0 & 1\\\\\\\\ 1 & 0\";break;case\"2\":case\"y\":n+=\" 0 & -i\\\\\\\\ i & 0\";break;case\"3\":case\"z\":n+=\" 1 & 0\\\\\\\\ 0 & -1\"}t.string=n+t.string.slice(t.i),t.i=0},v.DiagonalMatrix=function(t,e,r){if(\"{\"===t.GetNext()){var n=t.i;t.GetArgument(e);var a=t.i;t.i=n+1;for(var i=[],o=\"\",l=t.i;l<a;){try{o=t.GetUpTo(e,\",\")}catch(e){t.i=a,i.push(t.string.slice(l,a-1));break}if(t.i>=a){i.push(t.string.slice(l,a));break}l=t.i,i.push(o)}t.string=function(t,e){for(var r=t.length,n=[],a=0;a<r;a++)n.push(Array(e?r-a:a+1).join(\"&\")+\"\\\\mqty{\"+t[a]+\"}\");return n.join(\"\\\\\\\\ \")}(i,r)+t.string.slice(a),t.i=0}},v.AutoClose=function(t,e,r){var n=t.create(\"token\",\"mo\",{stretchy:!1},e),a=t.itemFactory.create(\"mml\",n).setProperties({autoclose:e});t.Push(a)},v.Vnabla=function(t,e){var r=t.options.physics.arrowdel?\"\\\\vec{\\\\gradientnabla}\":\"{\\\\gradientnabla}\";return t.Push(new l.default(r,t.stack.env,t.configuration).mml())},v.DiffD=function(t,e){var r=t.options.physics.italicdiff?\"d\":\"{\\\\rm d}\";return t.Push(new l.default(r,t.stack.env,t.configuration).mml())},v.Macro=o.default.Macro,v.NamedFn=o.default.NamedFn,v.Array=o.default.Array,r.default=v},\n",
       "      791: function _(t,e,o,n,i){var a=this&&this.__values||function(t){var e=\"function\"==typeof Symbol&&Symbol.iterator,o=e&&t[e],n=0;if(o)return o.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&n>=t.length&&(t=void 0),{value:t&&t[n++],done:!t}}};throw new TypeError(e?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};n();var r=t(551),l=t(554),s=t(541),f=t(540),p=t(555),u=t(559),c=t(526);o.SetOptionsUtil={filterPackage:function(t,e){if(\"tex\"!==e&&!r.ConfigurationHandler.get(e))throw new s.default(\"NotAPackage\",\"Not a defined package: %1\",e);var o=t.options.setoptions,n=o.allowOptions[e];if(void 0===n&&!o.allowPackageDefault||!1===n)throw new s.default(\"PackageNotSettable\",'Options can\\'t be set for package \"%1\"',e);return!0},filterOption:function(t,e,o){var n,i=t.options.setoptions,a=i.allowOptions[e]||{},r=a.hasOwnProperty(o)&&!c.isObject(a[o])?a[o]:null;if(!1===r||null===r&&!i.allowOptionsDefault)throw new s.default(\"OptionNotSettable\",'Option \"%1\" is not allowed to be set',o);if(!(null===(n=\"tex\"===e?t.options:t.options[e])||void 0===n?void 0:n.hasOwnProperty(o)))throw\"tex\"===e?new s.default(\"InvalidTexOption\",'Invalid TeX option \"%1\"',o):new s.default(\"InvalidOptionKey\",'Invalid option \"%1\" for package \"%2\"',o,e);return!0},filterValue:function(t,e,o,n){return n}};var d=new l.CommandMap(\"setoptions\",{setOptions:\"SetOptions\"},{SetOptions:function(t,e){var o,n,i=t.GetBrackets(e)||\"tex\",r=f.default.keyvalOptions(t.GetArgument(e)),l=t.options.setoptions;if(l.filterPackage(t,i))try{for(var s=a(Object.keys(r)),p=s.next();!p.done;p=s.next()){var u=p.value;l.filterOption(t,i,u)&&((\"tex\"===i?t.options:t.options[i])[u]=l.filterValue(t,i,u,r[u]))}}catch(t){o={error:t}}finally{try{p&&!p.done&&(n=s.return)&&n.call(s)}finally{if(o)throw o.error}}}});o.SetOptionsConfiguration=r.Configuration.create(\"setoptions\",{handler:{macro:[\"setoptions\"]},config:function(t,e){var o=e.parseOptions.handlers.get(\"macro\").lookup(\"require\");o&&(d.add(\"Require\",new p.Macro(\"Require\",o._func)),d.add(\"require\",new p.Macro(\"require\",u.default.Macro,[\"\\\\Require{#2}\\\\setOptions[#2]{#1}\",2,\"\"])))},priority:3,options:{setoptions:{filterPackage:o.SetOptionsUtil.filterPackage,filterOption:o.SetOptionsUtil.filterOption,filterValue:o.SetOptionsUtil.filterValue,allowPackageDefault:!0,allowOptionsDefault:!0,allowOptions:c.expandable({tex:{FindTeX:!1,formatError:!1,package:!1,baseURL:!1,tags:!1,maxBuffer:!1,maxMaxros:!1,macros:!1,environments:!1},setoptions:!1,autoload:!1,require:!1,configmacros:!1,tagformat:!1})}}})},\n",
       "      792: function _(t,o,n,r,a){var e,i=this&&this.__extends||(e=function(t,o){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,o){t.__proto__=o}||function(t,o){for(var n in o)Object.prototype.hasOwnProperty.call(o,n)&&(t[n]=o[n])},e(t,o)},function(t,o){if(\"function\"!=typeof o&&null!==o)throw new TypeError(\"Class extends value \"+String(o)+\" is not a constructor or null\");function n(){this.constructor=t}e(t,o),t.prototype=null===o?Object.create(o):(n.prototype=o.prototype,new n)});r();var s=t(551),p=t(550),u=0;function c(t,o){var n=o.parseOptions.options.tags;\"base\"!==n&&t.tags.hasOwnProperty(n)&&p.TagsFactory.add(n,t.tags[n]);var r=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return i(n,t),n.prototype.formatNumber=function(t){return o.parseOptions.options.tagformat.number(t)},n.prototype.formatTag=function(t){return o.parseOptions.options.tagformat.tag(t)},n.prototype.formatId=function(t){return o.parseOptions.options.tagformat.id(t)},n.prototype.formatUrl=function(t,n){return o.parseOptions.options.tagformat.url(t,n)},n}(p.TagsFactory.create(o.parseOptions.options.tags).constructor),a=\"configTags-\"+ ++u;p.TagsFactory.add(a,r),o.parseOptions.options.tags=a}n.tagformatConfig=c,n.TagFormatConfiguration=s.Configuration.create(\"tagformat\",{config:[c,10],options:{tagformat:{number:function(t){return t.toString()},tag:function(t){return\"(\"+t+\")\"},id:function(t){return\"mjx-eqn:\"+t.replace(/\\s/g,\"_\")},url:function(t,o){return o+\"#\"+encodeURIComponent(t)}}}})},\n",
       "      793: function _(o,t,a,c,n){c();var r=o(551);o(794),a.TextcompConfiguration=r.Configuration.create(\"textcomp\",{handler:{macro:[\"textcomp-macros\"]}})},\n",
       "      794: function _(t,e,r,n,s){n();var x=t(554),I=t(558),a=t(795),o=t(540),i=t(796);new 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       "      797: function _(t,a,e,o,r){var n;o();var s=t(551),c=t(545),i=t(550),p=t(556),m=t(796),g=t(795);function x(t,a,e,o){var r=t.configuration.packageData.get(\"textmacros\");return t instanceof m.TextParser||(r.texParser=t),[new m.TextParser(a,o?{mathvariant:o}:{},r.parseOptions,e).mml()]}t(798),e.TextBaseConfiguration=s.Configuration.create(\"text-base\",{parser:\"text\",handler:{character:[\"command\",\"text-special\"],macro:[\"text-macros\"]},fallback:{character:function(t,a){t.text+=a},macro:function(t,a){var e=t.texParser,o=e.lookup(\"macro\",a);o&&o._func!==g.TextMacrosMethods.Macro&&t.Error(\"MathMacro\",\"%1 is only supported in math mode\",\"\\\\\"+a),e.parse(\"macro\",[t,a])}},items:(n={},n[p.StartItem.prototype.kind]=p.StartItem,n[p.StopItem.prototype.kind]=p.StopItem,n[p.MmlItem.prototype.kind]=p.MmlItem,n[p.StyleItem.prototype.kind]=p.StyleItem,n)}),e.TextMacrosConfiguration=s.Configuration.create(\"textmacros\",{config:function(t,a){var e=new s.ParserConfiguration(a.parseOptions.options.textmacros.packages,[\"tex\",\"text\"]);e.init();var o=new c.default(e,[]);o.options=a.parseOptions.options,e.config(a),i.TagsFactory.addTags(e.tags),o.tags=i.TagsFactory.getDefault(),o.tags.configuration=o,o.packageData=a.parseOptions.packageData,o.packageData.set(\"textmacros\",{parseOptions:o,jax:a,texParser:null}),o.options.internalMath=x},preprocessors:[function(t){var a=t.data.packageData.get(\"textmacros\");a.parseOptions.nodeFactory.setMmlFactory(a.jax.mmlFactory)}],options:{textmacros:{packages:[\"text-base\"]}}})},\n",
       "      798: function _(e,t,a,n,c){n();var o=e(554),S=e(558),r=e(795),s=e(560);new o.MacroMap(\"text-special\",{$:\"Math\",\"%\":\"Comment\",\"^\":\"MathModeOnly\",_:\"MathModeOnly\",\"&\":\"Misplaced\",\"#\":\"Misplaced\",\"~\":\"Tilde\",\" \":\"Space\",\"\\t\":\"Space\",\"\\r\":\"Space\",\"\\n\":\"Space\",\"\\xa0\":\"Tilde\",\"{\":\"OpenBrace\",\"}\":\"CloseBrace\",\"`\":\"OpenQuote\",\"'\":\"CloseQuote\"},r.TextMacrosMethods),new o.CommandMap(\"text-macros\",{\"(\":\"Math\",$:\"SelfQuote\",_:\"SelfQuote\",\"%\":\"SelfQuote\",\"{\":\"SelfQuote\",\"}\":\"SelfQuote\",\" \":\"SelfQuote\",\"&\":\"SelfQuote\",\"#\":\"SelfQuote\",\"\\\\\":\"SelfQuote\",\"'\":[\"Accent\",\"\\xb4\"],\"\\u2019\":[\"Accent\",\"\\xb4\"],\"`\":[\"Accent\",\"`\"],\"\\u2018\":[\"Accent\",\"`\"],\"^\":[\"Accent\",\"^\"],'\"':[\"Accent\",\"\\xa8\"],\"~\":[\"Accent\",\"~\"],\"=\":[\"Accent\",\"\\xaf\"],\".\":[\"Accent\",\"\\u02d9\"],u:[\"Accent\",\"\\u02d8\"],v:[\"Accent\",\"\\u02c7\"],emph:\"Emph\",rm:[\"SetFont\",S.TexConstant.Variant.NORMAL],mit:[\"SetFont\",S.TexConstant.Variant.ITALIC],oldstyle:[\"SetFont\",S.TexConstant.Variant.OLDSTYLE],cal:[\"SetFont\",S.TexConstant.Variant.CALLIGRAPHIC],it:[\"SetFont\",\"-tex-mathit\"],bf:[\"SetFont\",S.TexConstant.Variant.BOLD],bbFont:[\"SetFont\",S.TexConstant.Variant.DOUBLESTRUCK],scr:[\"SetFont\",S.TexConstant.Variant.SCRIPT],frak:[\"SetFont\",S.TexConstant.Variant.FRAKTUR],sf:[\"SetFont\",S.TexConstant.Variant.SANSSERIF],tt:[\"SetFont\",S.TexConstant.Variant.MONOSPACE],tiny:[\"SetSize\",.5],Tiny:[\"SetSize\",.6],scriptsize:[\"SetSize\",.7],small:[\"SetSize\",.85],normalsize:[\"SetSize\",1],large:[\"SetSize\",1.2],Large:[\"SetSize\",1.44],LARGE:[\"SetSize\",1.73],huge:[\"SetSize\",2.07],Huge:[\"SetSize\",2.49],Bbb:[\"Macro\",\"{\\\\bbFont #1}\",1],textrm:[\"Macro\",\"{\\\\rm #1}\",1],textit:[\"Macro\",\"{\\\\it #1}\",1],textbf:[\"Macro\",\"{\\\\bf #1}\",1],textsf:[\"Macro\",\"{\\\\sf #1}\",1],texttt:[\"Macro\",\"{\\\\tt #1}\",1],dagger:[\"Insert\",\"\\u2020\"],ddagger:[\"Insert\",\"\\u2021\"],S:[\"Insert\",\"\\xa7\"],\",\":[\"Spacer\",s.MATHSPACE.thinmathspace],\":\":[\"Spacer\",s.MATHSPACE.mediummathspace],\">\":[\"Spacer\",s.MATHSPACE.mediummathspace],\";\":[\"Spacer\",s.MATHSPACE.thickmathspace],\"!\":[\"Spacer\",s.MATHSPACE.negativethinmathspace],enspace:[\"Spacer\",.5],quad:[\"Spacer\",1],qquad:[\"Spacer\",2],thinspace:[\"Spacer\",s.MATHSPACE.thinmathspace],negthinspace:[\"Spacer\",s.MATHSPACE.negativethinmathspace],hskip:\"Hskip\",hspace:\"Hskip\",kern:\"Hskip\",mskip:\"Hskip\",mspace:\"Hskip\",mkern:\"Hskip\",rule:\"rule\",Rule:[\"Rule\"],Space:[\"Rule\",\"blank\"],color:\"CheckAutoload\",textcolor:\"CheckAutoload\",colorbox:\"CheckAutoload\",fcolorbox:\"CheckAutoload\",href:\"CheckAutoload\",style:\"CheckAutoload\",class:\"CheckAutoload\",cssId:\"CheckAutoload\",unicode:\"CheckAutoload\",ref:[\"HandleRef\",!1],eqref:[\"HandleRef\",!0]},r.TextMacrosMethods)},\n",
       "      799: function _(p,a,u,e,i){e();var t=p(551),r=p(554),n=p(558);new r.CharacterMap(\"upgreek\",(function(p,a){var u=a.attributes||{};u.mathvariant=n.TexConstant.Variant.NORMAL;var e=p.create(\"token\",\"mi\",u,a.char);p.Push(e)}),{upalpha:\"\\u03b1\",upbeta:\"\\u03b2\",upgamma:\"\\u03b3\",updelta:\"\\u03b4\",upepsilon:\"\\u03f5\",upzeta:\"\\u03b6\",upeta:\"\\u03b7\",uptheta:\"\\u03b8\",upiota:\"\\u03b9\",upkappa:\"\\u03ba\",uplambda:\"\\u03bb\",upmu:\"\\u03bc\",upnu:\"\\u03bd\",upxi:\"\\u03be\",upomicron:\"\\u03bf\",uppi:\"\\u03c0\",uprho:\"\\u03c1\",upsigma:\"\\u03c3\",uptau:\"\\u03c4\",upupsilon:\"\\u03c5\",upphi:\"\\u03d5\",upchi:\"\\u03c7\",uppsi:\"\\u03c8\",upomega:\"\\u03c9\",upvarepsilon:\"\\u03b5\",upvartheta:\"\\u03d1\",upvarpi:\"\\u03d6\",upvarrho:\"\\u03f1\",upvarsigma:\"\\u03c2\",upvarphi:\"\\u03c6\",Upgamma:\"\\u0393\",Updelta:\"\\u0394\",Uptheta:\"\\u0398\",Uplambda:\"\\u039b\",Upxi:\"\\u039e\",Uppi:\"\\u03a0\",Upsigma:\"\\u03a3\",Upupsilon:\"\\u03a5\",Upphi:\"\\u03a6\",Uppsi:\"\\u03a8\",Upomega:\"\\u03a9\"}),u.UpgreekConfiguration=t.Configuration.create(\"upgreek\",{handler:{macro:[\"upgreek\"]}})},\n",
       "      800: function _(e,t,a,o,n){o();var c=e(551),r=e(541),i=e(554),d=e(540),l=e(536),u=e(542);a.UnicodeMethods={};var m={};a.UnicodeMethods.Unicode=function(e,t){var a=e.GetBrackets(t),o=null,n=null;a&&(a.replace(/ /g,\"\").match(/^(\\d+(\\.\\d*)?|\\.\\d+),(\\d+(\\.\\d*)?|\\.\\d+)$/)?(o=a.replace(/ /g,\"\").split(/,/),n=e.GetBrackets(t)):n=a);var c=d.default.trimSpaces(e.GetArgument(t)).replace(/^0x/,\"x\");if(!c.match(/^(x[0-9A-Fa-f]+|[0-9]+)$/))throw new r.default(\"BadUnicode\",\"Argument to \\\\unicode must be a number\");var i=parseInt(c.match(/^x/)?\"0\"+c:c);m[i]?n||(n=m[i][2]):m[i]=[800,200,n,i],o&&(m[i][0]=Math.floor(1e3*parseFloat(o[0])),m[i][1]=Math.floor(1e3*parseFloat(o[1])));var f=e.stack.env.font,h={};n?(m[i][2]=h.fontfamily=n.replace(/'/g,\"'\"),f&&(f.match(/bold/)&&(h.fontweight=\"bold\"),f.match(/italic|-mathit/)&&(h.fontstyle=\"italic\"))):f&&(h.mathvariant=f);var s=e.create(\"token\",\"mtext\",h,u.numeric(c));l.default.setProperty(s,\"unicode\",!0),e.Push(s)},new i.CommandMap(\"unicode\",{unicode:\"Unicode\"},a.UnicodeMethods),a.UnicodeConfiguration=c.Configuration.create(\"unicode\",{handler:{macro:[\"unicode\"]}})},\n",
       "      801: function _(e,r,t,i,n){i();var a=e(551),o=e(558),s=e(554),g=e(541);t.VerbMethods={},t.VerbMethods.Verb=function(e,r){var t=e.GetNext(),i=++e.i;if(\"\"===t)throw new g.default(\"MissingArgFor\",\"Missing argument for %1\",r);for(;e.i<e.string.length&&e.string.charAt(e.i)!==t;)e.i++;if(e.i===e.string.length)throw new g.default(\"NoClosingDelim\",\"Can't find closing delimiter for %1\",e.currentCS);var n=e.string.slice(i,e.i).replace(/ /g,\"\\xa0\");e.i++,e.Push(e.create(\"token\",\"mtext\",{mathvariant:o.TexConstant.Variant.MONOSPACE},n))},new s.CommandMap(\"verb\",{verb:\"Verb\"},t.VerbMethods),t.VerbConfiguration=a.Configuration.create(\"verb\",{handler:{macro:[\"verb\"]}})},\n",
       "      }, 518, {\"models/text/mathjax/main\":518,\"models/text/mathjax/index\":519}, {});});\n",
       "\n",
       "      /* END bokeh-mathjax.min.js */\n",
       "    },\n",
       "    function(Bokeh) {\n",
       "      Bokeh.set_log_level(\"info\");\n",
       "    },\n",
       "    function(Bokeh) {\n",
       "      /* BEGIN panel.min.js */\n",
       "      /*!\n",
       "       * Copyright (c) 2012 - 2022, 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(root, factory) {\n",
       "        factory(root[\"Bokeh\"], undefined);\n",
       "      })(this, function(Bokeh, version) {\n",
       "        let define;\n",
       "        return (function(modules, entry, aliases, externals) {\n",
       "          const bokeh = typeof Bokeh !== \"undefined\" && (version != null ? Bokeh[version] : Bokeh);\n",
       "          if (bokeh != null) {\n",
       "            return bokeh.register_plugin(modules, entry, aliases);\n",
       "          } else {\n",
       "            throw new Error(\"Cannot find Bokeh \" + version + \". You have to load it prior to loading plugins.\");\n",
       "          }\n",
       "        })\n",
       "      ({\n",
       "      \"4e90918c0a\": function _(e,s,t,o,b){o();const i=(0,e(\"tslib\").__importStar)(e(\"5b284469f0\"));t.Panel=i;(0,e(\"@bokehjs/base\").register_models)(i)},\n",
       "      \"5b284469f0\": function _(e,a,t,o,c){o();const d=e(\"tslib\");c(\"AcePlot\",e(\"2e12ebdb23\").AcePlot),c(\"Audio\",e(\"33955cfa6f\").Audio),c(\"Card\",e(\"0972f6e77b\").Card),c(\"CommManager\",e(\"754fbb1f55\").CommManager),c(\"CustomSelect\",e(\"e258e515be\").CustomSelect),c(\"DataTabulator\",e(\"dc2d2d783f\").DataTabulator),c(\"DatetimePicker\",e(\"b843627155\").DatetimePicker),c(\"DeckGLPlot\",e(\"0155f7af4d\").DeckGLPlot),c(\"ECharts\",e(\"9d046c4720\").ECharts),c(\"HTML\",e(\"3d7593ca5a\").HTML),c(\"IDOM\",e(\"7d45bd3bc4\").IDOM),c(\"IPyWidget\",e(\"f36a5fb453\").IPyWidget),c(\"JSON\",e(\"0d30bea0c8\").JSON),c(\"JSONEditor\",e(\"5379466860\").JSONEditor),c(\"FileDownload\",e(\"1767172ffa\").FileDownload),c(\"KaTeX\",e(\"7b859fb3cf\").KaTeX),c(\"Location\",e(\"0c52a301f3\").Location),c(\"MathJax\",e(\"0c21036737\").MathJax),c(\"Perspective\",e(\"4ae96bd77b\").Perspective),c(\"Player\",e(\"588a5ae70d\").Player),c(\"PlotlyPlot\",e(\"42de27e56c\").PlotlyPlot),c(\"Progress\",e(\"979633320f\").Progress),c(\"QuillInput\",e(\"d51a79a0a3\").QuillInput),c(\"ReactiveHTML\",e(\"ad426de39c\").ReactiveHTML),c(\"SingleSelect\",e(\"ab54efe08a\").SingleSelect),c(\"SpeechToText\",e(\"a96be0bcc9\").SpeechToText),c(\"State\",e(\"bfa46a5f19\").State),c(\"Tabs\",e(\"f693d9aa84\").Tabs),c(\"Terminal\",e(\"3ea011fa55\").Terminal),c(\"TextToSpeech\",e(\"33cd2c254e\").TextToSpeech),c(\"TrendIndicator\",e(\"effe070807\").TrendIndicator),c(\"VegaPlot\",e(\"fea356270f\").VegaPlot),c(\"Video\",e(\"1b46fd56a8\").Video),c(\"VideoStream\",e(\"e3e9b8e495\").VideoStream),(0,d.__exportStar)(e(\"c51f25e2a7\"),t)},\n",
       "      \"2e12ebdb23\": function _(e,t,i,o,n){o();const s=e(\"@bokehjs/models/layouts/html_box\"),a=e(\"@bokehjs/core/dom\"),d=e(\"80a6464b1f\");class h extends d.PanelHTMLBoxView{initialize(){super.initialize(),this._container=(0,a.div)({id:\"_\"+Math.random().toString(36).substr(2,9),style:{width:\"100%\",height:\"100%\",zIndex:0}})}connect_signals(){super.connect_signals(),this.connect(this.model.properties.code.change,(()=>this._update_code_from_model())),this.connect(this.model.properties.theme.change,(()=>this._update_theme())),this.connect(this.model.properties.language.change,(()=>this._update_language())),this.connect(this.model.properties.filename.change,(()=>this._update_filename())),this.connect(this.model.properties.print_margin.change,(()=>this._update_print_margin())),this.connect(this.model.properties.annotations.change,(()=>this._add_annotations())),this.connect(this.model.properties.readonly.change,(()=>{this._editor.setReadOnly(this.model.readonly)}))}render(){super.render(),this._container!==this.el.childNodes[0]&&this.el.appendChild(this._container),this._container.textContent=this.model.code,this._editor=window.ace.edit(this._container.id),this._langTools=window.ace.require(\"ace/ext/language_tools\"),this._modelist=window.ace.require(\"ace/ext/modelist\"),this._editor.setOptions({enableBasicAutocompletion:!0,enableSnippets:!0,fontFamily:\"monospace\"}),this._update_theme(),this._update_filename(),this._update_language(),this._editor.setReadOnly(this.model.readonly),this._editor.setShowPrintMargin(this.model.print_margin),this._editor.on(\"change\",(()=>this._update_code_from_editor()))}_update_code_from_model(){this._editor&&this._editor.getValue()!=this.model.code&&this._editor.setValue(this.model.code)}_update_print_margin(){this._editor.setShowPrintMargin(this.model.print_margin)}_update_code_from_editor(){this._editor.getValue()!=this.model.code&&(this.model.code=this._editor.getValue())}_update_theme(){this._editor.setTheme(`ace/theme/${this.model.theme}`)}_update_filename(){if(this.model.filename){const e=this._modelist.getModeForPath(this.model.filename).mode;this.model.language=e.slice(9)}}_update_language(){null!=this.model.language&&this._editor.session.setMode(`ace/mode/${this.model.language}`)}_add_annotations(){this._editor.session.setAnnotations(this.model.annotations)}after_layout(){super.after_layout(),this._editor.resize()}}i.AcePlotView=h,h.__name__=\"AcePlotView\";class _ extends s.HTMLBox{constructor(e){super(e)}static init_AcePlot(){this.prototype.default_view=h,this.define((({Any:e,Array:t,Boolean:i,String:o})=>({code:[o,\"\"],filename:[o],language:[o],theme:[o,\"chrome\"],annotations:[t(e),[]],readonly:[i,!1],print_margin:[i,!1]}))),this.override({height:300,width:300})}}i.AcePlot=_,_.__name__=\"AcePlot\",_.__module__=\"panel.models.ace\",_.init_AcePlot()},\n",
       "      \"80a6464b1f\": function _(e,s,i,t,h){t();const n=e(\"@bokehjs/core/dom\"),o=e(\"@bokehjs/core/util/color\"),l=e(\"@bokehjs/core/layout/html\"),a=e(\"@bokehjs/core/layout/types\"),_=e(\"@bokehjs/models/widgets/markup\"),c=e(\"@bokehjs/models/layouts/html_box\");function d(e,s){let i=null!=s.width?\"fixed\":\"fit\",t=null!=s.height?\"fixed\":\"fit\";const{sizing_mode:h}=s;if(null!=h)if(\"fixed\"==h)i=t=\"fixed\";else if(\"stretch_both\"==h)i=t=\"max\";else if(\"stretch_width\"==h)i=\"max\";else if(\"stretch_height\"==h)t=\"max\";else switch(h){case\"scale_width\":i=\"max\",t=\"min\";break;case\"scale_height\":i=\"min\",t=\"max\";break;case\"scale_both\":i=\"max\",t=\"max\";break;default:throw new Error(\"unreachable\")}\"fixed\"==i&&s.width?e.style.width=s.width+\"px\":\"max\"==i&&(e.style.width=\"100%\"),null!=s.min_width&&(e.style.minWidth=s.min_width+\"px\"),null!=s.max_width&&(e.style.maxWidth=s.max_width+\"px\"),\"fixed\"==t&&s.height?e.style.height=s.height+\"px\":\"max\"==t&&(e.style.height=\"100%\"),null!=s.min_height&&(e.style.minHeight=s.min_height+\"px\"),null!=s.max_width&&(e.style.maxHeight=s.max_height+\"px\")}i.set_size=d;class r extends l.VariadicBox{constructor(e,s,i){super(e),this.el=e,this.sizing_mode=s,this.changed=i,this._cache=new Map,this._cache_count=new Map}_measure(e){const s=[e.width,e.height,this.sizing_mode].toString(),i=this.changed&&\"fixed\"!=this.sizing_mode&&null!=this.sizing_mode?1:0,t=this._cache.get(s),h=this._cache_count.get(s);if(null!=t&&null!=h&&h>=i)return this._cache_count.set(s,h+1),t;const o=new a.Sizeable(e).bounded_to(this.sizing.size),l=(0,n.sized)(this.el,o,(()=>{const e=new a.Sizeable((0,n.content_size)(this.el)),{border:s,padding:i}=(0,n.extents)(this.el);return e.grow_by(s).grow_by(i).map(Math.ceil)}));return this._cache.set(s,l),this._cache_count.set(s,0),l}invalidate_cache(){}}i.CachedVariadicBox=r,r.__name__=\"CachedVariadicBox\";class m extends _.MarkupView{_update_layout(){let e=void 0!==this._prev_sizing_mode&&this._prev_sizing_mode!==this.model.sizing_mode;this._prev_sizing_mode=this.model.sizing_mode,this.layout=new r(this.el,this.model.sizing_mode,e),this.layout.set_sizing(this.box_sizing())}render(){super.render(),d(this.markup_el,this.model)}}i.PanelMarkupView=m,m.__name__=\"PanelMarkupView\";class g extends c.HTMLBoxView{connect_signals(){super.connect_signals();const{css_classes:e,background:s}=this.model.properties;this._prev_css_classes=this.model.css_classes,this.on_change([e,s],(()=>{const e=[];let s=!1;for(const i of this.model.css_classes)\"pn-loading\"===i?s=!0:s?s=!1:e.push(i);const i=this._prev_css_classes;if(JSON.stringify(e)===JSON.stringify(i)){const{background:e}=this.model;this.el.style.backgroundColor=null!=e?(0,o.color2css)(e):\"\",(0,n.classes)(this.el).clear().add(...this.css_classes())}else this.invalidate_render();this._prev_css_classes=e}))}on_change(e,s){const i=this.model.properties;2===e.length&&e[0]===i.background&&e[1]===i.css_classes||super.on_change(e,s)}_update_layout(){let e=void 0!==this._prev_sizing_mode&&this._prev_sizing_mode!==this.model.sizing_mode;this._prev_sizing_mode=this.model.sizing_mode,this.layout=new r(this.el,this.model.sizing_mode,e),this.layout.set_sizing(this.box_sizing())}render(){super.render(),d(this.el,this.model)}}i.PanelHTMLBoxView=g,g.__name__=\"PanelHTMLBoxView\"},\n",
       "      \"33955cfa6f\": function _(e,t,i,o,s){o();const l=e(\"@bokehjs/models/layouts/html_box\"),d=e(\"80a6464b1f\");class u extends d.PanelHTMLBoxView{initialize(){super.initialize(),this._blocked=!1,this._setting=!1,this._time=Date.now()}connect_signals(){super.connect_signals(),this.connect(this.model.properties.loop.change,(()=>this.set_loop())),this.connect(this.model.properties.paused.change,(()=>this.set_paused())),this.connect(this.model.properties.time.change,(()=>this.set_time())),this.connect(this.model.properties.value.change,(()=>this.set_value())),this.connect(this.model.properties.volume.change,(()=>this.set_volume())),this.connect(this.model.properties.muted.change,(()=>this.set_muted())),this.connect(this.model.properties.autoplay.change,(()=>this.set_autoplay()))}render(){super.render(),this.audioEl=document.createElement(\"audio\"),this.audioEl.controls=!0,this.audioEl.src=this.model.value,this.audioEl.currentTime=this.model.time,this.audioEl.loop=this.model.loop,this.audioEl.muted=this.model.muted,this.audioEl.autoplay=this.model.autoplay,null!=this.model.volume?this.audioEl.volume=this.model.volume/100:this.model.volume=100*this.audioEl.volume,this.audioEl.onpause=()=>this.model.paused=!0,this.audioEl.onplay=()=>this.model.paused=!1,this.audioEl.ontimeupdate=()=>this.update_time(this),this.audioEl.onvolumechange=()=>this.update_volume(this),this.el.appendChild(this.audioEl),this.model.paused||this.audioEl.play()}update_time(e){e._setting?e._setting=!1:Date.now()-e._time<e.model.throttle||(e._blocked=!0,e.model.time=e.audioEl.currentTime,e._time=Date.now())}update_volume(e){e._setting?e._setting=!1:(e._blocked=!0,e.model.volume=100*e.audioEl.volume)}set_loop(){this.audioEl.loop=this.model.loop}set_muted(){this.audioEl.muted=this.model.muted}set_autoplay(){this.audioEl.autoplay=this.model.autoplay}set_paused(){!this.audioEl.paused&&this.model.paused&&this.audioEl.pause(),this.audioEl.paused&&!this.model.paused&&this.audioEl.play()}set_volume(){this._blocked?this._blocked=!1:(this._setting=!0,null!=this.model.volume&&(this.audioEl.volume=this.model.volume/100))}set_time(){this._blocked?this._blocked=!1:(this._setting=!0,this.audioEl.currentTime=this.model.time)}set_value(){this.audioEl.src=this.model.value}}i.AudioView=u,u.__name__=\"AudioView\";class a extends l.HTMLBox{constructor(e){super(e)}static init_Audio(){this.prototype.default_view=u,this.define((({Any:e,Boolean:t,Int:i,Number:o})=>({loop:[t,!1],paused:[t,!0],muted:[t,!1],autoplay:[t,!1],time:[o,0],throttle:[o,250],value:[e,\"\"],volume:[i]})))}}i.Audio=a,a.__name__=\"Audio\",a.__module__=\"panel.models.widgets\",a.init_Audio()},\n",
       "      \"0972f6e77b\": function _(e,l,s,t,o){t();const i=e(\"tslib\"),a=e(\"@bokehjs/models/layouts/column\"),d=e(\"@bokehjs/core/util/bbox\"),c=(0,i.__importStar)(e(\"@bokehjs/core/dom\")),n=e(\"@bokehjs/core/dom\"),h=e(\"@bokehjs/core/layout/grid\"),r=e(\"@bokehjs/core/util/color\");class _ extends a.ColumnView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.collapsed.change,(()=>this._collapse()));const{active_header_background:e,header_background:l,header_color:s,hide_header:t}=this.model.properties;this.on_change([e,l,s,t],(()=>this.render()))}_update_layout(){let e;e=this.model.hide_header?this.child_views.slice(1):this.model.collapsed?this.child_views.slice(0,1):this.child_views;const l=e.map((e=>e.layout));this.layout=new h.Column(l),this.layout.rows=this.model.rows,this.layout.spacing=[this.model.spacing,0],this.layout.set_sizing(this.box_sizing())}update_position(){if(this.model.collapsible&&!this.model.hide_header){const e=this.child_views[0],l=e.layout.bbox,s=e.layout.inner_bbox;if(0!=l.x1){let t;if(this.model.collapsible){const e=getComputedStyle(this.button_el.children[0]);t=parseFloat(e.width)+parseFloat(e.marginLeft)||0}else t=0;const o=new d.BBox({x0:l.x0,x1:l.x1-t,y0:l.y0,y1:l.y1}),i=new d.BBox({x0:s.x0,x1:s.x1-t,y0:s.y0,y1:s.y1});e.layout.set_geometry(o,i)}}super.update_position()}render(){(0,n.empty)(this.el);const{background:e,button_css_classes:l,header_color:s,header_tag:t,header_css_classes:o}=this.model;this.el.style.backgroundColor=null!=e?(0,r.color2css)(e):\"\",(0,n.classes)(this.el).clear().add(...this.css_classes());let i=this.model.header_background;!this.model.collapsed&&this.model.active_header_background&&(i=this.model.active_header_background);const a=this.child_views[0];let d;if(this.model.collapsible){this.button_el=c.createElement(\"button\",{type:\"button\",class:o});const e=c.createElement(\"div\",{class:l});e.innerHTML=this.model.collapsed?\"\\u25ba\":\"\\u25bc\",this.button_el.appendChild(e),this.button_el.style.backgroundColor=null!=i?i:\"\",a.el.style.backgroundColor=null!=i?i:\"\",this.button_el.appendChild(a.el),this.button_el.onclick=()=>this._toggle_button(),d=this.button_el}else d=c.createElement(t,{class:o}),d.style.backgroundColor=null!=i?i:\"\",d.appendChild(a.el);this.model.hide_header||(d.style.color=null!=s?s:\"\",this.el.appendChild(d),a.render());for(const e of this.child_views.slice(1))this.model.collapsed||this.el.appendChild(e.el),e.render()}_toggle_button(){this.model.collapsed=!this.model.collapsed}_collapse(){this.invalidate_render()}_createElement(){return c.createElement(this.model.tag,{class:this.css_classes()})}}s.CardView=_,_.__name__=\"CardView\";class u extends a.Column{constructor(e){super(e)}static init_Card(){this.prototype.default_view=_,this.define((({Array:e,Boolean:l,Nullable:s,String:t})=>({active_header_background:[s(t),null],button_css_classes:[e(t),[]],collapsed:[l,!0],collapsible:[l,!0],header_background:[s(t),null],header_color:[s(t),null],header_css_classes:[e(t),[]],header_tag:[t,\"div\"],hide_header:[l,!1],tag:[t,\"div\"]})))}}s.Card=u,u.__name__=\"Card\",u.__module__=\"panel.models.layout\",u.init_Card()},\n",
       "      \"754fbb1f55\": function _(e,t,s,n,i){n();const o=e(\"@bokehjs/document\"),_=e(\"@bokehjs/core/view\"),c=e(\"@bokehjs/model\"),h=e(\"@bokehjs/protocol/message\"),l=e(\"@bokehjs/protocol/receiver\");s.comm_settings={debounce:!0};class a extends _.View{renderTo(){}}s.CommManagerView=a,a.__name__=\"CommManagerView\";class d extends c.Model{constructor(e){super(e),this._document_listener=e=>this._document_changed(e),this._receiver=new l.Receiver,this._event_buffer=[],this._blocked=!1,this._timeout=Date.now(),null!=window.PyViz&&window.PyViz.comm_manager?(this.ns=window.PyViz,this.ns.comm_manager.register_target(this.plot_id,this.comm_id,(e=>{for(const t of this.ns.shared_views.get(this.plot_id))t!==this&&t.msg_handler(e);this.msg_handler(e)})),this._client_comm=this.ns.comm_manager.get_client_comm(this.plot_id,this.client_comm_id,(e=>this.on_ack(e))),null==this.ns.shared_views&&(this.ns.shared_views=new Map),this.ns.shared_views.has(this.plot_id)?this.ns.shared_views.get(this.plot_id).push(this):this.ns.shared_views.set(this.plot_id,[this])):console.log(\"Could not find comm manager on window.PyViz, ensure the extension is loaded.\")}_doc_attached(){super._doc_attached(),null!=this.document&&this.document.on_change(this._document_listener)}_document_changed(e){e.setter_id!==this.id&&(e instanceof o.ModelChangedEvent&&!(e.attr in e.model.serializable_attributes())||(this._event_buffer.push(e),s.comm_settings.debounce?(!this._blocked||Date.now()>this._timeout)&&(setTimeout((()=>this.process_events()),this.debounce),this._blocked=!0,this._timeout=Date.now()+this.timeout):this.process_events()))}process_events(){if(null==this.document||null==this._client_comm)return;const e=this.document.create_json_patch(this._event_buffer);this._event_buffer=[];const t=h.Message.create(\"PATCH-DOC\",{},e);this._client_comm.send(t);for(const t of this.ns.shared_views.get(this.plot_id))t!==this&&null!=t.document&&t.document.apply_json_patch(e,[],this.id)}disconnect_signals(){super.disconnect_signals(),this.ns.shared_views.shared_views.delete(this.plot_id)}on_ack(e){const t=e.metadata;this._event_buffer.length?(this._blocked=!0,this._timeout=Date.now()+this.timeout,this.process_events()):this._blocked=!1,\"Ready\"==t.msg_type&&t.content?console.log(\"Python callback returned following output:\",t.content):\"Error\"==t.msg_type&&console.log(\"Python failed with the following traceback:\",t.traceback)}msg_handler(e){const t=e.metadata,s=e.buffers,n=e.content.data,i=this.plot_id;if(\"Ready\"==t.msg_type)t.content?console.log(\"Python callback returned following output:\",t.content):\"Error\"==t.msg_type&&console.log(\"Python failed with the following traceback:\",t.traceback);else if(null!=i){let e=null;if(i in this.ns.plot_index&&null!=this.ns.plot_index[i]?e=this.ns.plot_index[i]:void 0!==window.Bokeh&&i in window.Bokeh.index&&(e=window.Bokeh.index[i]),null==e)return;null!=s&&s.length>0?this._receiver.consume(s[0].buffer):this._receiver.consume(n);const t=this._receiver.message;null!=t&&Object.keys(t.content).length>0&&null!=this.document&&this.document.apply_json_patch(t.content,t.buffers,this.id)}}static init_CommManager(){this.prototype.default_view=a,this.define((({Int:e,String:t})=>({plot_id:[t],comm_id:[t],client_comm_id:[t],timeout:[e,5e3],debounce:[e,50]})))}}s.CommManager=d,d.__name__=\"CommManager\",d.__module__=\"panel.models.comm_manager\",d.init_CommManager()},\n",
       "      \"e258e515be\": function _(e,t,s,o,i){var l;o();const d=e(\"@bokehjs/models/widgets/selectbox\");class n extends d.SelectView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.disabled_options.change,(()=>this._update_disabled_options()))}options_el(){let e=super.options_el();return e.forEach((e=>{this.model.disabled_options.includes(e.value)&&e.setAttribute(\"disabled\",\"true\")})),e}_update_disabled_options(){for(const e of this.input_el.options)this.model.disabled_options.includes(e.value)?e.setAttribute(\"disabled\",\"true\"):e.removeAttribute(\"disabled\")}}s.CustomSelectView=n,n.__name__=\"CustomSelectView\";class _ extends d.Select{constructor(e){super(e)}}s.CustomSelect=_,l=_,_.__name__=\"CustomSelect\",_.__module__=\"panel.models.widgets\",l.prototype.default_view=n,l.define((({Array:e,String:t})=>({disabled_options:[e(t),[]]})))},\n",
       "      \"dc2d2d783f\": function _(t,e,i,o,s){o();const l=t(\"@bokehjs/core/dom\"),n=t(\"@bokehjs/core/util/types\"),a=t(\"@bokehjs/models/layouts/html_box\"),r=t(\"@bokehjs/core/build_views\"),d=t(\"@bokehjs/core/bokeh_events\"),h=t(\"@bokehjs/core/dom\"),u=t(\"@bokehjs/core/kinds\"),c=t(\"@bokehjs/models/sources/column_data_source\"),m=t(\"@bokehjs/models/widgets/tables\"),g=t(\"99a25e6992\"),f=t(\"754fbb1f55\"),_=t(\"7f7d9e0c6b\"),p=t(\"80a6464b1f\");class b extends d.ModelEvent{constructor(t,e,i){super(),this.column=t,this.row=e,this.pre=i,this.event_name=\"table-edit\"}_to_json(){return{model:this.origin,column:this.column,row:this.row,pre:this.pre}}}i.TableEditEvent=b,b.__name__=\"TableEditEvent\";class y extends d.ModelEvent{constructor(t,e){super(),this.column=t,this.row=e,this.event_name=\"cell-click\"}_to_json(){return{model:this.origin,column:this.column,row:this.row}}}function w(t,e,i){for(const o of i)if(o[t]==e)return o;return null}function x(t,e,i,o=0){const s={};if(0==t.length)return s;const l=i[o];for(const a of t){const t=x(a._children,e,i,o+1);for(const e in t)(0,n.isArray)(t[e])?a[e]=t[e].reduce(((t,e)=>t+e),0)/t[e].length:a[e]=t[e];for(const t of e.slice(1)){const e=a[t.field];if(t.field in s){const i=s[t.field];\"min\"===l?s[t.field]=Math.min(e,i):\"max\"===l?s[t.field]=Math.max(e,i):\"sum\"===l?s[t.field]=e+i:\"mean\"===l&&((0,n.isArray)(s[t.field])?s[t.field].push(e):s[t.field]=[i,e])}else s[t.field]=e}}return s}function v(t,e,i,o){const s=[],l=e[0].field;for(const o of t){const t=o[i[0]];let n=w(l,t,s);null==n&&(n={_children:[]},n[l]=t,s.push(n));let a=n;const r={};for(const t of i.slice(1)){a=w(l,o[t],a._children),null==a&&(a={_children:[]},a[l]=o[t],n._children.push(a)),r[t]=n;for(const t of e.slice(1))a[t.field]=o[t];n=a}for(const t of e.slice(1))a[t.field]=o[t.field]}const n=[];for(const t of i)n.push(t in o?o[t]:\"sum\");return x(s,e,n),s}i.CellClickEvent=y,y.__name__=\"CellClickEvent\";const T=function(t,e,i,o,s,l,n){let a;a=0;const r={zone:new window.luxon.IANAZone(\"UTC\")};if(t=\"-9223372036854776\"==String(t)?window.luxon.DateTime.fromISO(\"invalid\"):window.luxon.DateTime.fromMillis(t,r),e=\"-9223372036854776\"==String(e)?window.luxon.DateTime.fromISO(\"invalid\"):window.luxon.DateTime.fromMillis(e,r),t.isValid){if(e.isValid)return t-e;a=1}else a=e.isValid?-1:0;return a*=-1,a},C=function(t,e,i,o){const s=t.getValue(),l={zone:new window.luxon.IANAZone(\"UTC\")};let n;n=\"NaN\"===s||null===s?null:window.luxon.DateTime.fromMillis(s,l).toFormat(\"yyyy-MM-dd\");const a=document.createElement(\"input\");function r(){const t=window.luxon.DateTime.fromFormat(a.value,\"yyyy-MM-dd\",l).toMillis();t!=n?i(t):o()}return a.setAttribute(\"type\",\"date\"),a.style.padding=\"4px\",a.style.width=\"100%\",a.style.boxSizing=\"border-box\",a.value=n,e((()=>{a.focus(),a.style.height=\"100%\"})),a.addEventListener(\"blur\",r),a.addEventListener(\"keydown\",(function(t){13==t.keyCode&&r(),27==t.keyCode&&o()})),a},S=function(t,e,i,o){const s=t.getValue(),l={zone:new window.luxon.IANAZone(\"UTC\")};let n;n=\"NaN\"===s||null===s?null:window.luxon.DateTime.fromMillis(s,l).toFormat(\"yyyy-MM-dd'T'T\");const a=document.createElement(\"input\");function r(){const t=window.luxon.DateTime.fromFormat(a.value,\"yyyy-MM-dd'T'T\",l).toMillis();t!=n?i(t):o()}return a.setAttribute(\"type\",\"datetime-local\"),a.style.padding=\"4px\",a.style.width=\"100%\",a.style.boxSizing=\"border-box\",a.value=n,e((()=>{a.focus(),a.style.height=\"100%\"})),a.addEventListener(\"blur\",r),a.addEventListener(\"keydown\",(function(t){13==t.keyCode&&r(),27==t.keyCode&&o()})),a};class k extends p.PanelHTMLBoxView{constructor(){super(...arguments),this._tabulator_cell_updating=!1,this._updating_page=!0,this._updating_sort=!1,this._relayouting=!1,this._selection_updating=!1,this._lastVerticalScrollbarTopPosition=0,this._applied_styles=!1,this._building=!1}connect_signals(){super.connect_signals();const t=this.model.properties,{configuration:e,layout:i,columns:o,theme:s,groupby:l}=t;this.on_change([e,i,o,l],(0,g.debounce)((()=>this.invalidate_render()),20,!1)),this.on_change([s],(()=>this.setCSS())),this.connect(t.download.change,(()=>{const t=this.model.filename.endsWith(\".json\")?\"json\":\"csv\";this.tabulator.download(t,this.model.filename)})),this.connect(t.children.change,(()=>this.renderChildren())),this.connect(t.expanded.change,(()=>{for(const t of this.tabulator.rowManager.getRows())t.cells.length>0&&t.cells[0].layoutElement();for(const t of this.tabulator.rowManager.getRows())if(t.cells.length>0){const e=t.data._index,i=this.model.expanded.indexOf(e)<0?\"\\u25ba\":\"\\u25bc\";t.cells[1].element.innerText=i}})),this.connect(t.styles.change,(()=>{this._applied_styles&&this.tabulator.redraw(!0),this.setStyles()})),this.connect(t.hidden_columns.change,(()=>this.setHidden())),this.connect(t.page_size.change,(()=>this.setPageSize())),this.connect(t.page.change,(()=>{this._updating_page||this.setPage()})),this.connect(t.max_page.change,(()=>this.setMaxPage())),this.connect(t.frozen_rows.change,(()=>this.setFrozen())),this.connect(t.sorters.change,(()=>this.setSorters())),this.connect(this.model.source.properties.data.change,(()=>this.setData())),this.connect(this.model.source.streaming,(()=>this.addData())),this.connect(this.model.source.patching,(()=>{const t=this.model.source.selected.indices;this.updateOrAddData(),this.tabulator.rowManager.element.scrollTop=this._lastVerticalScrollbarTopPosition,this.model.source.selected.indices=t})),this.connect(this.model.source.selected.change,(()=>this.setSelection())),this.connect(this.model.source.selected.properties.indices.change,(()=>this.setSelection()))}get sorters(){const t=[];this.model.sorters.length&&t.push({column:\"_index\",dir:\"asc\"});for(const e of this.model.sorters.reverse())void 0===e.column&&(e.column=e.field),t.push(e);return t}invalidate_render(){this.tabulator.destroy(),this.tabulator=null,this.render(),this.relayout()}redraw(){this._building||(null!=this.tabulator.columnManager.element&&this.tabulator.columnManager.redraw(!0),null!=this.tabulator.rowManager.renderer&&(this.tabulator.rowManager.redraw(!0),this.setStyles()))}after_layout(){super.after_layout(),null==this.tabulator||this._relayouting&&!this._initializing||this.redraw()}render(){super.render();if(this.setCSS())return;this._initializing=!0;const t=(0,h.div)({class:\"pnx-tabulator\"});(0,p.set_size)(t,this.model);let e=this.getConfiguration();this.tabulator=new Tabulator(t,e),this.init_callbacks(),this.renderChildren(!0),this.setHidden(),this.el.appendChild(t)}tableInit(){this._building=!0;this.tabulator.modules.ajax.sendRequest=(t,e,i)=>this.requestPage(e.page,e.sort),this.tabulator.modules.page._parseRemoteData=()=>!1}init_callbacks(){this.tabulator.on(\"tableBuilding\",(()=>this.tableInit())),this.tabulator.on(\"tableBuilt\",(()=>this.tableBuilt())),this.tabulator.on(\"dataLoading\",(()=>{this.tabulator.modules.frozenColumns.active=!1})),this.tabulator.on(\"selectableCheck\",(t=>{const e=this.model.selectable_rows;return null==e||e.indexOf(t._row.data._index)>=0})),this.tabulator.on(\"tooltips\",(t=>t.getColumn().getField()+\": \"+t.getValue())),this.tabulator.on(\"scrollVertical\",(0,g.debounce)((()=>{this.setStyles()}),50,!1)),this.tabulator.on(\"rowFormatter\",(t=>this._render_row(t))),this.tabulator.on(\"rowSelectionChanged\",((t,e)=>this.rowSelectionChanged(t,e))),this.tabulator.on(\"rowClick\",((t,e)=>this.rowClicked(t,e))),this.tabulator.on(\"cellEdited\",(t=>this.cellEdited(t))),this.tabulator.on(\"dataFiltering\",(t=>{this.model.filters=t})),this.tabulator.on(\"dataFiltered\",((t,e)=>{this._initializing||(0===e.length&&this.tabulator.rowManager.renderEmptyScroll(),this.updatePage(this.tabulator.getPage()))})),this.tabulator.on(\"pageLoaded\",(t=>{this.updatePage(t)})),this.tabulator.on(\"dataSorting\",(t=>{const e=[];for(const i of t)\"_index\"!==i.field&&e.push({field:i.field,dir:i.dir});\"remote\"!==this.model.pagination&&(this._updating_sort=!0,this.model.sorters=e,this._updating_sort=!1)}))}tableBuilt(){this._building=!1,this.setHidden(),this.setSelection(),this.setMaxPage(),this.tabulator.setPage(this.model.page),this.setStyles(),this.renderChildren(),this.setGroupBy(),this.setFrozen(),this.tabulator.modules.frozenColumns.active=!0,this.tabulator.modules.frozenColumns.layout(),this._initializing=!1}relayout(){if(!this._relayouting){if(this._relayouting=!0,this.tabulator.rowManager.renderer&&this.tabulator.rowManager.adjustTableSize(),this.update_layout(),this.compute_layout(),this.root!==this){this.invalidate_layout();const t=this.root._parent;null!=t&&null!=t.relayout&&t.relayout()}else null!=this._parent&&(null!=this._parent.relayout?this._parent.relayout():this._parent.invalidate_layout());this._relayouting=!1}}requestPage(t,e){return new Promise(((i,o)=>{try{if(null!=t&&null!=e){this._updating_sort=!0;const i=[];for(const t of e)\"_index\"!==t.field&&i.push({field:t.field,dir:t.dir});this.model.sorters=i,this._updating_sort=!1,this._updating_page=!0;try{this.model.page=t||1}finally{this._updating_page=!1}}i([])}catch(t){o(t)}}))}getLayout(){switch(this.model.layout){case\"fit_data\":return\"fitData\";case\"fit_data_fill\":return\"fitDataFill\";case\"fit_data_stretch\":return\"fitDataStretch\";case\"fit_data_table\":return\"fitDataTable\";case\"fit_columns\":return\"fitColumns\"}}getConfiguration(){let t=\"toggle\"===this.model.select_mode||NaN,e=Object.assign(Object.assign({},this.model.configuration),{index:\"_index\",nestedFieldSeparator:!1,movableColumns:!1,selectable:t,columns:this.getColumns(),initialSort:this.sorters,layout:this.getLayout(),pagination:null!=this.model.pagination,paginationMode:this.model.pagination,paginationSize:this.model.page_size,paginationInitialPage:1});\"remote\"===this.model.pagination&&(e.ajaxURL=\"http://panel.pyviz.org\",e.sortMode=\"remote\");const i=this.model.source;let o;return o=null===i||0===i.columns().length?[]:(0,_.transform_cds_to_records)(i,!0),e.dataTree&&(o=v(o,this.model.columns,this.model.indexes,this.model.aggregators)),Object.assign(Object.assign({},e),{data:o})}renderChildren(t=!1){new Promise((async t=>{const e=[];for(const t of this.model.expanded)t in this.model.children&&e.push(this.model.children[t]);await(0,r.build_views)(this._child_views,e,{parent:null}),t(null)})).then((()=>{for(const t of this.model.expanded){const e=this.tabulator.getRow(t);this._render_row(e)}this.model.expanded.length||t||setTimeout((()=>this.relayout()),20)}))}_render_row(t){const e=t._row.data._index;if(this.model.expanded.indexOf(e)<0||!(e in this.model.children))return;const i=this.model.children[e],o=this._child_views.get(i);if(null==o)return;o._parent=this;const s=t.getElement();let l=s.children[s.children.length-1];if(\"bk\"===l.className){if(l.children.length)return}else l=null;if(null==l){const t=getComputedStyle(this.tabulator.element.children[1].children[0]).backgroundColor,e=\"-\"+s.style.paddingLeft;l=(0,h.div)({style:\"background-color: \"+t+\"; margin-left:\"+e})}t.getElement().appendChild(l),o.renderTo(l)}_expand_render(t){const e=t._cell.row.data._index;return\"<i>\"+(this.model.expanded.indexOf(e)<0?\"\\u25ba\":\"\\u25bc\")+\"</i>\"}_update_expand(t){const e=t._cell.row.data._index,i=[...this.model.expanded],o=i.indexOf(e);if(o<0)i.push(e);else{const t=i.splice(o,1)[0];if(t in this.model.children){const e=this.model.children[t],i=this._child_views.get(e);void 0!==i&&null!=i.el&&(0,l.undisplay)(i.el)}}if(this.model.expanded=i,i.indexOf(e)<0)return;let s=!0;for(const t of this.model.expanded)if(!(t in this.model.children)){s=!1;break}s&&this.renderChildren()}getData(){let t=(0,_.transform_cds_to_records)(this.model.source,!0);return this.model.configuration.dataTree&&(t=v(t,this.model.columns,this.model.indexes,this.model.aggregators)),t}getColumns(){var t;const e=null===(t=this.model.configuration)||void 0===t?void 0:t.columns;let i=[];if(i.push({field:\"_index\",frozen:!0}),null!=e)for(const t of e)if(null!=t.columns){const e=[];for(const i of t.columns)e.push(Object.assign({},i));i.push(Object.assign(Object.assign({},t),{columns:e}))}else if(\"expand\"===t.formatter){const t={hozAlign:\"center\",cellClick:(t,e)=>{this._update_expand(e)},formatter:t=>this._expand_render(t),width:40,frozen:!0};i.push(t)}else{const e=Object.assign({},t);\"rowSelection\"===e.formatter&&(e.cellClick=(t,e)=>{e.getRow().toggleSelect()}),i.push(e)}for(const t of this.model.columns){let o=null;if(null!=e)for(const e of i)if(null!=e.columns){for(const i of e.columns)if(t.field===i.field){o=i;break}if(null!=o)break}else if(t.field===e.field){o=e;break}if(null==o&&(o={field:t.field}),null==o.title&&(o.title=t.title),null==o.width&&null!=t.width&&0!=t.width&&(o.width=t.width),null==o.formatter&&null!=t.formatter){const e=t.formatter.type;o.formatter=\"BooleanFormatter\"===e?\"tickCross\":e=>{const i=t.formatter.doFormat(e.getRow(),e,e.getValue(),null,null);if(\"HTMLTemplateFormatter\"===t.formatter.type)return i;const o=(0,h.div)();o.innerHTML=i;const s=o.children[0];return\"function(){return c.convert(arguments)}\"===s.innerHTML?\"\":s}}\"timestamp\"==o.sorter&&(o.sorter=T);const s=t.editor,l=s.type;null!=o.editor?\"date\"===o.editor?o.editor=C:\"datetime\"===o.editor&&(o.editor=S):\"StringEditor\"===l?s.completions.length>0?(o.editor=\"list\",o.editorParams={values:s.completions,autocomplete:!0,listOnEmpty:!0}):o.editor=\"input\":\"TextEditor\"===l?o.editor=\"textarea\":\"IntEditor\"===l||\"NumberEditor\"===l?(o.editor=\"number\",o.editorParams={step:s.step}):\"CheckboxEditor\"===l?o.editor=\"tickCross\":\"DateEditor\"===l?o.editor=C:\"SelectEditor\"===l?(o.editor=\"list\",o.editorParams={values:s.options}):null!=s&&null!=s.default_view&&(o.editor=(e,i,o,s)=>{this.renderEditor(t,e,i,o,s)}),o.editable=()=>this.model.editable&&null!=s.default_view,o.headerFilter&&\"boolean\"==typeof o.headerFilter&&\"string\"==typeof o.editor&&(o.headerFilter=o.editor,o.headerFilterParams=o.editorParams);for(const t of this.model.sorters)o.field===t.field&&(o.headerSortStartingDir=t.dir);o.cellClick=(e,i)=>{const o=i.getData()._index;this.model.trigger_event(new y(t.field,o))},null==e&&i.push(o)}for(const t in this.model.buttons){const e={formatter:()=>this.model.buttons[t],hozAlign:\"center\",cellClick:(e,i)=>{const o=i.getData()._index;this.model.trigger_event(new y(t,o))}};i.push(e)}return i}renderEditor(t,e,i,o,s){const l=t.editor,n=new l.default_view({column:t,model:l,parent:this,container:e._cell.element});return n.initialize(),n.connect_signals(),i((()=>{n.setValue(e.getValue())})),n.inputEl.addEventListener(\"change\",(()=>{const t=n.serializeValue(),i=e.getValue(),l=n.validate();l.valid||s(l.msg),null!=i&&typeof t!=typeof i?s(\"Mismatching type\"):o(n.serializeValue())})),n.inputEl}setData(){const t=this.getData();null!=this.model.pagination?this.tabulator.rowManager.setData(t,!0,!1):this.tabulator.setData(t),this.postUpdate()}addData(){const t=this.tabulator.rowManager.getRows(),e=t[t.length-1],i=(null==e?void 0:e.data._index)||0;this.setData(),this.postUpdate(),this.model.follow&&e&&this.tabulator.scrollToRow(i,\"top\",!1)}postUpdate(){this.model.pagination||this.setFrozen(),this.setSelection(),null==this.model.height&&null==this.model.pagination&&this.relayout()}updateOrAddData(){if(this._tabulator_cell_updating)return;let t=(0,_.transform_cds_to_records)(this.model.source,!0);this.tabulator.setData(t),this.postUpdate()}setFrozen(){for(const t of this.model.frozen_rows)this.tabulator.getRow(t).freeze()}updatePage(t){\"local\"===this.model.pagination&&this.model.page!==t&&(this._updating_page=!0,this.model.page=t,this._updating_page=!1)}setGroupBy(){if(0==this.model.groupby.length)return void this.tabulator.setGroupBy(!1);const t=t=>{const e=[];for(const i of this.model.groupby){const o=i+\": \"+t[i];e.push(o)}return e.join(\", \")};this.tabulator.setGroupBy(t),this.tabulator.setGroupBy(t)}setSorters(){this._updating_sort||this.tabulator.setSort(this.sorters)}setCSS(){let t,e;\"default\"==this.model.theme?t=\"tabulator\":(e=\"bootstrap\"==this.model.theme?\"bootstrap3\":\"semantic-ui\"==this.model.theme?\"semanticui\":this.model.theme,t=\"tabulator_\"+e);const i=this.model.theme_url+t+\".min.css\";let o=null;const s=document.getElementsByTagName(\"link\"),l=this.model.theme_url.indexOf(\"dist/\"),n=this.model.theme_url.slice(0,l);for(const t of s)if(t.href.indexOf(n)>=0){o=t;break}if(null!=o)return!o.href.endsWith(i)&&(o.href=i,setTimeout((()=>this.render()),100),!0);let a=document.getElementsByTagName(\"head\")[0];const r=document.createElement(\"link\");return r.type=\"text/css\",r.rel=\"stylesheet\",r.media=\"screen\",r.href=i,r.onload=()=>{this._building||(this.render(),this.relayout())},a.appendChild(r),!0}setStyles(){if(null!=this.tabulator&&0!=this.tabulator.getDataCount()){this._applied_styles=!1;for(const t in this.model.styles.data){const e=this.model.styles.data[t],i=this.tabulator.getRow(t);if(!i)continue;const o=i._row.cells;for(const t in e){const i=e[t],s=o[t];if(null==s||!i.length)continue;const l=s.element;for(const t of i){let e,i;if((0,n.isArray)(t))[e,i]=t;else{if(!t.includes(\":\"))continue;[e,i]=t.split(\":\")}l.style.setProperty(e,i.trimLeft()),this._applied_styles=!0}}}}}setHidden(){for(const t of this.tabulator.getColumns()){const e=t._column;\"_index\"==e.field||this.model.hidden_columns.indexOf(e.field)>-1?t.hide():t.show()}}setMaxPage(){this.tabulator.setMaxPage(this.model.max_page),this.tabulator.modules.page.pagesElement&&this.tabulator.modules.page._setPageButtons()}setPage(){this.tabulator.setPage(Math.min(this.model.max_page,this.model.page))}setPageSize(){this.tabulator.setPageSize(this.model.page_size)}setSelection(){if(null==this.tabulator||this._selection_updating)return;const t=this.model.source.selected.indices,e=this.tabulator.getSelectedData().map((t=>t._index));if(JSON.stringify(t)!=JSON.stringify(e)){this._selection_updating=!0,this.tabulator.deselectRow(),this.tabulator.selectRow(t);for(const e of t){this.tabulator.rowManager.findRow(e)&&this.tabulator.scrollToRow(e,\"center\",!1).catch((()=>{}))}this._selection_updating=!1}}rowClicked(t,e){var i;if(this._selection_updating||this._initializing||\"string\"==typeof this.model.select_mode||!1===this.model.select_mode||this.model.configuration.dataTree||\"\\u25ba\"===(null===(i=t.srcElement)||void 0===i?void 0:i.innerText))return;let o=[];const s=this.model.source.selected,l=e._row.data._index;if(t.ctrlKey||t.metaKey)o=this.model.source.selected.indices;else if(t.shiftKey&&s.indices.length){const t=s.indices[s.indices.length-1];if(l>t)for(let e=t;e<l;e++)o.push(e);else for(let e=t;e>l;e--)o.push(e)}if(o.indexOf(l)<0?o.push(l):o.splice(o.indexOf(l),1),\"number\"==typeof this.model.select_mode)for(;o.length>this.model.select_mode;)o.shift();const n=this._filter_selected(o);this.tabulator.deselectRow(),this.tabulator.selectRow(n),this._selection_updating=!0,s.indices=n,this._selection_updating=!1}_filter_selected(t){const e=[];for(const i of t)(null==this.model.selectable_rows||this.model.selectable_rows.indexOf(i)>=0)&&e.push(i);return e}rowSelectionChanged(t,e){if(this._selection_updating||this._initializing||\"boolean\"==typeof this.model.select_mode||\"number\"==typeof this.model.select_mode||this.model.configuration.dataTree)return;const i=t.map((t=>t._index)),o=this._filter_selected(i);this._selection_updating=i.length===o.length,this.model.source.selected.indices=o,this._selection_updating=!1}cellEdited(t){const e=t._cell.column.field,i=t.getData()._index,o=t._cell.value;this._tabulator_cell_updating=!0,f.comm_settings.debounce=!1,this.model.trigger_event(new b(e,i,!0));try{this.model.source.patch({[e]:[[i,o]]})}finally{f.comm_settings.debounce=!0,this._tabulator_cell_updating=!1}this.model.trigger_event(new b(e,i,!1)),this.tabulator.scrollToRow(i,\"top\",!1)}}i.DataTabulatorView=k,k.__name__=\"DataTabulatorView\",i.TableLayout=(0,u.Enum)(\"fit_data\",\"fit_data_fill\",\"fit_data_stretch\",\"fit_data_table\",\"fit_columns\");class M extends a.HTMLBox{constructor(t){super(t)}static init_DataTabulator(){this.prototype.default_view=k,this.define((({Any:t,Array:e,Boolean:o,Nullable:s,Number:l,Ref:n,String:a})=>({aggregators:[t,{}],buttons:[t,{}],children:[t,{}],configuration:[t,{}],columns:[e(n(m.TableColumn)),[]],download:[o,!1],editable:[o,!0],expanded:[e(l),[]],filename:[a,\"table.csv\"],filters:[e(t),[]],follow:[o,!0],frozen_rows:[e(l),[]],groupby:[e(a),[]],hidden_columns:[e(a),[]],indexes:[e(a),[]],layout:[i.TableLayout,\"fit_data\"],max_page:[l,0],pagination:[s(a),null],page:[l,0],page_size:[l,0],select_mode:[t,!0],selectable_rows:[s(e(l)),null],source:[n(c.ColumnDataSource)],sorters:[e(t),[]],styles:[t,{}],theme:[a,\"simple\"],theme_url:[a,\"https://unpkg.com/tabulator-tables@5.3.2/dist/css/\"]})))}}i.DataTabulator=M,M.__name__=\"DataTabulator\",M.__module__=\"panel.models.tabulator\",M.init_DataTabulator()},\n",
       "      \"99a25e6992\": function _(n,l,u,t,e){function o(n,l,u){var t,e,o,a,r;function i(){var c=Date.now()-a;c<l&&c>=0?t=setTimeout(i,l-c):(t=null,u||(r=n.apply(o,e),o=e=null))}null==l&&(l=100);var c=function(){o=this,e=arguments,a=Date.now();var c=u&&!t;return t||(t=setTimeout(i,l)),c&&(r=n.apply(o,e),o=e=null),r};return c.clear=function(){t&&(clearTimeout(t),t=null)},c.flush=function(){t&&(r=n.apply(o,e),o=e=null,clearTimeout(t),t=null)},c}o.debounce=o,l.exports=o},\n",
       "      \"7f7d9e0c6b\": function _(n,t,e,o,r){o(),e.transform_cds_to_records=function(n,t=!1,e=0){const o=[],r=n.columns(),l=n.get_length();if(0===r.length||null===l)return[];for(let c=e;c<l;c++){const e={};for(const t of r){let o=n.get_array(t);const r=null==o[0].shape?null:o[0].shape;null!=r&&r.length>1&&\"number\"==typeof r[0]?e[t]=o.slice(c*r[1],c*r[1]+r[1]):e[t]=o[c]}t&&(e._index=c),o.push(e)}return o},e.dict_to_records=function(n,t=!0){for(let e=0;e<n.index.length;e++){const o={};for(const r of n)(t||\"index\"!==r)&&(o[r]=n[r][e])}return[]}},\n",
       "      \"b843627155\": function _(e,t,i,s,n){s();const l=e(\"tslib\"),o=(0,l.__importDefault)(e(\"50d3473f3f\")),a=e(\"@bokehjs/models/widgets/input_widget\"),d=e(\"@bokehjs/core/dom\"),r=e(\"@bokehjs/core/enums\"),m=e(\"@bokehjs/core/util/types\"),c=(0,l.__importStar)(e(\"@bokehjs/styles/widgets/inputs.css\")),h=(0,l.__importDefault)(e(\"@bokehjs/styles/widgets/flatpickr.css\"));function _(e){const t=[];for(const i of e)if((0,m.isString)(i))t.push(i);else{const[e,s]=i;t.push({from:e,to:s})}return t}class u extends a.InputWidgetView{connect_signals(){super.connect_signals();const{value:e,min_date:t,max_date:i,disabled_dates:s,enabled_dates:n,position:l,inline:o,enable_time:a,enable_seconds:d,military_time:r,date_format:m,mode:c}=this.model.properties;this.connect(e.change,(()=>{var e;return this.model.value?null===(e=this._picker)||void 0===e?void 0:e.setDate(this.model.value):this._clear()})),this.connect(t.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"minDate\",this.model.min_date)})),this.connect(i.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"maxDate\",this.model.max_date)})),this.connect(s.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"disable\",this.model.disabled_dates)})),this.connect(n.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"enable\",this.model.enabled_dates)})),this.connect(l.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"position\",this.model.position)})),this.connect(o.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"inline\",this.model.inline)})),this.connect(a.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"enableTime\",this.model.enable_time)})),this.connect(d.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"enableSeconds\",this.model.enable_seconds)})),this.connect(r.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"time_24hr\",this.model.military_time)})),this.connect(c.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"mode\",this.model.mode)})),this.connect(m.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"dateFormat\",this.model.date_format)}))}remove(){var e;null===(e=this._picker)||void 0===e||e.destroy(),super.remove()}styles(){return[...super.styles(),h.default]}render(){null==this._picker&&(super.render(),this.input_el=(0,d.input)({type:\"text\",class:c.input,disabled:this.model.disabled}),this.group_el.appendChild(this.input_el),this._picker=(0,o.default)(this.input_el,{defaultDate:this.model.value,minDate:this.model.min_date?new Date(this.model.min_date):void 0,maxDate:this.model.max_date?new Date(this.model.max_date):void 0,inline:this.model.inline,position:this.model.position,disable:_(this.model.disabled_dates),enable:_(this.model.enabled_dates),enableTime:this.model.enable_time,enableSeconds:this.model.enable_seconds,time_24hr:this.model.military_time,dateFormat:this.model.date_format,mode:this.model.mode,onClose:(e,t,i)=>this._on_close(e,t,i)}),this._picker.maxDateHasTime=!0,this._picker.minDateHasTime=!0)}_clear(){var e;null===(e=this._picker)||void 0===e||e.clear(),this.model.value=null}_on_close(e,t,i){(\"range\"!=this.model.mode||t.includes(\"to\"))&&(this.model.value=t,this.change_input())}}i.DatetimePickerView=u,u.__name__=\"DatetimePickerView\";class p extends a.InputWidget{constructor(e){super(e)}static init_DatetimePicker(){this.prototype.default_view=u,this.define((({Boolean:e,String:t,Array:i,Tuple:s,Or:n,Nullable:l})=>{const o=i(n(t,s(t,t)));return{value:[l(t),null],min_date:[l(t),null],max_date:[l(t),null],disabled_dates:[o,[]],enabled_dates:[o,[]],position:[r.CalendarPosition,\"auto\"],inline:[e,!1],enable_time:[e,!0],enable_seconds:[e,!0],military_time:[e,!0],date_format:[t,\"Y-m-d H:i:S\"],mode:[t,\"single\"]}}))}}i.DatetimePicker=p,p.__name__=\"DatetimePicker\",p.__module__=\"panel.models.datetime_picker\",p.init_DatetimePicker()},\n",
       "      \"50d3473f3f\": function _(e,n,t,a,i){\n",
       "      /* flatpickr v4.6.6, @license MIT */var o,r;o=this,r=function(){\"use strict\";\n",
       "      /*! *****************************************************************************\n",
       "              Copyright (c) Microsoft Corporation.\n",
       "          \n",
       "              Permission to use, copy, modify, and/or distribute this software for any\n",
       "              purpose with or without fee is hereby granted.\n",
       "          \n",
       "              THE SOFTWARE IS PROVIDED \"AS IS\" AND THE AUTHOR DISCLAIMS ALL WARRANTIES WITH\n",
       "              REGARD TO THIS SOFTWARE INCLUDING ALL IMPLIED WARRANTIES OF MERCHANTABILITY\n",
       "              AND FITNESS. IN NO EVENT SHALL THE AUTHOR BE LIABLE FOR ANY SPECIAL, DIRECT,\n",
       "              INDIRECT, OR CONSEQUENTIAL DAMAGES OR ANY DAMAGES WHATSOEVER RESULTING FROM\n",
       "              LOSS OF USE, DATA OR PROFITS, WHETHER IN AN ACTION OF CONTRACT, NEGLIGENCE OR\n",
       "              OTHER TORTIOUS ACTION, ARISING OUT OF OR IN CONNECTION WITH THE USE OR\n",
       "              PERFORMANCE OF THIS SOFTWARE.\n",
       "              ***************************************************************************** */var e=function(){return e=Object.assign||function(e){for(var n,t=1,a=arguments.length;t<a;t++)for(var i in n=arguments[t])Object.prototype.hasOwnProperty.call(n,i)&&(e[i]=n[i]);return e},e.apply(this,arguments)};function n(){for(var e=0,n=0,t=arguments.length;n<t;n++)e+=arguments[n].length;var a=Array(e),i=0;for(n=0;n<t;n++)for(var o=arguments[n],r=0,l=o.length;r<l;r++,i++)a[i]=o[r];return a}var t=[\"onChange\",\"onClose\",\"onDayCreate\",\"onDestroy\",\"onKeyDown\",\"onMonthChange\",\"onOpen\",\"onParseConfig\",\"onReady\",\"onValueUpdate\",\"onYearChange\",\"onPreCalendarPosition\"],a={_disable:[],_enable:[],allowInput:!1,allowInvalidPreload:!1,altFormat:\"F j, Y\",altInput:!1,altInputClass:\"form-control input\",animate:\"object\"==typeof window&&-1===window.navigator.userAgent.indexOf(\"MSIE\"),ariaDateFormat:\"F j, Y\",autoFillDefaultTime:!0,clickOpens:!0,closeOnSelect:!0,conjunction:\", \",dateFormat:\"Y-m-d\",defaultHour:12,defaultMinute:0,defaultSeconds:0,disable:[],disableMobile:!1,enable:[],enableSeconds:!1,enableTime:!1,errorHandler:function(e){return\"undefined\"!=typeof console&&console.warn(e)},getWeek:function(e){var n=new Date(e.getTime());n.setHours(0,0,0,0),n.setDate(n.getDate()+3-(n.getDay()+6)%7);var t=new Date(n.getFullYear(),0,4);return 1+Math.round(((n.getTime()-t.getTime())/864e5-3+(t.getDay()+6)%7)/7)},hourIncrement:1,ignoredFocusElements:[],inline:!1,locale:\"default\",minuteIncrement:5,mode:\"single\",monthSelectorType:\"dropdown\",nextArrow:\"<svg version='1.1' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink' viewBox='0 0 17 17'><g></g><path d='M13.207 8.472l-7.854 7.854-0.707-0.707 7.146-7.146-7.146-7.148 0.707-0.707 7.854 7.854z' /></svg>\",noCalendar:!1,now:new Date,onChange:[],onClose:[],onDayCreate:[],onDestroy:[],onKeyDown:[],onMonthChange:[],onOpen:[],onParseConfig:[],onReady:[],onValueUpdate:[],onYearChange:[],onPreCalendarPosition:[],plugins:[],position:\"auto\",positionElement:void 0,prevArrow:\"<svg version='1.1' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink' viewBox='0 0 17 17'><g></g><path d='M5.207 8.471l7.146 7.147-0.707 0.707-7.853-7.854 7.854-7.853 0.707 0.707-7.147 7.146z' /></svg>\",shorthandCurrentMonth:!1,showMonths:1,static:!1,time_24hr:!1,weekNumbers:!1,wrap:!1},i={weekdays:{shorthand:[\"Sun\",\"Mon\",\"Tue\",\"Wed\",\"Thu\",\"Fri\",\"Sat\"],longhand:[\"Sunday\",\"Monday\",\"Tuesday\",\"Wednesday\",\"Thursday\",\"Friday\",\"Saturday\"]},months:{shorthand:[\"Jan\",\"Feb\",\"Mar\",\"Apr\",\"May\",\"Jun\",\"Jul\",\"Aug\",\"Sep\",\"Oct\",\"Nov\",\"Dec\"],longhand:[\"January\",\"February\",\"March\",\"April\",\"May\",\"June\",\"July\",\"August\",\"September\",\"October\",\"November\",\"December\"]},daysInMonth:[31,28,31,30,31,30,31,31,30,31,30,31],firstDayOfWeek:0,ordinal:function(e){var n=e%100;if(n>3&&n<21)return\"th\";switch(n%10){case 1:return\"st\";case 2:return\"nd\";case 3:return\"rd\";default:return\"th\"}},rangeSeparator:\" to \",weekAbbreviation:\"Wk\",scrollTitle:\"Scroll to increment\",toggleTitle:\"Click to 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i.setDate(i.getDate()-i.getDay()+t.firstDayOfWeek),i},Y:function(e,n){e.setFullYear(parseFloat(n))},Z:function(e,n){return new Date(n)},d:function(e,n){e.setDate(parseFloat(n))},h:function(e,n){e.setHours(parseFloat(n))},i:function(e,n){e.setMinutes(parseFloat(n))},j:function(e,n){e.setDate(parseFloat(n))},l:p,m:function(e,n){e.setMonth(parseFloat(n)-1)},n:function(e,n){e.setMonth(parseFloat(n)-1)},s:function(e,n){e.setSeconds(parseFloat(n))},u:function(e,n){return new Date(parseFloat(n))},w:p,y:function(e,n){e.setFullYear(2e3+parseFloat(n))}},D={D:\"(\\\\w+)\",F:\"(\\\\w+)\",G:\"(\\\\d\\\\d|\\\\d)\",H:\"(\\\\d\\\\d|\\\\d)\",J:\"(\\\\d\\\\d|\\\\d)\\\\w+\",K:\"\",M:\"(\\\\w+)\",S:\"(\\\\d\\\\d|\\\\d)\",U:\"(.+)\",W:\"(\\\\d\\\\d|\\\\d)\",Y:\"(\\\\d{4})\",Z:\"(.+)\",d:\"(\\\\d\\\\d|\\\\d)\",h:\"(\\\\d\\\\d|\\\\d)\",i:\"(\\\\d\\\\d|\\\\d)\",j:\"(\\\\d\\\\d|\\\\d)\",l:\"(\\\\w+)\",m:\"(\\\\d\\\\d|\\\\d)\",n:\"(\\\\d\\\\d|\\\\d)\",s:\"(\\\\d\\\\d|\\\\d)\",u:\"(.+)\",w:\"(\\\\d\\\\d|\\\\d)\",y:\"(\\\\d{2})\"},w={Z:function(e){return e.toISOString()},D:function(e,n,t){return n.weekdays.shorthand[w.w(e,n,t)]},F:function(e,n,t){return h(w.n(e,n,t)-1,!1,n)},G:function(e,n,t){return o(w.h(e,n,t))},H:function(e){return o(e.getHours())},J:function(e,n){return void 0!==n.ordinal?e.getDate()+n.ordinal(e.getDate()):e.getDate()},K:function(e,n){return n.amPM[r(e.getHours()>11)]},M:function(e,n){return h(e.getMonth(),!0,n)},S:function(e){return 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0!==e&&\"blur\"!==e.type&&function(e){e.preventDefault();var n=\"keydown\"===e.type,t=g(e),a=t;void 0!==w.amPM&&t===w.amPM&&(w.amPM.textContent=w.l10n.amPM[r(w.amPM.textContent===w.l10n.amPM[0])]);var i=parseFloat(a.getAttribute(\"min\")),l=parseFloat(a.getAttribute(\"max\")),c=parseFloat(a.getAttribute(\"step\")),d=parseInt(a.value,10),s=e.delta||(n?38===e.which?1:-1:0),u=d+c*s;if(void 0!==a.value&&2===a.value.length){var f=a===w.hourElement,m=a===w.minuteElement;u<i?(u=l+u+r(!f)+(r(f)&&r(!w.amPM)),m&&H(void 0,-1,w.hourElement)):u>l&&(u=a===w.hourElement?u-l-r(!w.amPM):i,m&&H(void 0,1,w.hourElement)),w.amPM&&f&&(1===c?u+d===23:Math.abs(u-d)>c)&&(w.amPM.textContent=w.l10n.amPM[r(w.amPM.textContent===w.l10n.amPM[0])]),a.value=o(u)}}(e);var c=w._input.value;I(),be(),w._input.value!==c&&w._debouncedChange()}function I(){if(void 0!==w.hourElement&&void 0!==w.minuteElement){var e,n,t=(parseInt(w.hourElement.value.slice(-2),10)||0)%24,a=(parseInt(w.minuteElement.value,10)||0)%60,i=void 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r=w.daysContainer.children[o],l=t-w.currentMonth===o?e.$i+n:n<0?r.children.length-1:0,c=r.children.length,d=l;d>=0&&d<c&&d!=(n>0?c:-1);d+=i){var s=r.children[d];if(-1===s.className.indexOf(\"hidden\")&&X(s.dateObj)&&Math.abs(e.$i-d)>=Math.abs(n))return L(s)}w.changeMonth(i),R(W(i),0)}(a,n):L(a)}function B(e,n){for(var t=(new Date(e,n,1).getDay()-w.l10n.firstDayOfWeek+7)%7,a=w.utils.getDaysInMonth((n-1+12)%12,e),i=w.utils.getDaysInMonth(n,e),o=window.document.createDocumentFragment(),r=w.config.showMonths>1,l=r?\"prevMonthDay hidden\":\"prevMonthDay\",c=r?\"nextMonthDay hidden\":\"nextMonthDay\",d=a+1-t,u=0;d<=a;d++,u++)o.appendChild(j(l,new Date(e,n-1,d),d,u));for(d=1;d<=i;d++,u++)o.appendChild(j(\"\",new Date(e,n,d),d,u));for(var f=i+1;f<=42-t&&(1===w.config.showMonths||u%7!=0);f++,u++)o.appendChild(j(c,new Date(e,n+1,f%i),f,u));var m=s(\"div\",\"dayContainer\");return m.appendChild(o),m}function J(){if(void 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n=g(e),t=V(n),a=n===w.input||n===w.altInput||w.element.contains(n)||e.path&&e.path.indexOf&&(~e.path.indexOf(w.input)||~e.path.indexOf(w.altInput)),i=\"blur\"===e.type?a&&e.relatedTarget&&!V(e.relatedTarget):!a&&!t&&!V(e.relatedTarget),o=!w.config.ignoredFocusElements.some((function(e){return e.contains(n)}));i&&o&&(void 0!==w.timeContainer&&void 0!==w.minuteElement&&void 0!==w.hourElement&&\"\"!==w.input.value&&void 0!==w.input.value&&T(),w.close(),w.config&&\"range\"===w.config.mode&&1===w.selectedDates.length&&(w.clear(!1),w.redraw()))}}function Q(e){if(!(!e||w.config.minDate&&e<w.config.minDate.getFullYear()||w.config.maxDate&&e>w.config.maxDate.getFullYear())){var 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l&&l.getTime()===t.getTime()?a:!a}if(\"object\"==typeof r&&void 0!==t&&r.from&&r.to&&t.getTime()>=r.from.getTime()&&t.getTime()<=r.to.getTime())return a}return!a}function ee(e){return void 0!==w.daysContainer&&-1===e.className.indexOf(\"hidden\")&&-1===e.className.indexOf(\"flatpickr-disabled\")&&w.daysContainer.contains(e)}function ne(e){e.target!==w._input||e.relatedTarget&&V(e.relatedTarget)||w.setDate(w._input.value,!0,e.target===w.altInput?w.config.altFormat:w.config.dateFormat)}function te(e){var n=g(e),t=w.config.wrap?p.contains(n):n===w._input,a=w.config.allowInput,i=w.isOpen&&(!a||!t),o=w.config.inline&&t&&!a;if(13===e.keyCode&&t){if(a)return w.setDate(w._input.value,!0,n===w.altInput?w.config.altFormat:w.config.dateFormat),n.blur();w.open()}else if(V(n)||i||o){var r=!!w.timeContainer&&w.timeContainer.contains(n);switch(e.keyCode){case 13:r?(e.preventDefault(),T(),se()):ue(e);break;case 27:e.preventDefault(),se();break;case 8:case 46:t&&!w.config.allowInput&&(e.preventDefault(),w.clear());break;case 37:case 39:if(r||t)w.hourElement&&w.hourElement.focus();else if(e.preventDefault(),void 0!==w.daysContainer&&(!1===a||document.activeElement&&ee(document.activeElement))){var l=39===e.keyCode?1:-1;e.ctrlKey?(e.stopPropagation(),G(l),R(W(1),0)):R(void 0,l)}break;case 38:case 40:e.preventDefault();var c=40===e.keyCode?1:-1;w.daysContainer&&void 0!==n.$i||n===w.input||n===w.altInput?e.ctrlKey?(e.stopPropagation(),Q(w.currentYear-c),R(W(1),0)):r||R(void 0,7*c):n===w.currentYearElement?Q(w.currentYear-c):w.config.enableTime&&(!r&&w.hourElement&&w.hourElement.focus(),T(e),w._debouncedChange());break;case 9:if(r){var d=[w.hourElement,w.minuteElement,w.secondElement,w.amPM].concat(w.pluginElements).filter((function(e){return e})),s=d.indexOf(n);if(-1!==s){var 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d=0;d<w.config.showMonths;d++)for(var s=w.daysContainer.children[d],u=function(a,i){var c,d,u,f=s.children[a],m=f.dateObj.getTime(),g=r>0&&m<r||l>0&&m>l;return g?(f.classList.add(\"notAllowed\"),[\"inRange\",\"startRange\",\"endRange\"].forEach((function(e){f.classList.remove(e)})),\"continue\"):o&&!g?\"continue\":([\"startRange\",\"inRange\",\"endRange\",\"notAllowed\"].forEach((function(e){f.classList.remove(e)})),void(void 0!==e&&(e.classList.add(n<=w.selectedDates[0].getTime()?\"startRange\":\"endRange\"),t<n&&m===t?f.classList.add(\"startRange\"):t>n&&m===t&&f.classList.add(\"endRange\"),m>=r&&(0===l||m<=l)&&(d=t,u=n,(c=m)>Math.min(d,u)&&c<Math.max(d,u))&&f.classList.add(\"inRange\"))))},f=0,m=s.children.length;f<m;f++)u(f)}}function ie(){!w.isOpen||w.config.static||w.config.inline||ce()}function oe(e){return function(n){var t=w.config[\"_\"+e+\"Date\"]=w.parseDate(n,w.config.dateFormat),a=w.config[\"_\"+(\"min\"===e?\"max\":\"min\")+\"Date\"];void 0!==t&&(w[\"min\"===e?\"minDateHasTime\":\"maxDateHasTime\"]=t.getHours()>0||t.getMinutes()>0||t.getSeconds()>0),w.selectedDates&&(w.selectedDates=w.selectedDates.filter((function(e){return X(e)})),w.selectedDates.length||\"min\"!==e||S(t),be()),w.daysContainer&&(de(),void 0!==t?w.currentYearElement[e]=t.getFullYear().toString():w.currentYearElement.removeAttribute(e),w.currentYearElement.disabled=!!a&&void 0!==t&&a.getFullYear()===t.getFullYear())}}function re(){return w.config.wrap?p.querySelector(\"[data-input]\"):p}function le(){\"object\"!=typeof w.config.locale&&void 0===k.l10ns[w.config.locale]&&w.config.errorHandler(new Error(\"flatpickr: invalid locale \"+w.config.locale)),w.l10n=e(e({},k.l10ns.default),\"object\"==typeof w.config.locale?w.config.locale:\"default\"!==w.config.locale?k.l10ns[w.config.locale]:void 0),D.K=\"(\"+w.l10n.amPM[0]+\"|\"+w.l10n.amPM[1]+\"|\"+w.l10n.amPM[0].toLowerCase()+\"|\"+w.l10n.amPM[1].toLowerCase()+\")\",void 0===e(e({},v),JSON.parse(JSON.stringify(p.dataset||{}))).time_24hr&&void 0===k.defaultConfig.time_24hr&&(w.config.time_24hr=w.l10n.time_24hr),w.formatDate=b(w),w.parseDate=C({config:w.config,l10n:w.l10n})}function ce(e){if(void 0!==w.calendarContainer){pe(\"onPreCalendarPosition\");var n=e||w._positionElement,t=Array.prototype.reduce.call(w.calendarContainer.children,(function(e,n){return e+n.offsetHeight}),0),a=w.calendarContainer.offsetWidth,i=w.config.position.split(\" \"),o=i[0],r=i.length>1?i[1]:null,l=n.getBoundingClientRect(),c=window.innerHeight-l.bottom,s=\"above\"===o||\"below\"!==o&&c<t&&l.top>t,u=window.pageYOffset+l.top+(s?-t-2:n.offsetHeight+2);if(d(w.calendarContainer,\"arrowTop\",!s),d(w.calendarContainer,\"arrowBottom\",s),!w.config.inline){var f=window.pageXOffset+l.left,m=!1,g=!1;\"center\"===r?(f-=(a-l.width)/2,m=!0):\"right\"===r&&(f-=a-l.width,g=!0),d(w.calendarContainer,\"arrowLeft\",!m&&!g),d(w.calendarContainer,\"arrowCenter\",m),d(w.calendarContainer,\"arrowRight\",g);var p=window.document.body.offsetWidth-(window.pageXOffset+l.right),h=f+a>window.document.body.offsetWidth,v=p+a>window.document.body.offsetWidth;if(d(w.calendarContainer,\"rightMost\",h),!w.config.static)if(w.calendarContainer.style.top=u+\"px\",h)if(v){var D=function(){for(var e=null,n=0;n<document.styleSheets.length;n++){var t=document.styleSheets[n];try{t.cssRules}catch(e){continue}e=t;break}return null!=e?e:(a=document.createElement(\"style\"),document.head.appendChild(a),a.sheet);var a}();if(void 0===D)return;var b=window.document.body.offsetWidth,C=Math.max(0,b/2-a/2),M=D.cssRules.length,y=\"{left:\"+l.left+\"px;right:auto;}\";d(w.calendarContainer,\"rightMost\",!1),d(w.calendarContainer,\"centerMost\",!0),D.insertRule(\".flatpickr-calendar.centerMost:before,.flatpickr-calendar.centerMost:after\"+y,M),w.calendarContainer.style.left=C+\"px\",w.calendarContainer.style.right=\"auto\"}else w.calendarContainer.style.left=\"auto\",w.calendarContainer.style.right=p+\"px\";else w.calendarContainer.style.left=f+\"px\",w.calendarContainer.style.right=\"auto\"}}}function de(){w.config.noCalendar||w.isMobile||(K(),De(),J())}function se(){w._input.focus(),-1!==window.navigator.userAgent.indexOf(\"MSIE\")||void 0!==navigator.msMaxTouchPoints?setTimeout(w.close,0):w.close()}function ue(e){e.preventDefault(),e.stopPropagation();var n=f(g(e),(function(e){return e.classList&&e.classList.contains(\"flatpickr-day\")&&!e.classList.contains(\"flatpickr-disabled\")&&!e.classList.contains(\"notAllowed\")}));if(void 0!==n){var t=n,a=w.latestSelectedDateObj=new Date(t.dateObj.getTime()),i=(a.getMonth()<w.currentMonth||a.getMonth()>w.currentMonth+w.config.showMonths-1)&&\"range\"!==w.config.mode;if(w.selectedDateElem=t,\"single\"===w.config.mode)w.selectedDates=[a];else if(\"multiple\"===w.config.mode){var o=ve(a);o?w.selectedDates.splice(parseInt(o),1):w.selectedDates.push(a)}else\"range\"===w.config.mode&&(2===w.selectedDates.length&&w.clear(!1,!1),w.latestSelectedDateObj=a,w.selectedDates.push(a),0!==M(a,w.selectedDates[0],!0)&&w.selectedDates.sort((function(e,n){return e.getTime()-n.getTime()})));if(I(),i){var r=w.currentYear!==a.getFullYear();w.currentYear=a.getFullYear(),w.currentMonth=a.getMonth(),r&&(pe(\"onYearChange\"),K()),pe(\"onMonthChange\")}if(De(),J(),be(),i||\"range\"===w.config.mode||1!==w.config.showMonths?void 0!==w.selectedDateElem&&void 0===w.hourElement&&w.selectedDateElem&&w.selectedDateElem.focus():L(t),void 0!==w.hourElement&&void 0!==w.hourElement&&w.hourElement.focus(),w.config.closeOnSelect){var l=\"single\"===w.config.mode&&!w.config.enableTime,c=\"range\"===w.config.mode&&2===w.selectedDates.length&&!w.config.enableTime;(l||c)&&se()}A()}}w.parseDate=C({config:w.config,l10n:w.l10n}),w._handlers=[],w.pluginElements=[],w.loadedPlugins=[],w._bind=N,w._setHoursFromDate=S,w._positionCalendar=ce,w.changeMonth=G,w.changeYear=Q,w.clear=function(e,n){if(void 0===e&&(e=!0),void 0===n&&(n=!0),w.input.value=\"\",void 0!==w.altInput&&(w.altInput.value=\"\"),void 0!==w.mobileInput&&(w.mobileInput.value=\"\"),w.selectedDates=[],w.latestSelectedDateObj=void 0,!0===n&&(w.currentYear=w._initialDate.getFullYear(),w.currentMonth=w._initialDate.getMonth()),!0===w.config.enableTime){var t=_(),a=t.hours,i=t.minutes,o=t.seconds;O(a,i,o)}w.redraw(),e&&pe(\"onChange\")},w.close=function(){w.isOpen=!1,w.isMobile||(void 0!==w.calendarContainer&&w.calendarContainer.classList.remove(\"open\"),void 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pe(\"onOpen\")}if(!w._input.disabled&&!w.config.inline){var a=w.isOpen;w.isOpen=!0,a||(w.calendarContainer.classList.add(\"open\"),w._input.classList.add(\"active\"),pe(\"onOpen\"),ce(n)),!0===w.config.enableTime&&!0===w.config.noCalendar&&(!1!==w.config.allowInput||void 0!==e&&w.timeContainer.contains(e.relatedTarget)||setTimeout((function(){return w.hourElement.select()}),50))}},w.redraw=de,w.set=function(e,n){if(null!==e&&\"object\"==typeof e)for(var a in Object.assign(w.config,e),e)void 0!==fe[a]&&fe[a].forEach((function(e){return e()}));else w.config[e]=n,void 0!==fe[e]?fe[e].forEach((function(e){return e()})):t.indexOf(e)>-1&&(w.config[e]=c(n));w.redraw(),be(!0)},w.setDate=function(e,n,t){if(void 0===n&&(n=!1),void 0===t&&(t=w.config.dateFormat),0!==e&&!e||e instanceof Array&&0===e.length)return w.clear(n);me(e,t),w.latestSelectedDateObj=w.selectedDates[w.selectedDates.length-1],w.redraw(),P(void 0,n),S(),0===w.selectedDates.length&&w.clear(!1),be(n),n&&pe(\"onChange\")},w.toggle=function(e){if(!0===w.isOpen)return w.close();w.open(e)};var fe={locale:[le,z],showMonths:[q,E,$],minDate:[P],maxDate:[P]};function me(e,n){var t=[];if(e instanceof Array)t=e.map((function(e){return w.parseDate(e,n)}));else if(e instanceof Date||\"number\"==typeof e)t=[w.parseDate(e,n)];else if(\"string\"==typeof e)switch(w.config.mode){case\"single\":case\"time\":t=[w.parseDate(e,n)];break;case\"multiple\":t=e.split(w.config.conjunction).map((function(e){return w.parseDate(e,n)}));break;case\"range\":t=e.split(w.l10n.rangeSeparator).map((function(e){return w.parseDate(e,n)}))}else w.config.errorHandler(new Error(\"Invalid date supplied: \"+JSON.stringify(e)));w.selectedDates=w.config.allowInvalidPreload?t:t.filter((function(e){return e instanceof Date&&X(e,!1)})),\"range\"===w.config.mode&&w.selectedDates.sort((function(e,n){return e.getTime()-n.getTime()}))}function ge(e){return e.slice().map((function(e){return\"string\"==typeof e||\"number\"==typeof e||e instanceof Date?w.parseDate(e,void 0,!0):e&&\"object\"==typeof e&&e.from&&e.to?{from:w.parseDate(e.from,void 0),to:w.parseDate(e.to,void 0)}:e})).filter((function(e){return e}))}function pe(e,n){if(void 0!==w.config){var t=w.config[e];if(void 0!==t&&t.length>0)for(var a=0;t[a]&&a<t.length;a++)t[a](w.selectedDates,w.input.value,w,n);\"onChange\"===e&&(w.input.dispatchEvent(he(\"change\")),w.input.dispatchEvent(he(\"input\")))}}function he(e){var n=document.createEvent(\"Event\");return n.initEvent(e,!0,!0),n}function ve(e){for(var n=0;n<w.selectedDates.length;n++)if(0===M(w.selectedDates[n],e))return\"\"+n;return!1}function De(){w.config.noCalendar||w.isMobile||!w.monthNav||(w.yearElements.forEach((function(e,n){var t=new Date(w.currentYear,w.currentMonth,1);t.setMonth(w.currentMonth+n),w.config.showMonths>1||\"static\"===w.config.monthSelectorType?w.monthElements[n].textContent=h(t.getMonth(),w.config.shorthandCurrentMonth,w.l10n)+\" \":w.monthsDropdownContainer.value=t.getMonth().toString(),e.value=t.getFullYear().toString()})),w._hidePrevMonthArrow=void 0!==w.config.minDate&&(w.currentYear===w.config.minDate.getFullYear()?w.currentMonth<=w.config.minDate.getMonth():w.currentYear<w.config.minDate.getFullYear()),w._hideNextMonthArrow=void 0!==w.config.maxDate&&(w.currentYear===w.config.maxDate.getFullYear()?w.currentMonth+1>w.config.maxDate.getMonth():w.currentYear>w.config.maxDate.getFullYear()))}function we(e){return w.selectedDates.map((function(n){return w.formatDate(n,e)})).filter((function(e,n,t){return\"range\"!==w.config.mode||w.config.enableTime||t.indexOf(e)===n})).join(\"range\"!==w.config.mode?w.config.conjunction:w.l10n.rangeSeparator)}function be(e){void 0===e&&(e=!0),void 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n=[\"wrap\",\"weekNumbers\",\"allowInput\",\"allowInvalidPreload\",\"clickOpens\",\"time_24hr\",\"enableTime\",\"noCalendar\",\"altInput\",\"shorthandCurrentMonth\",\"inline\",\"static\",\"enableSeconds\",\"disableMobile\"],i=e(e({},JSON.parse(JSON.stringify(p.dataset||{}))),v),o={};w.config.parseDate=i.parseDate,w.config.formatDate=i.formatDate,Object.defineProperty(w.config,\"enable\",{get:function(){return w.config._enable},set:function(e){w.config._enable=ge(e)}}),Object.defineProperty(w.config,\"disable\",{get:function(){return w.config._disable},set:function(e){w.config._disable=ge(e)}});var r=\"time\"===i.mode;if(!i.dateFormat&&(i.enableTime||r)){var l=k.defaultConfig.dateFormat||a.dateFormat;o.dateFormat=i.noCalendar||r?\"H:i\"+(i.enableSeconds?\":S\":\"\"):l+\" H:i\"+(i.enableSeconds?\":S\":\"\")}if(i.altInput&&(i.enableTime||r)&&!i.altFormat){var d=k.defaultConfig.altFormat||a.altFormat;o.altFormat=i.noCalendar||r?\"h:i\"+(i.enableSeconds?\":S K\":\" K\"):d+\" h:i\"+(i.enableSeconds?\":S\":\"\")+\" K\"}Object.defineProperty(w.config,\"minDate\",{get:function(){return w.config._minDate},set:oe(\"min\")}),Object.defineProperty(w.config,\"maxDate\",{get:function(){return w.config._maxDate},set:oe(\"max\")});var s=function(e){return function(n){w.config[\"min\"===e?\"_minTime\":\"_maxTime\"]=w.parseDate(n,\"H:i:S\")}};Object.defineProperty(w.config,\"minTime\",{get:function(){return w.config._minTime},set:s(\"min\")}),Object.defineProperty(w.config,\"maxTime\",{get:function(){return w.config._maxTime},set:s(\"max\")}),\"time\"===i.mode&&(w.config.noCalendar=!0,w.config.enableTime=!0),Object.assign(w.config,o,i);for(var u=0;u<n.length;u++)w.config[n[u]]=!0===w.config[n[u]]||\"true\"===w.config[n[u]];for(t.filter((function(e){return void 0!==w.config[e]})).forEach((function(e){w.config[e]=c(w.config[e]||[]).map(x)})),w.isMobile=!w.config.disableMobile&&!w.config.inline&&\"single\"===w.config.mode&&!w.config.disable.length&&!w.config.enable.length&&!w.config.weekNumbers&&/Android|webOS|iPhone|iPad|iPod|BlackBerry|IEMobile|Opera Mini/i.test(navigator.userAgent),u=0;u<w.config.plugins.length;u++){var f=w.config.plugins[u](w)||{};for(var m in f)t.indexOf(m)>-1?w.config[m]=c(f[m]).map(x).concat(w.config[m]):void 0===i[m]&&(w.config[m]=f[m])}i.altInputClass||(w.config.altInputClass=re().className+\" \"+w.config.altInputClass),pe(\"onParseConfig\")}(),le(),w.input=re(),w.input?(w.input._type=w.input.type,w.input.type=\"text\",w.input.classList.add(\"flatpickr-input\"),w._input=w.input,w.config.altInput&&(w.altInput=s(w.input.nodeName,w.config.altInputClass),w._input=w.altInput,w.altInput.placeholder=w.input.placeholder,w.altInput.disabled=w.input.disabled,w.altInput.required=w.input.required,w.altInput.tabIndex=w.input.tabIndex,w.altInput.type=\"text\",w.input.setAttribute(\"type\",\"hidden\"),!w.config.static&&w.input.parentNode&&w.input.parentNode.insertBefore(w.altInput,w.input.nextSibling)),w.config.allowInput||w._input.setAttribute(\"readonly\",\"readonly\"),w._positionElement=w.config.positionElement||w._input):w.config.errorHandler(new Error(\"Invalid input element specified\")),function(){w.selectedDates=[],w.now=w.parseDate(w.config.now)||new Date;var e=w.config.defaultDate||(\"INPUT\"!==w.input.nodeName&&\"TEXTAREA\"!==w.input.nodeName||!w.input.placeholder||w.input.value!==w.input.placeholder?w.input.value:null);e&&me(e,w.config.dateFormat),w._initialDate=w.selectedDates.length>0?w.selectedDates[0]:w.config.minDate&&w.config.minDate.getTime()>w.now.getTime()?w.config.minDate:w.config.maxDate&&w.config.maxDate.getTime()<w.now.getTime()?w.config.maxDate:w.now,w.currentYear=w._initialDate.getFullYear(),w.currentMonth=w._initialDate.getMonth(),w.selectedDates.length>0&&(w.latestSelectedDateObj=w.selectedDates[0]),void 0!==w.config.minTime&&(w.config.minTime=w.parseDate(w.config.minTime,\"H:i\")),void 0!==w.config.maxTime&&(w.config.maxTime=w.parseDate(w.config.maxTime,\"H:i\")),w.minDateHasTime=!!w.config.minDate&&(w.config.minDate.getHours()>0||w.config.minDate.getMinutes()>0||w.config.minDate.getSeconds()>0),w.maxDateHasTime=!!w.config.maxDate&&(w.config.maxDate.getHours()>0||w.config.maxDate.getMinutes()>0||w.config.maxDate.getSeconds()>0)}(),w.utils={getDaysInMonth:function(e,n){return void 0===e&&(e=w.currentMonth),void 0===n&&(n=w.currentYear),1===e&&(n%4==0&&n%100!=0||n%400==0)?29:w.l10n.daysInMonth[e]}},w.isMobile||function(){var e=window.document.createDocumentFragment();if(w.calendarContainer=s(\"div\",\"flatpickr-calendar\"),w.calendarContainer.tabIndex=-1,!w.config.noCalendar){if(e.appendChild((w.monthNav=s(\"div\",\"flatpickr-months\"),w.yearElements=[],w.monthElements=[],w.prevMonthNav=s(\"span\",\"flatpickr-prev-month\"),w.prevMonthNav.innerHTML=w.config.prevArrow,w.nextMonthNav=s(\"span\",\"flatpickr-next-month\"),w.nextMonthNav.innerHTML=w.config.nextArrow,q(),Object.defineProperty(w,\"_hidePrevMonthArrow\",{get:function(){return w.__hidePrevMonthArrow},set:function(e){w.__hidePrevMonthArrow!==e&&(d(w.prevMonthNav,\"flatpickr-disabled\",e),w.__hidePrevMonthArrow=e)}}),Object.defineProperty(w,\"_hideNextMonthArrow\",{get:function(){return w.__hideNextMonthArrow},set:function(e){w.__hideNextMonthArrow!==e&&(d(w.nextMonthNav,\"flatpickr-disabled\",e),w.__hideNextMonthArrow=e)}}),w.currentYearElement=w.yearElements[0],De(),w.monthNav)),w.innerContainer=s(\"div\",\"flatpickr-innerContainer\"),w.config.weekNumbers){var n=function(){w.calendarContainer.classList.add(\"hasWeeks\");var e=s(\"div\",\"flatpickr-weekwrapper\");e.appendChild(s(\"span\",\"flatpickr-weekday\",w.l10n.weekAbbreviation));var n=s(\"div\",\"flatpickr-weeks\");return e.appendChild(n),{weekWrapper:e,weekNumbers:n}}(),t=n.weekWrapper,a=n.weekNumbers;w.innerContainer.appendChild(t),w.weekNumbers=a,w.weekWrapper=t}w.rContainer=s(\"div\",\"flatpickr-rContainer\"),w.rContainer.appendChild($()),w.daysContainer||(w.daysContainer=s(\"div\",\"flatpickr-days\"),w.daysContainer.tabIndex=-1),J(),w.rContainer.appendChild(w.daysContainer),w.innerContainer.appendChild(w.rContainer),e.appendChild(w.innerContainer)}w.config.enableTime&&e.appendChild(function(){w.calendarContainer.classList.add(\"hasTime\"),w.config.noCalendar&&w.calendarContainer.classList.add(\"noCalendar\"),w.timeContainer=s(\"div\",\"flatpickr-time\"),w.timeContainer.tabIndex=-1;var e=s(\"span\",\"flatpickr-time-separator\",\":\"),n=m(\"flatpickr-hour\",{\"aria-label\":w.l10n.hourAriaLabel});w.hourElement=n.getElementsByTagName(\"input\")[0];var t=m(\"flatpickr-minute\",{\"aria-label\":w.l10n.minuteAriaLabel});if(w.minuteElement=t.getElementsByTagName(\"input\")[0],w.hourElement.tabIndex=w.minuteElement.tabIndex=-1,w.hourElement.value=o(w.latestSelectedDateObj?w.latestSelectedDateObj.getHours():w.config.time_24hr?w.config.defaultHour:function(e){switch(e%24){case 0:case 12:return 12;default:return e%12}}(w.config.defaultHour)),w.minuteElement.value=o(w.latestSelectedDateObj?w.latestSelectedDateObj.getMinutes():w.config.defaultMinute),w.hourElement.setAttribute(\"step\",w.config.hourIncrement.toString()),w.minuteElement.setAttribute(\"step\",w.config.minuteIncrement.toString()),w.hourElement.setAttribute(\"min\",w.config.time_24hr?\"0\":\"1\"),w.hourElement.setAttribute(\"max\",w.config.time_24hr?\"23\":\"12\"),w.minuteElement.setAttribute(\"min\",\"0\"),w.minuteElement.setAttribute(\"max\",\"59\"),w.timeContainer.appendChild(n),w.timeContainer.appendChild(e),w.timeContainer.appendChild(t),w.config.time_24hr&&w.timeContainer.classList.add(\"time24hr\"),w.config.enableSeconds){w.timeContainer.classList.add(\"hasSeconds\");var a=m(\"flatpickr-second\");w.secondElement=a.getElementsByTagName(\"input\")[0],w.secondElement.value=o(w.latestSelectedDateObj?w.latestSelectedDateObj.getSeconds():w.config.defaultSeconds),w.secondElement.setAttribute(\"step\",w.minuteElement.getAttribute(\"step\")),w.secondElement.setAttribute(\"min\",\"0\"),w.secondElement.setAttribute(\"max\",\"59\"),w.timeContainer.appendChild(s(\"span\",\"flatpickr-time-separator\",\":\")),w.timeContainer.appendChild(a)}return w.config.time_24hr||(w.amPM=s(\"span\",\"flatpickr-am-pm\",w.l10n.amPM[r((w.latestSelectedDateObj?w.hourElement.value:w.config.defaultHour)>11)]),w.amPM.title=w.l10n.toggleTitle,w.amPM.tabIndex=-1,w.timeContainer.appendChild(w.amPM)),w.timeContainer}()),d(w.calendarContainer,\"rangeMode\",\"range\"===w.config.mode),d(w.calendarContainer,\"animate\",!0===w.config.animate),d(w.calendarContainer,\"multiMonth\",w.config.showMonths>1),w.calendarContainer.appendChild(e);var i=void 0!==w.config.appendTo&&void 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e=w.config.enableTime?w.config.noCalendar?\"time\":\"datetime-local\":\"date\";w.mobileInput=s(\"input\",w.input.className+\" flatpickr-mobile\"),w.mobileInput.tabIndex=1,w.mobileInput.type=e,w.mobileInput.disabled=w.input.disabled,w.mobileInput.required=w.input.required,w.mobileInput.placeholder=w.input.placeholder,w.mobileFormatStr=\"datetime-local\"===e?\"Y-m-d\\\\TH:i:S\":\"date\"===e?\"Y-m-d\":\"H:i:S\",w.selectedDates.length>0&&(w.mobileInput.defaultValue=w.mobileInput.value=w.formatDate(w.selectedDates[0],w.mobileFormatStr)),w.config.minDate&&(w.mobileInput.min=w.formatDate(w.config.minDate,\"Y-m-d\")),w.config.maxDate&&(w.mobileInput.max=w.formatDate(w.config.maxDate,\"Y-m-d\")),w.input.getAttribute(\"step\")&&(w.mobileInput.step=String(w.input.getAttribute(\"step\"))),w.input.type=\"hidden\",void 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       "      \"0155f7af4d\": function _(e,t,o,i,n){i();const s=e(\"tslib\"),a=e(\"@bokehjs/core/dom\"),c=e(\"@bokehjs/models/layouts/html_box\"),r=e(\"@bokehjs/models/sources/column_data_source\"),d=e(\"99a25e6992\"),l=e(\"7f7d9e0c6b\"),_=e(\"80a6464b1f\"),h=e(\"6e04fbe567\"),p=(0,s.__importDefault)(e(\"093eb75864\"));function u(){const e={},t=window.deck,o=Object.keys(t).filter((e=>e.charAt(0)===e.charAt(0).toUpperCase()));for(const i of o)e[i]=t[i];return e}class w extends _.PanelHTMLBoxView{connect_signals(){super.connect_signals();const{data:e,mapbox_api_key:t,tooltip:o,layers:i,initialViewState:n,data_sources:s}=this.model.properties;this.on_change([t,o],(()=>this.render())),this.on_change([e,n],(()=>this.updateDeck())),this.on_change([i],(()=>this._update_layers())),this.on_change([s],(()=>this._connect_sources(!0))),this._layer_map={},this._connected=[],this._connect_sources()}_update_layers(){this._layer_map={},this._update_data(!0)}_connect_sources(e=!1){for(const e of this.model.data_sources)this._connected.indexOf(e)<0&&(this.connect(e.properties.data.change,(()=>this._update_data(!0))),this._connected.push(e));this._update_data(e)}initialize(){if(super.initialize(),window.deck.JSONConverter){const{CSVLoader:e,Tiles3DLoader:t}=window.loaders;window.loaders.registerLoaders([t,e]);const o={classes:u(),enumerations:{COORDINATE_SYSTEM:window.deck.COORDINATE_SYSTEM,GL:p.default},constants:{Tiles3DLoader:t}};this.jsonConverter=new window.deck.JSONConverter({configuration:o})}}_update_data(e=!0){let t=0;for(const e of this.model.layers){let o;if(t+=1,t-1 in this._layer_map)o=this.model.data_sources[this._layer_map[t-1]];else{if(\"number\"!=typeof e.data)continue;this._layer_map[t-1]=e.data,o=this.model.data_sources[e.data]}e.data=(0,l.transform_cds_to_records)(o)}e&&this.updateDeck()}_on_click_event(e){const t={coordinate:e.coordinate,lngLat:e.coordinate,index:e.index};e.layer&&(t.layer=e.layer.id),this.model.clickState=t}_on_hover_event(e){if(null==e.coordinate)return;const t={coordinate:e.coordinate,lngLat:e.coordinate,index:e.index};e.layer&&(t.layer=e.layer.id),this.model.hoverState=t}_on_viewState_event(e){const t=Object.assign({},e.viewState);delete t.normalize;for(const e in t)e.startsWith(\"transition\")&&delete t[e];const o=new window.deck.WebMercatorViewport(t);t.nw=o.unproject([0,0]),t.se=o.unproject([o.width,o.height]),this.model.viewState=t}getData(){const e=this.model.throttle.view||200,t=this.model.throttle.hover||100,o=(0,d.debounce)((e=>this._on_viewState_event(e)),e,!1),i=(0,d.debounce)((e=>this._on_hover_event(e)),t,!1);return Object.assign(Object.assign({},this.model.data),{layers:this.model.layers,initialViewState:this.model.initialViewState,onViewStateChange:o,onClick:e=>this._on_click_event(e),onHover:i})}updateDeck(){if(!this.deckGL)return void this.render();const e=this.getData();if(window.deck.updateDeck)window.deck.updateDeck(e,this.deckGL);else{const t=this.jsonConverter.convert(e);this.deckGL.setProps(t)}}createDeck({mapboxApiKey:e,container:t,jsonInput:o,tooltip:i}){let n;try{const s=this.jsonConverter.convert(o),a=(0,h.makeTooltip)(i,s.layers);n=new window.deck.DeckGL(Object.assign(Object.assign({},s),{map:window.mapboxgl,mapboxApiAccessToken:e,container:t,getTooltip:a}))}catch(e){console.error(e)}return n}render(){super.render();const e=(0,a.div)({class:\"deckgl\"});(0,_.set_size)(e,this.model);const t=this.model.mapbox_api_key,o=this.model.tooltip,i=this.getData();window.deck.createDeck?this.deckGL=window.deck.createDeck({mapboxApiKey:t,container:e,jsonInput:i,tooltip:o}):this.deckGL=this.createDeck({mapboxApiKey:t,container:e,jsonInput:i,tooltip:o}),this.el.appendChild(e)}}o.DeckGLPlotView=w,w.__name__=\"DeckGLPlotView\";class k extends c.HTMLBox{constructor(e){super(e)}static init_DeckGLPlot(){this.prototype.default_view=w,this.define((({Any:e,Array:t,String:o,Ref:i})=>({data:[e],data_sources:[t(i(r.ColumnDataSource)),[]],clickState:[e,{}],hoverState:[e,{}],initialViewState:[e,{}],layers:[t(e),[]],mapbox_api_key:[o,\"\"],throttle:[e,{}],tooltip:[e,!0],viewState:[e,{}]}))),this.override({height:400,width:600})}}o.DeckGLPlot=k,k.__name__=\"DeckGLPlot\",k.__module__=\"panel.models.deckgl\",k.init_DeckGLPlot()},\n",
       "      \"6e04fbe567\": function _(t,e,n,i,l){\n",
       "      /*\n",
       "          This file was adapted from https://github.com/uber/deck.gl/ the LICENSE\n",
       "          below is preserved to comply with the original license.\n",
       "          \n",
       "          Copyright (c) 2015 - 2017 Uber Technologies, Inc.\n",
       "          \n",
       "          Permission is hereby granted, free of charge, to any person obtaining a copy\n",
       "          of this software and associated documentation files (the \"Software\"), to deal\n",
       "          in the Software without restriction, including without limitation the rights\n",
       "          to use, copy, modify, merge, publish, distribute, sublicense, and/or sell\n",
       "          copies of the Software, and to permit persons to whom the Software is\n",
       "          furnished to do so, subject to the following conditions:\n",
       "          \n",
       "          The above copyright notice and this permission notice shall be included in\n",
       "          all copies or substantial portions of the Software.\n",
       "          \n",
       "          THE SOFTWARE IS PROVIDED \"AS IS\", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR\n",
       "          IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,\n",
       "          FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE\n",
       "          AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER\n",
       "          LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,\n",
       "          OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN\n",
       "          THE SOFTWARE.\n",
       "          */\n",
       "      let o,r;i();const c={fontFamily:'\"Helvetica Neue\", Helvetica, Arial, sans-serif',display:\"flex\",flex:\"wrap\",maxWidth:\"500px\",flexDirection:\"column\",zIndex:2};function s(){return document.createElement(\"div\")}function a(t){if(!t.picked)return null;if(t.object===o)return r;const e={html:u(t.object),style:c};return r=e,o=t.object,e}n.getTooltipDefault=a;const f=new Set([\"position\",\"index\"]);function u(t){const e=s();for(const n in t){if(f.has(n))continue;const i=s();i.className=\"header\",i.textContent=n;const l=s();l.className=\"value\",l.textContent=h(t[n]);const o=s();p(o,i,l),o.appendChild(i),o.appendChild(l),e.appendChild(o)}return e.innerHTML}function p(t,e,n){Object.assign(e.style,{fontWeight:700,marginRight:\"10px\",flex:\"1 1 0%\"}),Object.assign(n.style,{flex:\"none\",maxWidth:\"250px\",overflow:\"hidden\",whiteSpace:\"nowrap\",textOverflow:\"ellipsis\"}),Object.assign(t.style,{display:\"flex\",flexDirection:\"row\",justifyContent:\"space-between\",alignItems:\"stretch\"})}function h(t){let e;if(Array.isArray(t)&&t.length>4)e=`Array<${t.length}>`;else if(\"string\"==typeof t)e=t;else if(\"number\"==typeof t)e=String(t);else try{e=JSON.stringify(t)}catch(t){e=\"<Non-Serializable Object>\"}return e.length>50&&(e=e.slice(0,50)),e}function d(t,e){let n=t;for(const t in e){if(\"object\"==typeof e[t])for(const i in e[t])n=n.replace(`{${t}.${i}}`,e[t][i]);n=n.replace(`{${t}}`,e[t])}return n}n.tabularize=u,n.toText=h,n.substituteIn=d,n.makeTooltip=function(t,e){if(!t)return null;let n=!1;const i={};for(let l=0;l<e.length;l++){const o=e[l].id;\"boolean\"!=typeof t&&(l.toString()in t||o in t)&&(i[o]=o in t?t[o]:t[l.toString()],n=!0)}return t.html||t.text||n?e=>{if(!e.picked)return null;const l=n?i[e.layer.id]:t;if(null==l)return;if(\"boolean\"==typeof l)return l?a(e):null;const o={style:l.style||c};return l.html?o.html=d(l.html,e.object):o.text=d(l.text,e.object),o}:a}},\n",
       "      \"093eb75864\": function _(E,_,R,T,A){_.exports={DEPTH_BUFFER_BIT:256,STENCIL_BUFFER_BIT:1024,COLOR_BUFFER_BIT:16384,POINTS:0,LINES:1,LINE_LOOP:2,LINE_STRIP:3,TRIANGLES:4,TRIANGLE_STRIP:5,TRIANGLE_FAN:6,ZERO:0,ONE:1,SRC_COLOR:768,ONE_MINUS_SRC_COLOR:769,SRC_ALPHA:770,ONE_MINUS_SRC_ALPHA:771,DST_ALPHA:772,ONE_MINUS_DST_ALPHA:773,DST_COLOR:774,ONE_MINUS_DST_COLOR:775,SRC_ALPHA_SATURATE:776,CONSTANT_COLOR:32769,ONE_MINUS_CONSTANT_COLOR:32770,CONSTANT_ALPHA:32771,ONE_MINUS_CONSTANT_ALPHA:32772,FUNC_ADD:32774,FUNC_SUBTRACT:32778,FUNC_REVERSE_SUBTRACT:32779,BLEND_EQUATION:32777,BLEND_EQUATION_RGB:32777,BLEND_EQUATION_ALPHA:34877,BLEND_DST_RGB:32968,BLEND_SRC_RGB:32969,BLEND_DST_ALPHA:32970,BLEND_SRC_ALPHA:32971,BLEND_COLOR:32773,ARRAY_BUFFER_BINDING:34964,ELEMENT_ARRAY_BUFFER_BINDING:34965,LINE_WIDTH:2849,ALIASED_POINT_SIZE_RANGE:33901,ALIASED_LINE_WIDTH_RANGE:33902,CULL_FACE_MODE:2885,FRONT_FACE:2886,DEPTH_RANGE:2928,DEPTH_WRITEMASK:2930,DEPTH_CLEAR_VALUE:2931,DEPTH_FUNC:2932,STENCIL_CLEAR_VALUE:2961,STENCIL_FUNC:2962,STENCIL_FAIL:2964,STENCIL_PASS_DEPTH_FAIL:2965,STENCIL_PASS_DEPTH_PASS:2966,STENCIL_REF:2967,STENCIL_VALUE_MASK:2963,STENCIL_WRITEMASK:2968,STENCIL_BACK_FUNC:34816,STENCIL_BACK_FAIL:34817,STENCIL_BACK_PASS_DEPTH_FAIL:34818,STENCIL_BACK_PASS_DEPTH_PASS:34819,STENCIL_BACK_REF:36003,STENCIL_BACK_VALUE_MASK:36004,STENCIL_BACK_WRITEMASK:36005,VIEWPORT:2978,SCISSOR_BOX:3088,COLOR_CLEAR_VALUE:3106,COLOR_WRITEMASK:3107,UNPACK_ALIGNMENT:3317,PACK_ALIGNMENT:3333,MAX_TEXTURE_SIZE:3379,MAX_VIEWPORT_DIMS:3386,SUBPIXEL_BITS:3408,RED_BITS:3410,GREEN_BITS:3411,BLUE_BITS:3412,ALPHA_BITS:3413,DEPTH_BITS:3414,STENCIL_BITS:3415,POLYGON_OFFSET_UNITS:10752,POLYGON_OFFSET_FACTOR:32824,TEXTURE_BINDING_2D:32873,SAMPLE_BUFFERS:32936,SAMPLES:32937,SAMPLE_COVERAGE_VALUE:32938,SAMPLE_COVERAGE_INVERT:32939,COMPRESSED_TEXTURE_FORMATS:34467,VENDOR:7936,RENDERER:7937,VERSION:7938,IMPLEMENTATION_COLOR_READ_TYPE:35738,IMPLEMENTATION_COLOR_READ_FORMAT:35739,BROWSER_DEFAULT_WEBGL:37444,STATIC_DRAW:35044,STREAM_DRAW:35040,DYNAMIC_DRAW:35048,ARRAY_BUFFER:34962,ELEMENT_ARRAY_BUFFER:34963,BUFFER_SIZE:34660,BUFFER_USAGE:34661,CURRENT_VERTEX_ATTRIB:34342,VERTEX_ATTRIB_ARRAY_ENABLED:34338,VERTEX_ATTRIB_ARRAY_SIZE:34339,VERTEX_ATTRIB_ARRAY_STRIDE:34340,VERTEX_ATTRIB_ARRAY_TYPE:34341,VERTEX_ATTRIB_ARRAY_NORMALIZED:34922,VERTEX_ATTRIB_ARRAY_POINTER:34373,VERTEX_ATTRIB_ARRAY_BUFFER_BINDING:34975,CULL_FACE:2884,FRONT:1028,BACK:1029,FRONT_AND_BACK:1032,BLEND:3042,DEPTH_TEST:2929,DITHER:3024,POLYGON_OFFSET_FILL:32823,SAMPLE_ALPHA_TO_COVERAGE:32926,SAMPLE_COVERAGE:32928,SCISSOR_TEST:3089,STENCIL_TEST:2960,NO_ERROR:0,INVALID_ENUM:1280,INVALID_VALUE:1281,INVALID_OPERATION:1282,OUT_OF_MEMORY:1285,CONTEXT_LOST_WEBGL:37442,CW:2304,CCW:2305,DONT_CARE:4352,FASTEST:4353,NICEST:4354,GENERATE_MIPMAP_HINT:33170,BYTE:5120,UNSIGNED_BYTE:5121,SHORT:5122,UNSIGNED_SHORT:5123,INT:5124,UNSIGNED_INT:5125,FLOAT:5126,DOUBLE:5130,DEPTH_COMPONENT:6402,ALPHA:6406,RGB:6407,RGBA:6408,LUMINANCE:6409,LUMINANCE_ALPHA:6410,UNSIGNED_SHORT_4_4_4_4:32819,UNSIGNED_SHORT_5_5_5_1:32820,UNSIGNED_SHORT_5_6_5:33635,FRAGMENT_SHADER:35632,VERTEX_SHADER:35633,COMPILE_STATUS:35713,DELETE_STATUS:35712,LINK_STATUS:35714,VALIDATE_STATUS:35715,ATTACHED_SHADERS:35717,ACTIVE_ATTRIBUTES:35721,ACTIVE_UNIFORMS:35718,MAX_VERTEX_ATTRIBS:34921,MAX_VERTEX_UNIFORM_VECTORS:36347,MAX_VARYING_VECTORS:36348,MAX_COMBINED_TEXTURE_IMAGE_UNITS:35661,MAX_VERTEX_TEXTURE_IMAGE_UNITS:35660,MAX_TEXTURE_IMAGE_UNITS:34930,MAX_FRAGMENT_UNIFORM_VECTORS:36349,SHADER_TYPE:35663,SHADING_LANGUAGE_VERSION:35724,CURRENT_PROGRAM:35725,NEVER:512,ALWAYS:519,LESS:513,EQUAL:514,LEQUAL:515,GREATER:516,GEQUAL:518,NOTEQUAL:517,KEEP:7680,REPLACE:7681,INCR:7682,DECR:7683,INVERT:5386,INCR_WRAP:34055,DECR_WRAP:34056,NEAREST:9728,LINEAR:9729,NEAREST_MIPMAP_NEAREST:9984,LINEAR_MIPMAP_NEAREST:9985,NEAREST_MIPMAP_LINEAR:9986,LINEAR_MIPMAP_LINEAR:9987,TEXTURE_MAG_FILTER:10240,TEXTURE_MIN_FILTER:10241,TEXTURE_WRAP_S:10242,TEXTURE_WRAP_T:10243,TEXTURE_2D:3553,TEXTURE:5890,TEXTURE_CUBE_MAP:34067,TEXTURE_BINDING_CUBE_MAP:34068,TEXTURE_CUBE_MAP_POSITIVE_X:34069,TEXTURE_CUBE_MAP_NEGATIVE_X:34070,TEXTURE_CUBE_MAP_POSITIVE_Y:34071,TEXTURE_CUBE_MAP_NEGATIVE_Y:34072,TEXTURE_CUBE_MAP_POSITIVE_Z:34073,TEXTURE_CUBE_MAP_NEGATIVE_Z:34074,MAX_CUBE_MAP_TEXTURE_SIZE:34076,TEXTURE0:33984,ACTIVE_TEXTURE:34016,REPEAT:10497,CLAMP_TO_EDGE:33071,MIRRORED_REPEAT:33648,TEXTURE_WIDTH:4096,TEXTURE_HEIGHT:4097,FLOAT_VEC2:35664,FLOAT_VEC3:35665,FLOAT_VEC4:35666,INT_VEC2:35667,INT_VEC3:35668,INT_VEC4:35669,BOOL:35670,BOOL_VEC2:35671,BOOL_VEC3:35672,BOOL_VEC4:35673,FLOAT_MAT2:35674,FLOAT_MAT3:35675,FLOAT_MAT4:35676,SAMPLER_2D:35678,SAMPLER_CUBE:35680,LOW_FLOAT:36336,MEDIUM_FLOAT:36337,HIGH_FLOAT:36338,LOW_INT:36339,MEDIUM_INT:36340,HIGH_INT:36341,FRAMEBUFFER:36160,RENDERBUFFER:36161,RGBA4:32854,RGB5_A1:32855,RGB565:36194,DEPTH_COMPONENT16:33189,STENCIL_INDEX:6401,STENCIL_INDEX8:36168,DEPTH_STENCIL:34041,RENDERBUFFER_WIDTH:36162,RENDERBUFFER_HEIGHT:36163,RENDERBUFFER_INTERNAL_FORMAT:36164,RENDERBUFFER_RED_SIZE:36176,RENDERBUFFER_GREEN_SIZE:36177,RENDERBUFFER_BLUE_SIZE:36178,RENDERBUFFER_ALPHA_SIZE:36179,RENDERBUFFER_DEPTH_SIZE:36180,RENDERBUFFER_STENCIL_SIZE:36181,FRAMEBUFFER_ATTACHMENT_OBJECT_TYPE:36048,FRAMEBUFFER_ATTACHMENT_OBJECT_NAME:36049,FRAMEBUFFER_ATTACHMENT_TEXTURE_LEVEL:36050,FRAMEBUFFER_ATTACHMENT_TEXTURE_CUBE_MAP_FACE:36051,COLOR_ATTACHMENT0:36064,DEPTH_ATTACHMENT:36096,STENCIL_ATTACHMENT:36128,DEPTH_STENCIL_ATTACHMENT:33306,NONE:0,FRAMEBUFFER_COMPLETE:36053,FRAMEBUFFER_INCOMPLETE_ATTACHMENT:36054,FRAMEBUFFER_INCOMPLETE_MISSING_ATTACHMENT:36055,FRAMEBUFFER_INCOMPLETE_DIMENSIONS:36057,FRAMEBUFFER_UNSUPPORTED:36061,FRAMEBUFFER_BINDING:36006,RENDERBUFFER_BINDING:36007,READ_FRAMEBUFFER:36008,DRAW_FRAMEBUFFER:36009,MAX_RENDERBUFFER_SIZE:34024,INVALID_FRAMEBUFFER_OPERATION:1286,UNPACK_FLIP_Y_WEBGL:37440,UNPACK_PREMULTIPLY_ALPHA_WEBGL:37441,UNPACK_COLORSPACE_CONVERSION_WEBGL:37443,READ_BUFFER:3074,UNPACK_ROW_LENGTH:3314,UNPACK_SKIP_ROWS:3315,UNPACK_SKIP_PIXELS:3316,PACK_ROW_LENGTH:3330,PACK_SKIP_ROWS:3331,PACK_SKIP_PIXELS:3332,TEXTURE_BINDING_3D:32874,UNPACK_SKIP_IMAGES:32877,UNPACK_IMAGE_HEIGHT:32878,MAX_3D_TEXTURE_SIZE:32883,MAX_ELEMENTS_VERTICES:33e3,MAX_ELEMENTS_INDICES:33001,MAX_TEXTURE_LOD_BIAS:34045,MAX_FRAGMENT_UNIFORM_COMPONENTS:35657,MAX_VERTEX_UNIFORM_COMPONENTS:35658,MAX_ARRAY_TEXTURE_LAYERS:35071,MIN_PROGRAM_TEXEL_OFFSET:35076,MAX_PROGRAM_TEXEL_OFFSET:35077,MAX_VARYING_COMPONENTS:35659,FRAGMENT_SHADER_DERIVATIVE_HINT:35723,RASTERIZER_DISCARD:35977,VERTEX_ARRAY_BINDING:34229,MAX_VERTEX_OUTPUT_COMPONENTS:37154,MAX_FRAGMENT_INPUT_COMPONENTS:37157,MAX_SERVER_WAIT_TIMEOUT:37137,MAX_ELEMENT_INDEX:36203,RED:6403,RGB8:32849,RGBA8:32856,RGB10_A2:32857,TEXTURE_3D:32879,TEXTURE_WRAP_R:32882,TEXTURE_MIN_LOD:33082,TEXTURE_MAX_LOD:33083,TEXTURE_BASE_LEVEL:33084,TEXTURE_MAX_LEVEL:33085,TEXTURE_COMPARE_MODE:34892,TEXTURE_COMPARE_FUNC:34893,SRGB:35904,SRGB8:35905,SRGB8_ALPHA8:35907,COMPARE_REF_TO_TEXTURE:34894,RGBA32F:34836,RGB32F:34837,RGBA16F:34842,RGB16F:34843,TEXTURE_2D_ARRAY:35866,TEXTURE_BINDING_2D_ARRAY:35869,R11F_G11F_B10F:35898,RGB9_E5:35901,RGBA32UI:36208,RGB32UI:36209,RGBA16UI:36214,RGB16UI:36215,RGBA8UI:36220,RGB8UI:36221,RGBA32I:36226,RGB32I:36227,RGBA16I:36232,RGB16I:36233,RGBA8I:36238,RGB8I:36239,RED_INTEGER:36244,RGB_INTEGER:36248,RGBA_INTEGER:36249,R8:33321,RG8:33323,R16F:33325,R32F:33326,RG16F:33327,RG32F:33328,R8I:33329,R8UI:33330,R16I:33331,R16UI:33332,R32I:33333,R32UI:33334,RG8I:33335,RG8UI:33336,RG16I:33337,RG16UI:33338,RG32I:33339,RG32UI:33340,R8_SNORM:36756,RG8_SNORM:36757,RGB8_SNORM:36758,RGBA8_SNORM:36759,RGB10_A2UI:36975,TEXTURE_IMMUTABLE_FORMAT:37167,TEXTURE_IMMUTABLE_LEVELS:33503,UNSIGNED_INT_2_10_10_10_REV:33640,UNSIGNED_INT_10F_11F_11F_REV:35899,UNSIGNED_INT_5_9_9_9_REV:35902,FLOAT_32_UNSIGNED_INT_24_8_REV:36269,UNSIGNED_INT_24_8:34042,HALF_FLOAT:5131,RG:33319,RG_INTEGER:33320,INT_2_10_10_10_REV:36255,CURRENT_QUERY:34917,QUERY_RESULT:34918,QUERY_RESULT_AVAILABLE:34919,ANY_SAMPLES_PASSED:35887,ANY_SAMPLES_PASSED_CONSERVATIVE:36202,MAX_DRAW_BUFFERS:34852,DRAW_BUFFER0:34853,DRAW_BUFFER1:34854,DRAW_BUFFER2:34855,DRAW_BUFFER3:34856,DRAW_BUFFER4:34857,DRAW_BUFFER5:34858,DRAW_BUFFER6:34859,DRAW_BUFFER7:34860,DRAW_BUFFER8:34861,DRAW_BUFFER9:34862,DRAW_BUFFER10:34863,DRAW_BUFFER11:34864,DRAW_BUFFER12:34865,DRAW_BUFFER13:34866,DRAW_BUFFER14:34867,DRAW_BUFFER15:34868,MAX_COLOR_ATTACHMENTS:36063,COLOR_ATTACHMENT1:36065,COLOR_ATTACHMENT2:36066,COLOR_ATTACHMENT3:36067,COLOR_ATTACHMENT4:36068,COLOR_ATTACHMENT5:36069,COLOR_ATTACHMENT6:36070,COLOR_ATTACHMENT7:36071,COLOR_ATTACHMENT8:36072,COLOR_ATTACHMENT9:36073,COLOR_ATTACHMENT10:36074,COLOR_ATTACHMENT11:36075,COLOR_ATTACHMENT12:36076,COLOR_ATTACHMENT13:36077,COLOR_ATTACHMENT14:36078,COLOR_ATTACHMENT15:36079,SAMPLER_3D:35679,SAMPLER_2D_SHADOW:35682,SAMPLER_2D_ARRAY:36289,SAMPLER_2D_ARRAY_SHADOW:36292,SAMPLER_CUBE_SHADOW:36293,INT_SAMPLER_2D:36298,INT_SAMPLER_3D:36299,INT_SAMPLER_CUBE:36300,INT_SAMPLER_2D_ARRAY:36303,UNSIGNED_INT_SAMPLER_2D:36306,UNSIGNED_INT_SAMPLER_3D:36307,UNSIGNED_INT_SAMPLER_CUBE:36308,UNSIGNED_INT_SAMPLER_2D_ARRAY:36311,MAX_SAMPLES:36183,SAMPLER_BINDING:35097,PIXEL_PACK_BUFFER:35051,PIXEL_UNPACK_BUFFER:35052,PIXEL_PACK_BUFFER_BINDING:35053,PIXEL_UNPACK_BUFFER_BINDING:35055,COPY_READ_BUFFER:36662,COPY_WRITE_BUFFER:36663,COPY_READ_BUFFER_BINDING:36662,COPY_WRITE_BUFFER_BINDING:36663,FLOAT_MAT2x3:35685,FLOAT_MAT2x4:35686,FLOAT_MAT3x2:35687,FLOAT_MAT3x4:35688,FLOAT_MAT4x2:35689,FLOAT_MAT4x3:35690,UNSIGNED_INT_VEC2:36294,UNSIGNED_INT_VEC3:36295,UNSIGNED_INT_VEC4:36296,UNSIGNED_NORMALIZED:35863,SIGNED_NORMALIZED:36764,VERTEX_ATTRIB_ARRAY_INTEGER:35069,VERTEX_ATTRIB_ARRAY_DIVISOR:35070,TRANSFORM_FEEDBACK_BUFFER_MODE:35967,MAX_TRANSFORM_FEEDBACK_SEPARATE_COMPONENTS:35968,TRANSFORM_FEEDBACK_VARYINGS:35971,TRANSFORM_FEEDBACK_BUFFER_START:35972,TRANSFORM_FEEDBACK_BUFFER_SIZE:35973,TRANSFORM_FEEDBACK_PRIMITIVES_WRITTEN:35976,MAX_TRANSFORM_FEEDBACK_INTERLEAVED_COMPONENTS:35978,MAX_TRANSFORM_FEEDBACK_SEPARATE_ATTRIBS:35979,INTERLEAVED_ATTRIBS:35980,SEPARATE_ATTRIBS:35981,TRANSFORM_FEEDBACK_BUFFER:35982,TRANSFORM_FEEDBACK_BUFFER_BINDING:35983,TRANSFORM_FEEDBACK:36386,TRANSFORM_FEEDBACK_PAUSED:36387,TRANSFORM_FEEDBACK_ACTIVE:36388,TRANSFORM_FEEDBACK_BINDING:36389,FRAMEBUFFER_ATTACHMENT_COLOR_ENCODING:33296,FRAMEBUFFER_ATTACHMENT_COMPONENT_TYPE:33297,FRAMEBUFFER_ATTACHMENT_RED_SIZE:33298,FRAMEBUFFER_ATTACHMENT_GREEN_SIZE:33299,FRAMEBUFFER_ATTACHMENT_BLUE_SIZE:33300,FRAMEBUFFER_ATTACHMENT_ALPHA_SIZE:33301,FRAMEBUFFER_ATTACHMENT_DEPTH_SIZE:33302,FRAMEBUFFER_ATTACHMENT_STENCIL_SIZE:33303,FRAMEBUFFER_DEFAULT:33304,DEPTH24_STENCIL8:35056,DRAW_FRAMEBUFFER_BINDING:36006,READ_FRAMEBUFFER_BINDING:36010,RENDERBUFFER_SAMPLES:36011,FRAMEBUFFER_ATTACHMENT_TEXTURE_LAYER:36052,FRAMEBUFFER_INCOMPLETE_MULTISAMPLE:36182,UNIFORM_BUFFER:35345,UNIFORM_BUFFER_BINDING:35368,UNIFORM_BUFFER_START:35369,UNIFORM_BUFFER_SIZE:35370,MAX_VERTEX_UNIFORM_BLOCKS:35371,MAX_FRAGMENT_UNIFORM_BLOCKS:35373,MAX_COMBINED_UNIFORM_BLOCKS:35374,MAX_UNIFORM_BUFFER_BINDINGS:35375,MAX_UNIFORM_BLOCK_SIZE:35376,MAX_COMBINED_VERTEX_UNIFORM_COMPONENTS:35377,MAX_COMBINED_FRAGMENT_UNIFORM_COMPONENTS:35379,UNIFORM_BUFFER_OFFSET_ALIGNMENT:35380,ACTIVE_UNIFORM_BLOCKS:35382,UNIFORM_TYPE:35383,UNIFORM_SIZE:35384,UNIFORM_BLOCK_INDEX:35386,UNIFORM_OFFSET:35387,UNIFORM_ARRAY_STRIDE:35388,UNIFORM_MATRIX_STRIDE:35389,UNIFORM_IS_ROW_MAJOR:35390,UNIFORM_BLOCK_BINDING:35391,UNIFORM_BLOCK_DATA_SIZE:35392,UNIFORM_BLOCK_ACTIVE_UNIFORMS:35394,UNIFORM_BLOCK_ACTIVE_UNIFORM_INDICES:35395,UNIFORM_BLOCK_REFERENCED_BY_VERTEX_SHADER:35396,UNIFORM_BLOCK_REFERENCED_BY_FRAGMENT_SHADER:35398,OBJECT_TYPE:37138,SYNC_CONDITION:37139,SYNC_STATUS:37140,SYNC_FLAGS:37141,SYNC_FENCE:37142,SYNC_GPU_COMMANDS_COMPLETE:37143,UNSIGNALED:37144,SIGNALED:37145,ALREADY_SIGNALED:37146,TIMEOUT_EXPIRED:37147,CONDITION_SATISFIED:37148,WAIT_FAILED:37149,SYNC_FLUSH_COMMANDS_BIT:1,COLOR:6144,DEPTH:6145,STENCIL:6146,MIN:32775,MAX:32776,DEPTH_COMPONENT24:33190,STREAM_READ:35041,STREAM_COPY:35042,STATIC_READ:35045,STATIC_COPY:35046,DYNAMIC_READ:35049,DYNAMIC_COPY:35050,DEPTH_COMPONENT32F:36012,DEPTH32F_STENCIL8:36013,INVALID_INDEX:4294967295,TIMEOUT_IGNORED:-1,MAX_CLIENT_WAIT_TIMEOUT_WEBGL:37447,VERTEX_ATTRIB_ARRAY_DIVISOR_ANGLE:35070,UNMASKED_VENDOR_WEBGL:37445,UNMASKED_RENDERER_WEBGL:37446,MAX_TEXTURE_MAX_ANISOTROPY_EXT:34047,TEXTURE_MAX_ANISOTROPY_EXT:34046,COMPRESSED_RGB_S3TC_DXT1_EXT:33776,COMPRESSED_RGBA_S3TC_DXT1_EXT:33777,COMPRESSED_RGBA_S3TC_DXT3_EXT:33778,COMPRESSED_RGBA_S3TC_DXT5_EXT:33779,COMPRESSED_R11_EAC:37488,COMPRESSED_SIGNED_R11_EAC:37489,COMPRESSED_RG11_EAC:37490,COMPRESSED_SIGNED_RG11_EAC:37491,COMPRESSED_RGB8_ETC2:37492,COMPRESSED_RGBA8_ETC2_EAC:37493,COMPRESSED_SRGB8_ETC2:37494,COMPRESSED_SRGB8_ALPHA8_ETC2_EAC:37495,COMPRESSED_RGB8_PUNCHTHROUGH_ALPHA1_ETC2:37496,COMPRESSED_SRGB8_PUNCHTHROUGH_ALPHA1_ETC2:37497,COMPRESSED_RGB_PVRTC_4BPPV1_IMG:35840,COMPRESSED_RGBA_PVRTC_4BPPV1_IMG:35842,COMPRESSED_RGB_PVRTC_2BPPV1_IMG:35841,COMPRESSED_RGBA_PVRTC_2BPPV1_IMG:35843,COMPRESSED_RGB_ETC1_WEBGL:36196,COMPRESSED_RGB_ATC_WEBGL:35986,COMPRESSED_RGBA_ATC_EXPLICIT_ALPHA_WEBGL:35986,COMPRESSED_RGBA_ATC_INTERPOLATED_ALPHA_WEBGL:34798,UNSIGNED_INT_24_8_WEBGL:34042,HALF_FLOAT_OES:36193,RGBA32F_EXT:34836,RGB32F_EXT:34837,FRAMEBUFFER_ATTACHMENT_COMPONENT_TYPE_EXT:33297,UNSIGNED_NORMALIZED_EXT:35863,MIN_EXT:32775,MAX_EXT:32776,SRGB_EXT:35904,SRGB_ALPHA_EXT:35906,SRGB8_ALPHA8_EXT:35907,FRAMEBUFFER_ATTACHMENT_COLOR_ENCODING_EXT:33296,FRAGMENT_SHADER_DERIVATIVE_HINT_OES:35723,COLOR_ATTACHMENT0_WEBGL:36064,COLOR_ATTACHMENT1_WEBGL:36065,COLOR_ATTACHMENT2_WEBGL:36066,COLOR_ATTACHMENT3_WEBGL:36067,COLOR_ATTACHMENT4_WEBGL:36068,COLOR_ATTACHMENT5_WEBGL:36069,COLOR_ATTACHMENT6_WEBGL:36070,COLOR_ATTACHMENT7_WEBGL:36071,COLOR_ATTACHMENT8_WEBGL:36072,COLOR_ATTACHMENT9_WEBGL:36073,COLOR_ATTACHMENT10_WEBGL:36074,COLOR_ATTACHMENT11_WEBGL:36075,COLOR_ATTACHMENT12_WEBGL:36076,COLOR_ATTACHMENT13_WEBGL:36077,COLOR_ATTACHMENT14_WEBGL:36078,COLOR_ATTACHMENT15_WEBGL:36079,DRAW_BUFFER0_WEBGL:34853,DRAW_BUFFER1_WEBGL:34854,DRAW_BUFFER2_WEBGL:34855,DRAW_BUFFER3_WEBGL:34856,DRAW_BUFFER4_WEBGL:34857,DRAW_BUFFER5_WEBGL:34858,DRAW_BUFFER6_WEBGL:34859,DRAW_BUFFER7_WEBGL:34860,DRAW_BUFFER8_WEBGL:34861,DRAW_BUFFER9_WEBGL:34862,DRAW_BUFFER10_WEBGL:34863,DRAW_BUFFER11_WEBGL:34864,DRAW_BUFFER12_WEBGL:34865,DRAW_BUFFER13_WEBGL:34866,DRAW_BUFFER14_WEBGL:34867,DRAW_BUFFER15_WEBGL:34868,MAX_COLOR_ATTACHMENTS_WEBGL:36063,MAX_DRAW_BUFFERS_WEBGL:34852,VERTEX_ARRAY_BINDING_OES:34229,QUERY_COUNTER_BITS_EXT:34916,CURRENT_QUERY_EXT:34917,QUERY_RESULT_EXT:34918,QUERY_RESULT_AVAILABLE_EXT:34919,TIME_ELAPSED_EXT:35007,TIMESTAMP_EXT:36392,GPU_DISJOINT_EXT:36795}},\n",
       "      \"9d046c4720\": function _(t,e,s,h,i){h();const r=t(\"@bokehjs/models/layouts/html_box\");class n extends r.HTMLBoxView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.data.change,(()=>this._plot()));const{width:t,height:e,renderer:s,theme:h}=this.model.properties;this.on_change([t,e],(()=>this._resize())),this.on_change([h,s],(()=>this.render()))}render(){super.render();const t={width:this.model.width,height:this.model.height,renderer:this.model.renderer};null!=this._chart&&window.echarts.dispose(this._chart),this._chart=window.echarts.init(this.el,this.model.theme,t),this._plot()}after_layout(){super.after_layout(),this._chart.resize()}_plot(){null!=window.echarts&&this._chart.setOption(this.model.data)}_resize(){this._chart.resize({width:this.model.width,height:this.model.height})}}s.EChartsView=n,n.__name__=\"EChartsView\";class a extends r.HTMLBox{constructor(t){super(t)}static init_ECharts(){this.prototype.default_view=n,this.define((({Any:t,String:e})=>({data:[t,{}],theme:[e,\"default\"],renderer:[e,\"canvas\"]})))}}s.ECharts=a,a.__name__=\"ECharts\",a.__module__=\"panel.models.echarts\",a.init_ECharts()},\n",
       "      \"3d7593ca5a\": function _(e,t,n,s,r){s();const i=e(\"@bokehjs/models/widgets/markup\"),o=e(\"@bokehjs/core/bokeh_events\"),l=e(\"80a6464b1f\"),_=e(\"d92f7d4d2b\");class a extends o.ModelEvent{constructor(e,t){super(),this.node=e,this.data=t,this.event_name=\"dom_event\"}_to_json(){return{model:this.origin,node:this.node,data:this.data}}}function d(e){return(new DOMParser).parseFromString(e,\"text/html\").documentElement.textContent}function c(e){Array.from(e.querySelectorAll(\"script\")).forEach((e=>{const t=document.createElement(\"script\");Array.from(e.attributes).forEach((e=>t.setAttribute(e.name,e.value))),t.appendChild(document.createTextNode(e.innerHTML)),e.parentNode&&e.parentNode.replaceChild(t,e)}))}n.DOMEvent=a,a.__name__=\"DOMEvent\",n.htmlDecode=d,n.runScripts=c;class h extends l.PanelMarkupView{constructor(){super(...arguments),this._event_listeners={}}connect_signals(){super.connect_signals(),this.connect(this.model.properties.events.change,(()=>{this._remove_event_listeners(),this._setup_event_listeners()}))}rerender(){this.render(),this.invalidate_layout()}render(){super.render();const e=this.process_tex();e?(this.markup_el.innerHTML=e,c(this.markup_el),this._setup_event_listeners()):this.markup_el.innerHTML=\"\"}process_tex(){const e=d(this.model.text)||this.model.text;if(this.model.disable_math||!this.contains_tex(e))return e;const t=this.provider.MathJax.find_tex(e),n=[];let s=0;for(const r of t)n.push(e.slice(s,r.start.n)),n.push(this.provider.MathJax.tex2svg(r.math,{display:r.display}).outerHTML),s=r.end.n;return s<e.length&&n.push(e.slice(s)),n.join(\"\")}contains_tex(e){return!!this.provider.MathJax&&this.provider.MathJax.find_tex(e).length>0}_remove_event_listeners(){for(const e in this._event_listeners){const t=document.getElementById(e);if(null!=t)for(const n in this._event_listeners[e]){const s=this._event_listeners[e][n];t.removeEventListener(n,s)}else console.warn(`DOM node '${e}' could not be found. Cannot subscribe to DOM events.`)}this._event_listeners={}}_setup_event_listeners(){for(const e in this.model.events){const t=document.getElementById(e);if(null!=t)for(const n of this.model.events[e]){const s=t=>{this.model.trigger_event(new a(e,(0,_.serializeEvent)(t)))};t.addEventListener(n,s),e in this._event_listeners||(this._event_listeners[e]={}),this._event_listeners[e][n]=s}else console.warn(`DOM node '${e}' could not be found. Cannot subscribe to DOM events.`)}}}n.HTMLView=h,h.__name__=\"HTMLView\";class u extends i.Markup{constructor(e){super(e)}static init_HTML(){this.prototype.default_view=h,this.define((({Any:e})=>({events:[e,{}]})))}}n.HTML=u,u.__name__=\"HTML\",u.__module__=\"panel.models.markup\",u.init_HTML()},\n",
       "      \"d92f7d4d2b\": function _(e,t,a,r,n){function i(e){let t=null;return e&&(t=function(e){return{boundingClientRect:Object.assign({},e.getBoundingClientRect())}}(e),e.tagName in l&&l[e.tagName].forEach((a=>Object.assign(t,a(e))))),t}r(),a.serializeEvent=\n",
       "      /*\n",
       "          The MIT License (MIT)\n",
       "          \n",
       "          Copyright (c) 2019 Ryan S. Morshead\n",
       "          \n",
       "          Permission is hereby granted, free of charge, to any person obtaining a copy\n",
       "          of this software and associated documentation files (the \"Software\"), to deal\n",
       "          in the Software without restriction, including without limitation the rights\n",
       "          to use, copy, modify, merge, publish, distribute, sublicense, and/or sell\n",
       "          copies of the Software, and to permit persons to whom the Software is\n",
       "          furnished to do so, subject to the following conditions:\n",
       "          \n",
       "          The above copyright notice and this permission notice shall be included in all\n",
       "          copies or substantial portions of the Software.\n",
       "          \n",
       "          THE SOFTWARE IS PROVIDED \"AS IS\", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR\n",
       "          IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,\n",
       "          FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE\n",
       "          AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER\n",
       "          LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,\n",
       "          OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE\n",
       "          SOFTWARE.\n",
       "          */\n",
       "      function(e){const t={};return void 0!==e.detail&&Object.assign(t,{detail:JSON.parse(JSON.stringify(e.detail))}),e.type in d&&Object.assign(t,d[e.type](e)),t.target=i(e.target),t.currentTarget=e.target===e.currentTarget?t.target:i(e.currentTarget),t.relatedTarget=i(e.relatedTarget),t};const o={hasValue:e=>({value:e.value}),hasCurrentTime:e=>({currentTime:e.currentTime}),hasFiles:e=>\"file\"===(null==e?void 0:e.type)?{files:Array.from(e.files).map((e=>({lastModified:e.lastModified,name:e.name,size:e.size,type:e.type})))}:{}};const s={hasValue:[\"BUTTON\",\"INPUT\",\"OPTION\",\"LI\",\"METER\",\"PROGRESS\",\"PARAM\",\"SELECT\",\"TEXTAREA\"],hasCurrentTime:[\"AUDIO\",\"VIDEO\"],hasFiles:[\"INPUT\"]},l={};Object.keys(s).forEach((e=>{s[e].forEach((t=>{(l[t]||(l[t]=[])).push(o[e])}))}));class c{clipboard(e){return{clipboardData:e.clipboardData}}composition(e){return{data:e.data}}keyboard(e){return{altKey:e.altKey,charCode:e.charCode,ctrlKey:e.ctrlKey,key:e.key,keyCode:e.keyCode,locale:e.locale,location:e.location,metaKey:e.metaKey,repeat:e.repeat,shiftKey:e.shiftKey,which:e.which}}mouse(e){return{altKey:e.altKey,button:e.button,buttons:e.buttons,clientX:e.clientX,clientY:e.clientY,ctrlKey:e.ctrlKey,metaKey:e.metaKey,pageX:e.pageX,pageY:e.pageY,screenX:e.screenX,screenY:e.screenY,shiftKey:e.shiftKey}}pointer(e){return Object.assign(Object.assign({},this.mouse(e)),{pointerId:e.pointerId,width:e.width,height:e.height,pressure:e.pressure,tiltX:e.tiltX,tiltY:e.tiltY,pointerType:e.pointerType,isPrimary:e.isPrimary})}selection(){return{selectedText:window.getSelection().toString()}}touch(e){return{altKey:e.altKey,ctrlKey:e.ctrlKey,metaKey:e.metaKey,shiftKey:e.shiftKey}}ui(e){return{detail:e.detail}}wheel(e){return{deltaMode:e.deltaMode,deltaX:e.deltaX,deltaY:e.deltaY,deltaZ:e.deltaZ}}animation(e){return{animationName:e.animationName,pseudoElement:e.pseudoElement,elapsedTime:e.elapsedTime}}transition(e){return{propertyName:e.propertyName,pseudoElement:e.pseudoElement,elapsedTime:e.elapsedTime}}}c.__name__=\"EventTransformCategories\";const u={clipboard:[\"copy\",\"cut\",\"paste\"],composition:[\"compositionend\",\"compositionstart\",\"compositionupdate\"],keyboard:[\"keydown\",\"keypress\",\"keyup\"],mouse:[\"click\",\"contextmenu\",\"doubleclick\",\"drag\",\"dragend\",\"dragenter\",\"dragexit\",\"dragleave\",\"dragover\",\"dragstart\",\"drop\",\"mousedown\",\"mouseenter\",\"mouseleave\",\"mousemove\",\"mouseout\",\"mouseover\",\"mouseup\"],pointer:[\"pointerdown\",\"pointermove\",\"pointerup\",\"pointercancel\",\"gotpointercapture\",\"lostpointercapture\",\"pointerenter\",\"pointerleave\",\"pointerover\",\"pointerout\"],selection:[\"select\"],touch:[\"touchcancel\",\"touchend\",\"touchmove\",\"touchstart\"],ui:[\"scroll\"],wheel:[\"wheel\"],animation:[\"animationstart\",\"animationend\",\"animationiteration\"],transition:[\"transitionend\"]},d={},p=new c;Object.keys(u).forEach((e=>{u[e].forEach((t=>{d[t]=p[e]}))}))},\n",
       "      \"7d45bd3bc4\": function _(require,module,exports,__esModule,__esExport){__esModule();const preact_1=require(\"6f11f2ef27\"),hooks_1=require(\"4c02a9b43f\"),preact_2=require(\"b3f51db71c\"),fast_json_patch_1=require(\"cbecfde9cd\"),html_box_1=require(\"@bokehjs/models/layouts/html_box\"),layout_1=require(\"80a6464b1f\"),event_to_object_1=require(\"d92f7d4d2b\"),LayoutConfigContext=(0,preact_1.createContext)({});function mountLayout(e,t,o,n){(0,preact_1.render)(preact_2.html`\n",
       "            <${Layout}\n",
       "              saveUpdateHook=${t}\n",
       "              sendEvent=${o}\n",
       "              importSourceUrl=${n}\n",
       "            />\n",
       "          `,e)}function Layout({saveUpdateHook:e,sendEvent:t,importSourceUrl:o}){const[n,r]=useInplaceJsonPatch({});return(0,hooks_1.useEffect)((()=>e(r)),[r]),n.tagName?preact_2.html`\n",
       "            <${LayoutConfigContext.Provider}\n",
       "              value=${{sendEvent:t,importSourceUrl:o}}\n",
       "            >\n",
       "              <${Element} model=${n} />\n",
       "            <//>\n",
       "          `:preact_2.html`<div />`}function Element({model:e}){return e.importSource?preact_2.html`<${ImportedElement} model=${e} />`:preact_2.html`<${StandardElement} model=${e} />`}function ImportedElement({model:e}){const t=(0,hooks_1.useContext)(LayoutConfigContext),o=useLazyModule(e.importSource.source,t.importSourceUrl);if(o){const n=getPathProperty(o,e.tagName),r=elementChildren(e),a=elementAttributes(e,t.sendEvent);return preact_2.html`<${n} ...${a}>${r}<//>`}{const t=e.importSource.fallback;if(!t)return preact_2.html`<div />`;switch(typeof t){case\"object\":return preact_2.html`<${Element} model=${t} />`;case\"string\":return preact_2.html`<div>${t}</div>`;default:return null}}}function StandardElement({model:e}){const t=(0,hooks_1.useContext)(LayoutConfigContext),o=elementChildren(e),n=elementAttributes(e,t.sendEvent);return e.children&&e.children.length?preact_2.html`<${e.tagName} ...${n}>${o}<//>`:preact_2.html`<${e.tagName} ...${n} />`}function elementChildren(e){return e.children?e.children.map((e=>{switch(typeof e){case\"object\":return preact_2.html`<${Element} model=${e} />`;case\"string\":return e;default:return null}})):[]}function elementAttributes(e,t){const o=Object.assign({},e.attributes);return e.eventHandlers&&Object.keys(e.eventHandlers).forEach((n=>{const r=e.eventHandlers[n];o[n]=eventHandler(t,r)})),o}function eventHandler(e,t){return function(){const o=Array.from(arguments).map((e=>\"object\"==typeof e?(t.preventDefault&&e.preventDefault(),t.stopPropagation&&e.stopPropagation(),(0,event_to_object_1.serializeEvent)(e)):e));return new Promise((n=>{const r={data:o,target:t.target};e(r),n(r)}))}}function useLazyModule(source,sourceUrlBase=\"\"){const[module,setModule]=(0,hooks_1.useState)(null);return module||eval(`import('${joinUrl(sourceUrlBase,source)}')`).then(setModule),module}function getPathProperty(e,t){const o=t.split(\".\");let n=e[o.shift()];for(let e=0;e<o.length;e++)n=n[o[e]];return n}function useInplaceJsonPatch(e){const t=(0,hooks_1.useRef)(e),o=useForceUpdate(),n=(0,hooks_1.useCallback)(((e,n)=>{applyPatchInplace(t.current,e,n),o()}),[t,o]);return[t.current,n]}function applyPatchInplace(e,t,o){t?(0,fast_json_patch_1.applyPatch)(e,[{op:\"replace\",path:t,value:(0,fast_json_patch_1.applyPatch)((0,fast_json_patch_1.getValueByPointer)(e,t),o,!1,!1).newDocument}]):(0,fast_json_patch_1.applyPatch)(e,o)}function useForceUpdate(){const[,e]=(0,hooks_1.useState)({});return(0,hooks_1.useCallback)((()=>e({})),[])}function joinUrl(e,t){return t.startsWith(\"./\")?(e.endsWith(\"/\")?e.slice(0,-1):e)+t.slice(1):t}exports.mountLayout=mountLayout,exports.default=Layout;class IDOMView extends layout_1.PanelHTMLBoxView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.event.change,(()=>{this._update(...this.model.event),setTimeout((()=>{requestAnimationFrame((()=>this.fix_layout()))}))}))}fix_layout(){this.update_layout(),this.compute_layout(),this.invalidate_layout(),(0,layout_1.set_size)(this.el,this.model)}initialize(){super.initialize(),mountLayout(this.el,(e=>this._save_update(e)),(e=>this._send(e)),this.model.importSourceUrl)}async lazy_initialize(){await super.lazy_initialize(),await new Promise((e=>{const t=()=>{this._update?e(null):setTimeout(t,100)};t()}))}_save_update(e){this._update=e}async render(){super.render(),this._update(...this.model.event),await new Promise((e=>{const t=()=>{this.el.children.length?(this.fix_layout(),e(null)):setTimeout(t,50)};t()}))}_send(e){this.model.msg=e}}exports.IDOMView=IDOMView,IDOMView.__name__=\"IDOMView\";class IDOM extends html_box_1.HTMLBox{constructor(e){super(e)}static init_IDOM(){this.prototype.default_view=IDOMView,this.define((({Any:e,String:t})=>({event:[e,[]],importSourceUrl:[t,\"\"],msg:[e,{}]})))}}exports.IDOM=IDOM,IDOM.__name__=\"IDOM\",IDOM.__module__=\"panel.models.idom\",IDOM.init_IDOM()},\n",
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       "      /*!\n",
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       "           * MIT license\n",
       "           */\n",
       "      var p=e(\"cb21060ee5\"),s=e(\"b2f693e532\"),c=e(\"b2f693e532\");t.applyOperation=c.applyOperation,t.applyPatch=c.applyPatch,t.applyReducer=c.applyReducer,t.getValueByPointer=c.getValueByPointer,t.validate=c.validate,t.validator=c.validator;var i=e(\"cb21060ee5\");t.JsonPatchError=i.PatchError,t.deepClone=i._deepClone,t.escapePathComponent=i.escapePathComponent,t.unescapePathComponent=i.unescapePathComponent;var u=new WeakMap,l=function(e){this.observers=new Map,this.obj=e},v=function(e,n){this.callback=e,this.observer=n};function h(e,n){n.unobserve()}function d(e,n){var t,o=function(e){return u.get(e)}(e);if(o){var a=function(e,n){return e.observers.get(n)}(o,n);t=a&&a.observer}else o=new l(e),u.set(e,o);if(t)return t;if(t={},o.value=p._deepClone(e),n){t.callback=n,t.next=null;var r=function(){f(t)},s=function(){clearTimeout(t.next),t.next=setTimeout(r)};\"undefined\"!=typeof window&&(window.addEventListener(\"mouseup\",s),window.addEventListener(\"keyup\",s),window.addEventListener(\"mousedown\",s),window.addEventListener(\"keydown\",s),window.addEventListener(\"change\",s))}return t.patches=[],t.object=e,t.unobserve=function(){f(t),clearTimeout(t.next),function(e,n){e.observers.delete(n.callback)}(o,t),\"undefined\"!=typeof window&&(window.removeEventListener(\"mouseup\",s),window.removeEventListener(\"keyup\",s),window.removeEventListener(\"mousedown\",s),window.removeEventListener(\"keydown\",s),window.removeEventListener(\"change\",s))},o.observers.set(n,new v(n,t)),t}function f(e,n){void 0===n&&(n=!1);var t=u.get(e.object);w(t.value,e.object,e.patches,\"\",n),e.patches.length&&s.applyPatch(t.value,e.patches);var o=e.patches;return o.length>0&&(e.patches=[],e.callback&&e.callback(o)),o}function w(e,n,t,o,a){if(n!==e){\"function\"==typeof n.toJSON&&(n=n.toJSON());for(var r=p._objectKeys(n),s=p._objectKeys(e),c=!1,i=s.length-1;i>=0;i--){var u=e[v=s[i]];if(!p.hasOwnProperty(n,v)||void 0===n[v]&&void 0!==u&&!1===Array.isArray(n))Array.isArray(e)===Array.isArray(n)?(a&&t.push({op:\"test\",path:o+\"/\"+p.escapePathComponent(v),value:p._deepClone(u)}),t.push({op:\"remove\",path:o+\"/\"+p.escapePathComponent(v)}),c=!0):(a&&t.push({op:\"test\",path:o,value:e}),t.push({op:\"replace\",path:o,value:n}),!0);else{var l=n[v];\"object\"==typeof u&&null!=u&&\"object\"==typeof l&&null!=l?w(u,l,t,o+\"/\"+p.escapePathComponent(v),a):u!==l&&(!0,a&&t.push({op:\"test\",path:o+\"/\"+p.escapePathComponent(v),value:p._deepClone(u)}),t.push({op:\"replace\",path:o+\"/\"+p.escapePathComponent(v),value:p._deepClone(l)}))}}if(c||r.length!=s.length)for(i=0;i<r.length;i++){var v=r[i];p.hasOwnProperty(e,v)||void 0===n[v]||t.push({op:\"add\",path:o+\"/\"+p.escapePathComponent(v),value:p._deepClone(n[v])})}}}function b(e,n,t){void 0===t&&(t=!1);var o=[];return w(e,n,o,\"\",t),o}t.unobserve=h,t.observe=d,t.generate=f,t.compare=b;var y=e(\"b2f693e532\"),m=e(\"cb21060ee5\");t.default=r({},y,{unobserve:h,observe:d,generate:f,compare:b,JsonPatchError:m.PatchError,deepClone:p._deepClone,escapePathComponent:p.escapePathComponent,unescapePathComponent:m.unescapePathComponent})},\n",
       "      \"cb21060ee5\": function _(r,e,t,n,o){\n",
       "      /*!\n",
       "           * https://github.com/Starcounter-Jack/JSON-Patch\n",
       "           * (c) 2017 Joachim Wester\n",
       "           * MIT license\n",
       "           */\n",
       "      var i,f=this&&this.__extends||(i=function(r,e){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(r,e){r.__proto__=e}||function(r,e){for(var t in e)e.hasOwnProperty(t)&&(r[t]=e[t])},i(r,e)},function(r,e){function t(){this.constructor=r}i(r,e),r.prototype=null===e?Object.create(e):(t.prototype=e.prototype,new t)});n();var u=Object.prototype.hasOwnProperty;function a(r,e){return u.call(r,e)}function c(r){if(Array.isArray(r)){for(var e=new Array(r.length),t=0;t<e.length;t++)e[t]=\"\"+t;return e}if(Object.keys)return Object.keys(r);e=[];for(var n in r)a(r,n)&&e.push(n);return e}function p(r){return-1===r.indexOf(\"/\")&&-1===r.indexOf(\"~\")?r:r.replace(/~/g,\"~0\").replace(/\\//g,\"~1\")}function s(r,e){var t;for(var n in r)if(a(r,n)){if(r[n]===e)return p(n)+\"/\";if(\"object\"==typeof r[n]&&\"\"!=(t=s(r[n],e)))return p(n)+\"/\"+t}return\"\"}function h(r,e){var t=[r];for(var n in e){var o=\"object\"==typeof e[n]?JSON.stringify(e[n],null,2):e[n];void 0!==o&&t.push(n+\": \"+o)}return t.join(\"\\n\")}t.hasOwnProperty=a,t._objectKeys=c,t._deepClone=function(r){switch(typeof r){case\"object\":return JSON.parse(JSON.stringify(r));case\"undefined\":return null;default:return r}},t.isInteger=function(r){for(var e,t=0,n=r.length;t<n;){if(!((e=r.charCodeAt(t))>=48&&e<=57))return!1;t++}return!0},t.escapePathComponent=p,t.unescapePathComponent=function(r){return r.replace(/~1/g,\"/\").replace(/~0/g,\"~\")},t._getPathRecursive=s,t.getPath=function(r,e){if(r===e)return\"/\";var t=s(r,e);if(\"\"===t)throw new Error(\"Object not found in root\");return\"/\"+t},t.hasUndefined=function r(e){if(void 0===e)return!0;if(e)if(Array.isArray(e)){for(var t=0,n=e.length;t<n;t++)if(r(e[t]))return!0}else if(\"object\"==typeof e){var o=c(e),i=o.length;for(t=0;t<i;t++)if(r(e[o[t]]))return!0}return!1};var y=function(r){function e(e,t,n,o,i){var f=this.constructor,u=r.call(this,h(e,{name:t,index:n,operation:o,tree:i}))||this;return u.name=t,u.index=n,u.operation=o,u.tree=i,Object.setPrototypeOf(u,f.prototype),u.message=h(e,{name:t,index:n,operation:o,tree:i}),u}return f(e,r),e}(Error);t.PatchError=y},\n",
       "      \"b2f693e532\": function _(e,t,o,r,n){r();var a=e(\"0c8122087b\"),i=e(\"cb21060ee5\");o.JsonPatchError=i.PatchError,o.deepClone=i._deepClone;var p={add:function(e,t,o){return e[t]=this.value,{newDocument:o}},remove:function(e,t,o){var r=e[t];return delete e[t],{newDocument:o,removed:r}},replace:function(e,t,o){var r=e[t];return e[t]=this.value,{newDocument:o,removed:r}},move:function(e,t,o){var r=h(o,this.path);r&&(r=i._deepClone(r));var n=c(o,{op:\"remove\",path:this.from}).removed;return c(o,{op:\"add\",path:this.path,value:n}),{newDocument:o,removed:r}},copy:function(e,t,o){var r=h(o,this.from);return c(o,{op:\"add\",path:this.path,value:i._deepClone(r)}),{newDocument:o}},test:function(e,t,o){return{newDocument:o,test:a(e[t],this.value)}},_get:function(e,t,o){return this.value=e[t],{newDocument:o}}},s={add:function(e,t,o){return i.isInteger(t)?e.splice(t,0,this.value):e[t]=this.value,{newDocument:o,index:t}},remove:function(e,t,o){return{newDocument:o,removed:e.splice(t,1)[0]}},replace:function(e,t,o){var r=e[t];return e[t]=this.value,{newDocument:o,removed:r}},move:p.move,copy:p.copy,test:p.test,_get:p._get};function h(e,t){if(\"\"==t)return e;var o={op:\"_get\",path:t};return c(e,o),o.value}function c(e,t,r,n,c,u){if(void 0===r&&(r=!1),void 0===n&&(n=!0),void 0===c&&(c=!0),void 0===u&&(u=0),r&&(\"function\"==typeof r?r(t,0,e,t.path):d(t,0)),\"\"===t.path){var f={newDocument:e};if(\"add\"===t.op)return f.newDocument=t.value,f;if(\"replace\"===t.op)return f.newDocument=t.value,f.removed=e,f;if(\"move\"===t.op||\"copy\"===t.op)return f.newDocument=h(e,t.from),\"move\"===t.op&&(f.removed=e),f;if(\"test\"===t.op){if(f.test=a(e,t.value),!1===f.test)throw new o.JsonPatchError(\"Test operation failed\",\"TEST_OPERATION_FAILED\",u,t,e);return f.newDocument=e,f}if(\"remove\"===t.op)return f.removed=e,f.newDocument=null,f;if(\"_get\"===t.op)return t.value=e,f;if(r)throw new o.JsonPatchError(\"Operation `op` property is not one of operations defined in RFC-6902\",\"OPERATION_OP_INVALID\",u,t,e);return f}n||(e=i._deepClone(e));var l=(t.path||\"\").split(\"/\"),v=e,E=1,_=l.length,O=void 0,w=void 0,A=void 0;for(A=\"function\"==typeof r?r:d;;){if(w=l[E],c&&\"__proto__\"==w)throw new TypeError(\"JSON-Patch: modifying `__proto__` prop is banned for security reasons, if this was on purpose, please set `banPrototypeModifications` flag false and pass it to this function. 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       "      \"0c8122087b\": function _(r,t,e,n,f){var i=Array.isArray,o=Object.keys,u=Object.prototype.hasOwnProperty;t.exports=function r(t,e){if(t===e)return!0;if(t&&e&&\"object\"==typeof t&&\"object\"==typeof e){var n,f,a,c=i(t),g=i(e);if(c&&g){if((f=t.length)!=e.length)return!1;for(n=f;0!=n--;)if(!r(t[n],e[n]))return!1;return!0}if(c!=g)return!1;var p=t instanceof Date,s=e instanceof Date;if(p!=s)return!1;if(p&&s)return t.getTime()==e.getTime();var y=t instanceof RegExp,l=e instanceof RegExp;if(y!=l)return!1;if(y&&l)return t.toString()==e.toString();var h=o(t);if((f=h.length)!==o(e).length)return!1;for(n=f;0!=n--;)if(!u.call(e,h[n]))return!1;for(n=f;0!=n--;)if(!r(t[a=h[n]],e[a]))return!1;return!0}return t!=t&&e!=e}},\n",
       "      \"f36a5fb453\": function _(e,i,t,n,s){n();const d=e(\"@bokehjs/models/layouts/html_box\"),a=e(\"80a6464b1f\"),l=window.Jupyter;class r extends a.PanelHTMLBoxView{constructor(){super(...arguments),this.rendered=!1}async lazy_initialize(){let e;if(await super.lazy_initialize(),null!=l&&null!=l.notebook)e=l.notebook.kernel.widget_manager;else{if(null==window.PyViz.widget_manager)return void console.warn(\"Panel IPyWidget model could not find a WidgetManager\");e=window.PyViz.widget_manager}this.manager=e;const{spec:i,state:t}=this.model.bundle,n=(await e.set_state(t)).find((e=>e.model_id==i.model_id));if(null!=n){const e=await this.manager.create_view(n,{el:this.el});if(this.ipyview=e,e.children_views)for(const i of e.children_views.views)await i}}render(){super.render(),null!=this.ipyview&&(this.el.appendChild(this.ipyview.el),this.rendered||this.ipyview.trigger(\"displayed\",this.ipyview)),this.rendered=!0}has_finished(){return this.rendered&&super.has_finished()}}t.IPyWidgetView=r,r.__name__=\"IPyWidgetView\";class o extends d.HTMLBox{constructor(e){super(e)}static init_IPyWidget(){this.prototype.default_view=r,this.define((({Any:e})=>({bundle:[e,{}]})))}}t.IPyWidget=o,o.__name__=\"IPyWidget\",o.__module__=\"panel.models.ipywidget\",o.init_IPyWidget()},\n",
       "      \"0d30bea0c8\": function _(e,t,r,s,n){s();const i=e(\"tslib\"),o=e(\"@bokehjs/core/kinds\"),d=e(\"@bokehjs/models/widgets/markup\"),l=(0,i.__importDefault)(e(\"18bba7b7e1\")),a=e(\"80a6464b1f\");class h extends a.PanelMarkupView{connect_signals(){super.connect_signals();const{depth:e,hover_preview:t,theme:r}=this.model.properties;this.on_change([e,t,r],(()=>this.render()))}render(){super.render();const e=this.model.text.replace(/(\\r\\n|\\n|\\r)/gm,\"\");let t;try{t=window.JSON.parse(e)}catch(e){return void(this.markup_el.innerHTML=\"<b>Invalid JSON:</b> \"+e.toString())}const r={hoverPreviewEnabled:this.model.hover_preview,theme:this.model.theme},s=null==this.model.depth?1/0:this.model.depth,n=new l.default(t,s,r).render();let i=\"border-radius: 5px; padding: 10px;\";\"dark\"==this.model.theme?n.style.cssText=\"background-color: rgb(30, 30, 30);\"+i:n.style.cssText=i,this.markup_el.append(n)}}r.JSONView=h,h.__name__=\"JSONView\",r.JSONTheme=(0,o.Enum)(\"dark\",\"light\");class p extends d.Markup{constructor(e){super(e)}static init_JSON(){this.prototype.default_view=h,this.define((({Boolean:e,Int:t,Nullable:s})=>({depth:[s(t),1],hover_preview:[e,!1],theme:[r.JSONTheme,\"dark\"]})))}}r.JSON=p,p.__name__=\"JSON\",p.__module__=\"panel.models.markup\",p.init_JSON()},\n",
       "      \"18bba7b7e1\": function _(t,e,r,n,o){function i(t){return null===t?\"null\":typeof t}function s(t){return!!t&&\"object\"==typeof t}function a(t){if(void 0===t)return\"\";if(null===t)return\"Object\";if(\"object\"==typeof t&&!t.constructor)return\"Object\";var e=/function ([^(]*)/.exec(t.constructor.toString());return e&&e.length>1?e[1]:\"\"}function f(t,e,r){return\"null\"===t||\"undefined\"===t?t:(\"string\"!==t&&\"stringifiable\"!==t||(r='\"'+r.replace(/\"/g,'\\\\\"')+'\"'),\"function\"===t?e.toString().replace(/[\\r\\n]/g,\"\").replace(/\\{.*\\}/,\"\")+\"{\\u2026}\":r)}function m(t){var e=\"\";return s(t)?(e=a(t),Array.isArray(t)&&(e+=\"[\"+t.length+\"]\")):e=f(i(t),t,t),e}function l(t){return\"json-formatter-\"+t}function d(t,e,r){var n=document.createElement(t);return e&&n.classList.add(l(e)),void 0!==r&&(r instanceof Node?n.appendChild(r):n.appendChild(document.createTextNode(String(r)))),n}n(),function(t){if(\"undefined\"!=typeof window){var e=document.createElement(\"style\");e.setAttribute(\"media\",\"screen\"),e.innerHTML=t,document.head.appendChild(e)}}('.json-formatter-row {\\n  font-family: monospace;\\n}\\n.json-formatter-row,\\n.json-formatter-row a,\\n.json-formatter-row a:hover {\\n  color: black;\\n  text-decoration: none;\\n}\\n.json-formatter-row .json-formatter-row {\\n  margin-left: 1rem;\\n}\\n.json-formatter-row .json-formatter-children.json-formatter-empty {\\n  opacity: 0.5;\\n  margin-left: 1rem;\\n}\\n.json-formatter-row .json-formatter-children.json-formatter-empty:after {\\n  display: none;\\n}\\n.json-formatter-row .json-formatter-children.json-formatter-empty.json-formatter-object:after {\\n  content: \"No properties\";\\n}\\n.json-formatter-row .json-formatter-children.json-formatter-empty.json-formatter-array:after {\\n  content: \"[]\";\\n}\\n.json-formatter-row .json-formatter-string,\\n.json-formatter-row .json-formatter-stringifiable {\\n  color: green;\\n  white-space: pre;\\n  word-wrap: break-word;\\n}\\n.json-formatter-row .json-formatter-number {\\n  color: blue;\\n}\\n.json-formatter-row .json-formatter-boolean {\\n  color: red;\\n}\\n.json-formatter-row .json-formatter-null {\\n  color: #855A00;\\n}\\n.json-formatter-row .json-formatter-undefined {\\n  color: #ca0b69;\\n}\\n.json-formatter-row .json-formatter-function {\\n  color: #FF20ED;\\n}\\n.json-formatter-row .json-formatter-date {\\n  background-color: rgba(0, 0, 0, 0.05);\\n}\\n.json-formatter-row .json-formatter-url {\\n  text-decoration: underline;\\n  color: blue;\\n  cursor: pointer;\\n}\\n.json-formatter-row .json-formatter-bracket {\\n  color: blue;\\n}\\n.json-formatter-row .json-formatter-key {\\n  color: #00008B;\\n  padding-right: 0.2rem;\\n}\\n.json-formatter-row .json-formatter-toggler-link {\\n  cursor: pointer;\\n}\\n.json-formatter-row .json-formatter-toggler {\\n  line-height: 1.2rem;\\n  font-size: 0.7rem;\\n  vertical-align: middle;\\n  opacity: 0.6;\\n  cursor: pointer;\\n  padding-right: 0.2rem;\\n}\\n.json-formatter-row .json-formatter-toggler:after {\\n  display: inline-block;\\n  transition: transform 100ms ease-in;\\n  content: \"\\u25ba\";\\n}\\n.json-formatter-row > a > .json-formatter-preview-text {\\n  opacity: 0;\\n  transition: opacity 0.15s ease-in;\\n  font-style: italic;\\n}\\n.json-formatter-row:hover > a > .json-formatter-preview-text {\\n  opacity: 0.6;\\n}\\n.json-formatter-row.json-formatter-open > .json-formatter-toggler-link .json-formatter-toggler:after {\\n  transform: rotate(90deg);\\n}\\n.json-formatter-row.json-formatter-open > .json-formatter-children:after {\\n  display: inline-block;\\n}\\n.json-formatter-row.json-formatter-open > a > .json-formatter-preview-text {\\n  display: none;\\n}\\n.json-formatter-row.json-formatter-open.json-formatter-empty:after {\\n  display: block;\\n}\\n.json-formatter-dark.json-formatter-row {\\n  font-family: 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0.2rem;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-toggler-link {\\n  cursor: pointer;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-toggler {\\n  line-height: 1.2rem;\\n  font-size: 0.7rem;\\n  vertical-align: middle;\\n  opacity: 0.6;\\n  cursor: pointer;\\n  padding-right: 0.2rem;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-toggler:after {\\n  display: inline-block;\\n  transition: transform 100ms ease-in;\\n  content: \"\\u25ba\";\\n}\\n.json-formatter-dark.json-formatter-row > a > .json-formatter-preview-text {\\n  opacity: 0;\\n  transition: opacity 0.15s ease-in;\\n  font-style: italic;\\n}\\n.json-formatter-dark.json-formatter-row:hover > a > .json-formatter-preview-text {\\n  opacity: 0.6;\\n}\\n.json-formatter-dark.json-formatter-row.json-formatter-open > .json-formatter-toggler-link .json-formatter-toggler:after {\\n  transform: rotate(90deg);\\n}\\n.json-formatter-dark.json-formatter-row.json-formatter-open > 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0===this.config.hoverPreviewArrayCount&&(this.config.hoverPreviewArrayCount=u.hoverPreviewArrayCount),void 0===this.config.hoverPreviewFieldCount&&(this.config.hoverPreviewFieldCount=u.hoverPreviewFieldCount),void 0===this.config.useToJSON&&(this.config.useToJSON=u.useToJSON),\"\"===this.key&&(this.key='\"\"')}return Object.defineProperty(t.prototype,\"isOpen\",{get:function(){return null!==this._isOpen?this._isOpen:this.open>0},set:function(t){this._isOpen=t},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"isDate\",{get:function(){return this.json instanceof Date||\"string\"===this.type&&(c.test(this.json)||j.test(this.json)||p.test(this.json))},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"isUrl\",{get:function(){return\"string\"===this.type&&0===this.json.indexOf(\"http\")},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"isArray\",{get:function(){return Array.isArray(this.json)},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"isObject\",{get:function(){return s(this.json)},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"isEmptyObject\",{get:function(){return!this.keys.length&&!this.isArray},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"isEmpty\",{get:function(){return this.isEmptyObject||this.keys&&!this.keys.length&&this.isArray},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"useToJSON\",{get:function(){return this.config.useToJSON&&\"stringifiable\"===this.type},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"hasKey\",{get:function(){return void 0!==this.key},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"constructorName\",{get:function(){return a(this.json)},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"type\",{get:function(){return this.config.useToJSON&&this.json&&this.json.toJSON?\"stringifiable\":i(this.json)},enumerable:!0,configurable:!0}),Object.defineProperty(t.prototype,\"keys\",{get:function(){if(this.isObject){var t=Object.keys(this.json);return!this.isArray&&this.config.sortPropertiesBy?t.sort(this.config.sortPropertiesBy):t}return[]},enumerable:!0,configurable:!0}),t.prototype.toggleOpen=function(){this.isOpen=!this.isOpen,this.element&&(this.isOpen?this.appendChildren(this.config.animateOpen):this.removeChildren(this.config.animateClose),this.element.classList.toggle(l(\"open\")))},t.prototype.openAtDepth=function(t){void 0===t&&(t=1),t<0||(this.open=t,this.isOpen=0!==t,this.element&&(this.removeChildren(!1),0===t?this.element.classList.remove(l(\"open\")):(this.appendChildren(this.config.animateOpen),this.element.classList.add(l(\"open\")))))},t.prototype.getInlinepreview=function(){var t=this;if(this.isArray)return this.json.length>this.config.hoverPreviewArrayCount?\"Array[\"+this.json.length+\"]\":\"[\"+this.json.map(m).join(\", \")+\"]\";var e=this.keys,r=e.slice(0,this.config.hoverPreviewFieldCount).map((function(e){return e+\":\"+m(t.json[e])})),n=e.length>=this.config.hoverPreviewFieldCount?\"\\u2026\":\"\";return\"{\"+r.join(\", \")+n+\"}\"},t.prototype.render=function(){this.element=d(\"div\",\"row\");var t=this.isObject?d(\"a\",\"toggler-link\"):d(\"span\");if(this.isObject&&!this.useToJSON&&t.appendChild(d(\"span\",\"toggler\")),this.hasKey&&t.appendChild(d(\"span\",\"key\",this.key+\":\")),this.isObject&&!this.useToJSON){var e=d(\"span\",\"value\"),r=d(\"span\"),n=d(\"span\",\"constructor-name\",this.constructorName);if(r.appendChild(n),this.isArray){var 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e=this.element.querySelector(\"div.\"+l(\"children\"));if(t){var r=0,n=function(){e&&e.children.length&&(e.removeChild(e.children[0]),(r+=1)>10?n():h(n))};h(n)}else e&&(e.innerHTML=\"\")},t}();r.default=g},\n",
       "      \"5379466860\": function _(e,t,s,o,i){o();const n=e(\"@bokehjs/core/bokeh_events\"),d=e(\"@bokehjs/models/layouts/html_box\"),a=e(\"80a6464b1f\");class h extends n.ModelEvent{constructor(e){super(),this.data=e,this.event_name=\"json_edit\"}_to_json(){return{model:this.origin,data:this.data}}}s.JSONEditEvent=h,h.__name__=\"JSONEditEvent\";class m extends a.PanelHTMLBoxView{connect_signals(){super.connect_signals();const{data:e,disabled:t,templates:s,menu:o,mode:i,search:n,schema:d}=this.model.properties;this.on_change([e],(()=>this.editor.update(this.model.data))),this.on_change([s],(()=>{this.editor.options.templates=this.model.templates})),this.on_change([o],(()=>{this.editor.options.menu=this.model.menu})),this.on_change([n],(()=>{this.editor.options.search=this.model.search})),this.on_change([d],(()=>{this.editor.options.schema=this.model.schema})),this.on_change([t,i],(()=>{const e=this.model.disabled?\"view\":this.model.mode;this.editor.setMode(e)}))}remove(){super.remove(),this.editor.destroy()}render(){super.render();const e=this.model.disabled?\"view\":this.model.mode;this.editor=new window.JSONEditor(this.el,{menu:this.model.menu,mode:e,onChangeJSON:e=>{this.model.data=e},onSelectionChange:(e,t)=>{this.model.selection=[e,t]},search:this.model.search,schema:this.model.schema,templates:this.model.templates}),this.editor.set(this.model.data)}}s.JSONEditorView=m,m.__name__=\"JSONEditorView\";class r extends d.HTMLBox{constructor(e){super(e)}static init_JSONEditor(){this.prototype.default_view=m,this.define((({Any:e,Array:t,Boolean:s,String:o})=>({data:[e,{}],mode:[o,\"tree\"],menu:[s,!0],search:[s,!0],selection:[t(e),[]],schema:[e,null],templates:[t(e),[]]})))}}s.JSONEditor=r,r.__name__=\"JSONEditor\",r.__module__=\"panel.models.jsoneditor\",r.init_JSONEditor()},\n",
       "      \"1767172ffa\": function _(e,t,i,s,l){s();const n=e(\"tslib\"),o=e(\"@bokehjs/models/widgets/input_widget\"),a=(0,n.__importStar)(e(\"@bokehjs/styles/buttons.css\")),h=a,d=e(\"@bokehjs/core/dom\"),_=e(\"@bokehjs/core/enums\");class r extends o.InputWidgetView{constructor(){super(...arguments),this._downloadable=!1,this._embed=!1,this._prev_href=\"\",this._prev_download=\"\"}initialize(){super.initialize(),this.model.data&&this.model.filename&&(this._embed=!0)}connect_signals(){super.connect_signals(),this.connect(this.model.properties.button_type.change,(()=>this._update_button_style())),this.connect(this.model.properties.filename.change,(()=>this._update_download())),this.connect(this.model.properties._transfers.change,(()=>this._handle_click())),this.connect(this.model.properties.label.change,(()=>this._update_label())),this.connect(this.model.properties.disabled.change,(()=>this.set_disabled()))}render(){super.render(),this.group_el.style.display=\"flex\",this.group_el.style.alignItems=\"stretch\",this.anchor_el=document.createElement(\"a\"),this._update_button_style(),this._update_label(),this.model.disabled?(this.anchor_el.setAttribute(\"disabled\",\"\"),this._downloadable=!1):(this.anchor_el.removeAttribute(\"disabled\"),this._prev_download&&(this.anchor_el.download=this._prev_download),this._prev_href&&(this.anchor_el.href=this._prev_href),this.anchor_el.download&&this.anchor_el.download&&(this._downloadable=!0)),this._embed?this._make_link_downloadable():(this._click_listener=this._increment_clicks.bind(this),this.anchor_el.addEventListener(\"click\",this._click_listener)),this.group_el.appendChild(this.anchor_el),this.input_el=(0,d.input)({type:\"bk_btn, bk_btn_type\"}),this.input_el.addEventListener(\"change\",(()=>this.change_input()))}styles(){return[...super.styles(),a.default]}_increment_clicks(){this.model.clicks=this.model.clicks+1}_handle_click(){!this.model.auto&&this._downloadable||(this._make_link_downloadable(),!this._embed&&this.model.auto&&(this.anchor_el.removeEventListener(\"click\",this._click_listener),this.anchor_el.click(),this.anchor_el.removeAttribute(\"href\"),this.anchor_el.removeAttribute(\"download\"),this.anchor_el.addEventListener(\"click\",this._click_listener)),this._prev_href=this.anchor_el.getAttribute(\"href\"),this._prev_download=this.anchor_el.getAttribute(\"download\"))}_make_link_downloadable(){this._update_href(),this._update_download(),this.anchor_el.download&&this.anchor_el.href&&(this._downloadable=!0)}_update_href(){if(this.model.data){const e=function(e){const t=atob(e.split(\",\")[1]),i=e.split(\",\")[0].split(\":\")[1].split(\";\")[0],s=new ArrayBuffer(t.length),l=new Uint8Array(s);for(let e=0;e<t.length;e++)l[e]=t.charCodeAt(e);return new Blob([s],{type:i})}(this.model.data);this.anchor_el.href=URL.createObjectURL(e)}}_update_download(){this.model.filename&&(this.anchor_el.download=this.model.filename)}_update_label(){this.anchor_el.textContent=this.model.label}_update_button_style(){const e=h[`btn_${this.model.button_type}`];if(this.anchor_el.hasAttribute(\"class\")){const t=this.anchor_el.classList.item(1);t&&this.anchor_el.classList.replace(t,e)}else this.anchor_el.classList.add(h.btn),this.anchor_el.classList.add(e)}set_disabled(){this.model.disabled?this.anchor_el.setAttribute(\"disabled\",\"\"):this.anchor_el.removeAttribute(\"disabled\")}}i.FileDownloadView=r,r.__name__=\"FileDownloadView\";class c extends o.InputWidget{constructor(e){super(e)}static init_FileDownload(){this.prototype.default_view=r,this.define((({Boolean:e,Int:t,Nullable:i,String:s})=>({auto:[e,!1],clicks:[t,0],data:[i(s),null],label:[s,\"Download\"],filename:[i(s),null],button_type:[_.ButtonType,\"default\"],_transfers:[t,0]}))),this.override({title:\"\"})}}i.FileDownload=c,c.__name__=\"FileDownload\",c.__module__=\"panel.models.widgets\",c.init_FileDownload()},\n",
       "      \"7b859fb3cf\": function _(e,t,i,a,n){a();const s=e(\"@bokehjs/models/widgets/markup\"),r=e(\"80a6464b1f\");class l extends r.PanelMarkupView{render(){super.render(),this.markup_el.innerHTML=this.model.text,window.renderMathInElement&&window.renderMathInElement(this.el,{delimiters:[{left:\"$$\",right:\"$$\",display:!0},{left:\"\\\\[\",right:\"\\\\]\",display:!0},{left:\"$\",right:\"$\",display:!1},{left:\"\\\\(\",right:\"\\\\)\",display:!1}]})}}i.KaTeXView=l,l.__name__=\"KaTeXView\";class d extends s.Markup{constructor(e){super(e)}static init_KaTeX(){this.prototype.default_view=l}}i.KaTeX=d,d.__name__=\"KaTeX\",d.__module__=\"panel.models.katex\",d.init_KaTeX()},\n",
       "      \"0c52a301f3\": function _(e,o,t,i,h){i();const a=e(\"@bokehjs/core/view\"),s=e(\"@bokehjs/model\");class n extends a.View{initialize(){super.initialize(),this.model.pathname=window.location.pathname,this.model.search=window.location.search,this.model.hash=window.location.hash,this.model.href=window.location.href,this.model.hostname=window.location.hostname,this.model.protocol=window.location.protocol,this.model.port=window.location.port,this._hash_listener=()=>{this.model.hash=window.location.hash},window.addEventListener(\"hashchange\",this._hash_listener)}connect_signals(){super.connect_signals(),this.connect(this.model.properties.pathname.change,(()=>this.update(\"pathname\"))),this.connect(this.model.properties.search.change,(()=>this.update(\"search\"))),this.connect(this.model.properties.hash.change,(()=>this.update(\"hash\"))),this.connect(this.model.properties.reload.change,(()=>this.update(\"reload\")))}remove(){super.remove(),window.removeEventListener(\"hashchange\",this._hash_listener)}update(e){this.model.reload&&\"reload\"!==e?(\"pathname\"==e&&(window.location.pathname=this.model.pathname),\"search\"==e&&(window.location.search=this.model.search),\"hash\"==e&&(window.location.hash=this.model.hash)):(window.history.pushState({},\"\",`${this.model.pathname}${this.model.search}${this.model.hash}`),this.model.href=window.location.href,\"reload\"===e&&window.location.reload())}}t.LocationView=n,n.__name__=\"LocationView\";class l extends s.Model{constructor(e){super(e)}static init_Location(){this.prototype.default_view=n,this.define((({Boolean:e,String:o})=>({href:[o,\"\"],hostname:[o,\"\"],pathname:[o,\"\"],protocol:[o,\"\"],port:[o,\"\"],search:[o,\"\"],hash:[o,\"\"],reload:[e,!1]})))}}t.Location=l,l.__name__=\"Location\",l.__module__=\"panel.models.location\",l.init_Location()},\n",
       "      \"0c21036737\": function _(e,t,a,i,s){i();const h=e(\"@bokehjs/models/widgets/markup\"),_=e(\"80a6464b1f\");class n extends _.PanelMarkupView{initialize(){super.initialize(),this._hub=window.MathJax.Hub,this._hub.Config({tex2jax:{inlineMath:[[\"$\",\"$\"],[\"\\\\(\",\"\\\\)\"]]}})}render(){super.render(),this._hub&&(this.markup_el.innerHTML=this.model.text,this._hub.Queue([\"Typeset\",this._hub,this.markup_el]))}}a.MathJaxView=n,n.__name__=\"MathJaxView\";class u extends h.Markup{constructor(e){super(e)}static init_MathJax(){this.prototype.default_view=n}}a.MathJax=u,u.__name__=\"MathJax\",u.__module__=\"panel.models.mathjax\",u.init_MathJax()},\n",
       "      \"4ae96bd77b\": function _(e,t,s,i,n){i();const l=e(\"@bokehjs/models/layouts/html_box\"),o=e(\"@bokehjs/core/dom\"),r=e(\"@bokehjs/models/sources/column_data_source\"),a=e(\"80a6464b1f\"),c={\"material-dark\":\"Material Dark\",material:\"Material Light\",\"material-dense\":\"Material Light\",\"material-dense-dark\":\"Material Dark\",vaporwave:\"Vaporwave\",solarized:\"Solarized\",\"solarized-dark\":\"Solarized Dark\",monokai:\"Monokai\"},h={datagrid:\"Datagrid\",d3_x_bar:\"X Bar\",d3_y_bar:\"Y Bar\",d3_xy_line:\"X/Y Line\",d3_y_line:\"Y Line\",d3_y_area:\"Y Area\",d3_y_scatter:\"Y Scatter\",d3_xy_scatter:\"X/Y Scatter\",d3_treemap:\"Treemap\",d3_candlestick:\"Candlestick\",d3_sunburst:\"Sunburst\",d3_heatmap:\"Heatmap\",d3_ohlc:\"OHLC\"};function p(e){const t={};return Object.keys(e).forEach((s=>{t[e[s]]=s})),t}const _=p(h),d=p(c);class m extends a.PanelHTMLBoxView{constructor(){super(...arguments),this._updating=!1,this._config_listener=null,this._current_config=null,this._event_listener=null,this._loaded=!1}connect_signals(){super.connect_signals(),this.connect(this.model.source.properties.data.change,(()=>this.setData())),this.connect(this.model.properties.toggle_config.change,(()=>{this.perspective_element.toggleConfig(),this.fix_layout()})),this.connect(this.model.properties.columns.change,(()=>{this.perspective_element.restore({columns:this.model.columns})})),this.connect(this.model.properties.expressions.change,(()=>{this.perspective_element.restore({expressions:this.model.expressions})})),this.connect(this.model.properties.split_by.change,(()=>{this.perspective_element.restore({split_by:this.model.split_by})})),this.connect(this.model.properties.group_by.change,(()=>{this.perspective_element.restore({group_by:this.model.group_by})})),this.connect(this.model.properties.aggregates.change,(()=>{this.perspective_element.restore({aggregates:this.model.aggregates})})),this.connect(this.model.properties.filters.change,(()=>{this.perspective_element.restore({filter:this.model.filters})})),this.connect(this.model.properties.sort.change,(()=>{this.perspective_element.restore({sort:this.model.sort})})),this.connect(this.model.properties.plugin.change,(()=>{this.perspective_element.restore({plugin:h[this.model.plugin]})})),this.connect(this.model.properties.selectable.change,(()=>{this.perspective_element.restore({plugin_config:Object.assign(Object.assign({},this._current_config),{selectable:this.model.selectable})})})),this.connect(this.model.properties.editable.change,(()=>{this.perspective_element.restore({plugin_config:Object.assign(Object.assign({},this._current_config),{editable:this.model.editable})})})),this.connect(this.model.properties.theme.change,(()=>{this.perspective_element.restore({theme:c[this.model.theme]}).catch((()=>{}))})),null!=this.model.document&&(this._event_listener=e=>this.on_event(e),this.model.document.on_change(this._event_listener))}disconnect_signals(){null!=this._config_listener&&this.perspective_element.removeEventListener(\"perspective-config-update\",this._config_listener),this._config_listener=null,null!=this.model.document&&null!=this._event_listener&&this.model.document.remove_on_change(this._event_listener),this._event_listener=null,super.disconnect_signals()}async render(){super.render(),this.worker=window.perspective.worker(),this.table=await this.worker.table(this.model.schema),this.table.update(this.data);const e=(0,o.div)({class:\"pnx-perspective-viewer\",style:{zIndex:0}});(0,a.set_size)(e,this.model),e.innerHTML=\"<perspective-viewer style='height:100%; width:100%;'></perspective-viewer>\",this.perspective_element=e.children[0],this.perspective_element.resetThemes([...Object.values(c)]).catch((()=>{})),(0,a.set_size)(this.perspective_element,this.model),this.el.appendChild(e),this.perspective_element.load(this.table);const t=Object.assign(Object.assign({},this.model.plugin_config),{editable:this.model.editable,selectable:this.model.selectable});this.perspective_element.restore({aggregates:this.model.aggregates,columns:this.model.columns,expressions:this.model.expressions,filter:this.model.filters,split_by:this.model.split_by,group_by:this.model.group_by,plugin:h[this.model.plugin],plugin_config:t,sort:this.model.sort,theme:c[this.model.theme]}).catch((()=>{})),this._config_listener=()=>this.sync_config(),this._current_config=await this.perspective_element.save(),this.model.toggle_config&&this.perspective_element.toggleConfig(),this.perspective_element.addEventListener(\"perspective-config-update\",this._config_listener),this._loaded=!0,this.fix_layout()}fix_layout(){this.update_layout(),this.compute_layout(),this.invalidate_layout()}sync_config(){return this._updating||this.perspective_element.save().then((e=>{this._current_config=e;const t={};for(let s in e){let i=e[s];void 0===i||\"plugin\"==s&&\"debug\"===i||\"settings\"===s||(\"filter\"===s?s=\"filters\":\"plugin\"===s?i=_[i]:\"theme\"===s&&(i=d[i]),t[s]=i)}this._updating=!0,this.model.setv(t),this._updating=!1})),!0}on_event(e){null!=(e=e.hint)&&null!=e.column_source&&e.column_source.id==this.model.source.id&&(void 0!==e.rollover?this.stream(e.data,e.rollover):void 0!==e.patches&&this.patch(e.patches))}get data(){const e={};for(const t of this.model.source.columns())e[t]=this.model.source.get_array(t);return e}stream(e,t){this._loaded&&(null==t?this.table.update(e):this.table.replace(this.data))}patch(e){this.table.replace(this.data)}setData(){this._loaded&&this.table.load(this.data)}}s.PerspectiveView=m,m.__name__=\"PerspectiveView\";class g extends l.HTMLBox{constructor(e){super(e)}static init_Perspective(){this.prototype.default_view=m,this.define((({Any:e,Array:t,Boolean:s,Ref:i,Nullable:n,String:l})=>({aggregates:[e],columns:[t(n(l))],expressions:[n(t(l))],split_by:[n(t(l))],editable:[n(s)],filters:[n(t(e))],group_by:[n(t(l))],plugin:[l],plugin_config:[e],selectable:[n(s)],schema:[e,{}],toggle_config:[s,!0],sort:[n(t(t(l)))],source:[i(r.ColumnDataSource)],theme:[l]})))}}s.Perspective=g,g.__name__=\"Perspective\",g.__module__=\"panel.models.perspective\",g.init_Perspective()},\n",
       "      \"588a5ae70d\": function _(e,t,i,s,o){s();const l=e(\"@bokehjs/core/kinds\"),n=e(\"@bokehjs/core/dom\"),a=e(\"@bokehjs/models/widgets/widget\");function r(e){e.forEach((e=>e.style.borderStyle=\"inset\"))}function d(e){e.forEach((e=>e.style.borderStyle=\"outset\"))}class h extends a.WidgetView{constructor(){super(...arguments),this._changing=!1}connect_signals(){super.connect_signals(),this.connect(this.model.properties.direction.change,(()=>this.set_direction())),this.connect(this.model.properties.value.change,(()=>this.render())),this.connect(this.model.properties.loop_policy.change,(()=>this.set_loop_state(this.model.loop_policy))),this.connect(this.model.properties.disabled.change,(()=>this.toggle_disable())),this.connect(this.model.properties.show_loop_controls.change,(()=>{this.model.show_loop_controls&&this.loop_state.parentNode!=this.groupEl?this.groupEl.appendChild(this.loop_state):this.model.show_loop_controls||this.loop_state.parentNode!=this.groupEl||this.groupEl.removeChild(this.loop_state)}))}toggle_disable(){this.sliderEl.disabled=this.model.disabled;for(const e of this.buttonEl.children){e.disabled=this.model.disabled}for(const e of this.loop_state.children)if(\"input\"==e.tagName){e.disabled=this.model.disabled}}get_height(){return 250}render(){if(null!=this.sliderEl)return this.sliderEl.min=String(this.model.start),this.sliderEl.max=String(this.model.end),void(this.sliderEl.value=String(this.model.value));super.render(),this.groupEl=(0,n.div)(),this.groupEl.style.display=\"flex\",this.groupEl.style.flexDirection=\"column\",this.groupEl.style.alignItems=\"center\",this.sliderEl=document.createElement(\"input\"),this.sliderEl.style.width=\"100%\",this.sliderEl.setAttribute(\"type\",\"range\"),this.sliderEl.value=String(this.model.value),this.sliderEl.min=String(this.model.start),this.sliderEl.max=String(this.model.end),this.sliderEl.addEventListener(\"input\",(e=>{this.set_frame(parseInt(e.target.value),!1)})),this.sliderEl.addEventListener(\"change\",(e=>{this.set_frame(parseInt(e.target.value))}));const e=(0,n.div)();this.buttonEl=e,e.style.cssText=\"margin: 0 auto; display: flex; padding: 5px; align-items: stretch; width: 100%;\";const t=\"text-align: center; min-width: 20px; flex-grow: 1; margin: 2px\",i=\"text-align: center; min-width: 40px; flex-grow: 2; margin: 2px\",s=document.createElement(\"button\");s.style.cssText=t,s.appendChild(document.createTextNode(\"\\u2013\")),s.onclick=()=>this.slower(),e.appendChild(s);const o=document.createElement(\"button\");o.style.cssText=i,o.appendChild(document.createTextNode(\"\\u275a\\u25c0\\u25c0\")),o.onclick=()=>this.first_frame(),e.appendChild(o);const l=document.createElement(\"button\");l.style.cssText=i,l.appendChild(document.createTextNode(\"\\u275a\\u25c0\")),l.onclick=()=>this.previous_frame(),e.appendChild(l);const a=document.createElement(\"button\");a.style.cssText=i,a.appendChild(document.createTextNode(\"\\u25c0\")),a.onclick=()=>this.reverse_animation(),e.appendChild(a);const h=document.createElement(\"button\");h.style.cssText=i,h.appendChild(document.createTextNode(\"\\u275a\\u275a\")),h.onclick=()=>this.pause_animation(),e.appendChild(h);const c=document.createElement(\"button\");c.style.cssText=i,c.appendChild(document.createTextNode(\"\\u25b6\")),c.onclick=()=>this.play_animation(),e.appendChild(c);const p=document.createElement(\"button\");p.style.cssText=i,p.appendChild(document.createTextNode(\"\\u25b6\\u275a\")),p.onclick=()=>this.next_frame(),e.appendChild(p);const m=document.createElement(\"button\");m.style.cssText=i,m.appendChild(document.createTextNode(\"\\u25b6\\u25b6\\u275a\")),m.onclick=()=>this.last_frame(),e.appendChild(m);const _=document.createElement(\"button\");_.style.cssText=t,_.appendChild(document.createTextNode(\"+\")),_.onclick=()=>this.faster(),e.appendChild(_),this._toggle_reverse=()=>{d([h,c]),r([a])},this._toogle_pause=()=>{d([a,c]),r([h])},this._toggle_play=()=>{d([a,h]),r([c])},this.loop_state=document.createElement(\"form\"),this.loop_state.style.cssText=\"margin: 0 auto; display: table\";const u=document.createElement(\"input\");u.type=\"radio\",u.value=\"once\",u.name=\"state\";const g=document.createElement(\"label\");g.innerHTML=\"Once\",g.style.cssText=\"padding: 0 10px 0 5px; user-select:none;\";const f=document.createElement(\"input\");f.setAttribute(\"type\",\"radio\"),f.setAttribute(\"value\",\"loop\"),f.setAttribute(\"name\",\"state\");const v=document.createElement(\"label\");v.innerHTML=\"Loop\",v.style.cssText=\"padding: 0 10px 0 5px; user-select:none;\";const E=document.createElement(\"input\");E.setAttribute(\"type\",\"radio\"),E.setAttribute(\"value\",\"reflect\"),E.setAttribute(\"name\",\"state\");const y=document.createElement(\"label\");y.innerHTML=\"Reflect\",y.style.cssText=\"padding: 0 10px 0 5px; user-select:none;\",\"once\"==this.model.loop_policy?u.checked=!0:\"loop\"==this.model.loop_policy?f.checked=!0:E.checked=!0,this.loop_state.appendChild(u),this.loop_state.appendChild(g),this.loop_state.appendChild(f),this.loop_state.appendChild(v),this.loop_state.appendChild(E),this.loop_state.appendChild(y),this.groupEl.appendChild(this.sliderEl),this.groupEl.appendChild(e),this.model.show_loop_controls&&this.groupEl.appendChild(this.loop_state),this.toggle_disable(),this.el.appendChild(this.groupEl)}set_frame(e,t=!0){this.model.value=e,t&&(this.model.value_throttled=e),this.sliderEl.value!=String(e)&&(this.sliderEl.value=String(e))}get_loop_state(){for(var e=this.loop_state.state,t=0;t<e.length;t++){var i=e[t];if(i.checked)return i.value}return\"once\"}set_loop_state(e){for(var t=this.loop_state.state,i=0;i<t.length;i++){var s=t[i];s.value==e&&(s.checked=!0)}}next_frame(){this.set_frame(Math.min(this.model.end,this.model.value+this.model.step))}previous_frame(){this.set_frame(Math.max(this.model.start,this.model.value-this.model.step))}first_frame(){this.set_frame(this.model.start)}last_frame(){this.set_frame(this.model.end)}slower(){this.model.interval=Math.round(this.model.interval/.7),this.model.direction>0?this.play_animation():this.model.direction<0&&this.reverse_animation()}faster(){this.model.interval=Math.round(.7*this.model.interval),this.model.direction>0?this.play_animation():this.model.direction<0&&this.reverse_animation()}anim_step_forward(){if(this.model.value<this.model.end)this.next_frame();else{var e=this.get_loop_state();\"loop\"==e?this.first_frame():\"reflect\"==e?(this.last_frame(),this.reverse_animation()):(this.pause_animation(),this.last_frame())}}anim_step_reverse(){if(this.model.value>this.model.start)this.previous_frame();else{var e=this.get_loop_state();\"loop\"==e?this.last_frame():\"reflect\"==e?(this.first_frame(),this.play_animation()):(this.pause_animation(),this.first_frame())}}set_direction(){this._changing||(0===this.model.direction?this.pause_animation():1===this.model.direction?this.play_animation():-1===this.model.direction&&this.reverse_animation())}pause_animation(){this._toogle_pause(),this._changing=!0,this.model.direction=0,this._changing=!1,this.timer&&(clearInterval(this.timer),this.timer=null)}play_animation(){this.pause_animation(),this._toggle_play(),this._changing=!0,this.model.direction=1,this._changing=!1,this.timer||(this.timer=setInterval((()=>this.anim_step_forward()),this.model.interval))}reverse_animation(){this.pause_animation(),this._toggle_reverse(),this._changing=!0,this.model.direction=-1,this._changing=!1,this.timer||(this.timer=setInterval((()=>this.anim_step_reverse()),this.model.interval))}}i.PlayerView=h,h.__name__=\"PlayerView\",i.LoopPolicy=(0,l.Enum)(\"once\",\"loop\",\"reflect\");class c extends a.Widget{constructor(e){super(e)}static init_Player(){this.prototype.default_view=h,this.define((({Boolean:e,Int:t})=>({direction:[t,0],interval:[t,500],start:[t,0],end:[t,10],step:[t,1],loop_policy:[i.LoopPolicy,\"once\"],value:[t,0],value_throttled:[t,0],show_loop_controls:[e,!0]}))),this.override({width:400})}}i.Player=c,c.__name__=\"Player\",c.__module__=\"panel.models.widgets\",c.init_Player()},\n",
       "      \"42de27e56c\": function _(t,e,o,i,l){i();const s=t(\"@bokehjs/core/dom\"),r=t(\"@bokehjs/core/util/object\"),a=t(\"@bokehjs/core/util/eq\"),n=t(\"@bokehjs/models/layouts/html_box\"),p=t(\"@bokehjs/models/sources/column_data_source\"),_=t(\"99a25e6992\"),h=t(\"990b5dd5c7\"),u=t(\"80a6464b1f\"),d=(t,e,o)=>{let i=Array.isArray(e)?[]:{};if(\"click\"===o||\"hover\"===o||\"selected\"===o){const o=[];if(null==e)return null;const l=t.data;for(let t=0;t<e.points.length;t++){const i=e.points[t];let s={};for(let t in i){const e=i[t];!i.hasOwnProperty(t)||Array.isArray(e)||(0,h.isPlainObject)(e)||(s[t]=e)}null!=i&&(i.hasOwnProperty(\"curveNumber\")&&i.hasOwnProperty(\"pointNumber\")&&l[i.curveNumber].hasOwnProperty(\"customdata\")&&(s.customdata=l[i.curveNumber].customdata[i.pointNumber]),i.hasOwnProperty(\"pointNumbers\")&&(s.pointNumbers=i.pointNumbers)),o[t]=s}i.points=o}else if(\"relayout\"===o||\"restyle\"===o)for(let t in e)e.hasOwnProperty(t)&&(i[t]=e[t]);return e.hasOwnProperty(\"range\")&&(i.range=e.range),e.hasOwnProperty(\"lassoPoints\")&&(i.lassoPoints=e.lassoPoints),i};class y extends u.PanelHTMLBoxView{constructor(){super(...arguments),this._settingViewport=!1,this._plotInitialized=!1,this._reacting=!1,this._relayouting=!1,this._end_relayouting=(0,_.debounce)((()=>{this._relayouting=!1}),2e3,!1)}initialize(){super.initialize(),this._layout_wrapper=(0,s.div)({style:\"height: 100%; width: 100%;\"})}connect_signals(){super.connect_signals();const{data:t,data_sources:e,layout:o,relayout:i,restyle:l}=this.model.properties;this.on_change([t,e,o],(()=>{const t=this.model._render_count;setTimeout((()=>{this.model._render_count===t&&(this.model._render_count+=1)}),250)})),this.on_change([i],(()=>{null!=this.model.relayout&&(window.Plotly.relayout(this._layout_wrapper,this.model.relayout),this.model.relayout=null)})),this.on_change([l],(()=>{null!=this.model.restyle&&(window.Plotly.restyle(this._layout_wrapper,this.model.restyle.data,this.model.restyle.traces),this.model.restyle=null)})),this.connect(this.model.properties.viewport_update_policy.change,(()=>{this._updateSetViewportFunction()})),this.connect(this.model.properties.viewport_update_throttle.change,(()=>{this._updateSetViewportFunction()})),this.connect(this.model.properties._render_count.change,(()=>{this.plot()})),this.connect(this.model.properties.frames.change,(()=>{this.plot(!0)})),this.connect(this.model.properties.viewport.change,(()=>this._updateViewportFromProperty())),this.connect(this.model.properties.visibility.change,(()=>{this.el.style.visibility=this.model.visibility?\"visible\":\"hidden\"}))}async render(){super.render(),this.el.style.visibility=this.model.visibility?\"visible\":\"hidden\",this.el.appendChild(this._layout_wrapper),await this.plot(),window.Plotly.relayout(this._layout_wrapper,this.model.relayout)}_trace_data(){const t=[];for(let e=0;e<this.model.data.length;e++)t.push(this._get_trace(e,!1));return t}_layout_data(){const t=(0,h.deepCopy)(this.model.layout);if(this._relayouting){const{layout:e}=this._layout_wrapper;Object.keys(e).reduce(((e,o)=>{\"axis\"===o.slice(1,5)&&\"range\"in e&&(t[o].range=e.range)}),{})}return t}_install_callbacks(){this._layout_wrapper.on(\"plotly_relayout\",(t=>{!0!==t._update_from_property&&(this.model.relayout_data=d(this._layout_wrapper,t,\"relayout\"),this._updateViewportProperty(),this._end_relayouting())})),this._layout_wrapper.on(\"plotly_relayouting\",(()=>{\"mouseup\"!==this.model.viewport_update_policy&&(this._relayouting=!0,this._updateViewportProperty())})),this._layout_wrapper.on(\"plotly_restyle\",(t=>{this.model.restyle_data=d(this._layout_wrapper,t,\"restyle\"),this._updateViewportProperty()})),this._layout_wrapper.on(\"plotly_click\",(t=>{this.model.click_data=d(this._layout_wrapper,t,\"click\")})),this._layout_wrapper.on(\"plotly_hover\",(t=>{this.model.hover_data=d(this._layout_wrapper,t,\"hover\")})),this._layout_wrapper.on(\"plotly_selected\",(t=>{this.model.selected_data=d(this._layout_wrapper,t,\"selected\")})),this._layout_wrapper.on(\"plotly_clickannotation\",(t=>{delete t.event,delete t.fullAnnotation,this.model.clickannotation_data=t})),this._layout_wrapper.on(\"plotly_deselect\",(()=>{this.model.selected_data=null})),this._layout_wrapper.on(\"plotly_unhover\",(()=>{this.model.hover_data=null}))}async plot(t=!1){if(!window.Plotly)return;const e=this._trace_data(),o=this._layout_data();if(this._reacting=!0,t){const t={data:e,layout:o,config:this.model.config,frames:this.model.frames};await window.Plotly.newPlot(this._layout_wrapper,t)}else await window.Plotly.react(this._layout_wrapper,e,o,this.model.config),null!=this.model.frames&&await window.Plotly.addFrames(this._layout_wrapper,this.model.frames);var i,l;this._updateSetViewportFunction(),this._updateViewportProperty(),this._plotInitialized?(i=this._layout_wrapper,(l=window.getComputedStyle(i).display)&&\"none\"!==l&&window.Plotly.Plots.resize(this._layout_wrapper)):this._install_callbacks(),this._reacting=!1,this._plotInitialized=!0}after_layout(){super.after_layout(),(0,u.set_size)(this.el,this.model),window.Plotly&&this._plotInitialized&&window.Plotly.Plots.resize(this._layout_wrapper)}_get_trace(t,e){const o=(0,r.clone)(this.model.data[t]),i=this.model.data_sources[t];for(const t of i.columns()){let l=i.get_array(t)[0];if(null!=l.shape&&l.shape.length>1){const t=[],e=l.shape;for(let o=0;o<e[0];o++)t.push(l.slice(o*e[1],(o+1)*e[1]));l=t}let s=t.split(\".\"),r=s[s.length-1],a=o;for(let t of s.slice(0,-1))a=a[t];e&&1==s.length?a[r]=[l]:a[r]=l}return o}_updateViewportFromProperty(){if(!window.Plotly||this._settingViewport||this._reacting||!this.model.viewport)return;const t=this._layout_wrapper._fullLayout;Object.keys(this.model.viewport).reduce(((e,o)=>{if((0,a.isEqual)((0,h.get)(t,o),e))return!0;{let t=(0,h.deepCopy)(this.model.viewport);return t._update_from_property=!0,this._settingViewport=!0,window.Plotly.relayout(this.el,t).then((()=>{this._settingViewport=!1})),!1}}),{})}_updateViewportProperty(){const t=this._layout_wrapper._fullLayout;let e={};for(let o in t){if(!t.hasOwnProperty(o))continue;let i=o.slice(0,5);\"xaxis\"!==i&&\"yaxis\"!==i||(e[o+\".range\"]=(0,h.deepCopy)(t[o].range))}(0,a.isEqual)(e,this.model.viewport)||this._setViewport(e)}_updateSetViewportFunction(){\"continuous\"===this.model.viewport_update_policy||\"mouseup\"===this.model.viewport_update_policy?this._setViewport=t=>{this._settingViewport||(this._settingViewport=!0,this.model.viewport=t,this._settingViewport=!1)}:this._setViewport=(0,h.throttle)((t=>{this._settingViewport||(this._settingViewport=!0,this.model.viewport=t,this._settingViewport=!1)}),this.model.viewport_update_throttle)}}o.PlotlyPlotView=y,y.__name__=\"PlotlyPlotView\";class c extends n.HTMLBox{constructor(t){super(t)}static init_PlotlyPlot(){this.prototype.default_view=y,this.define((({Array:t,Any:e,Boolean:o,Ref:i,String:l,Nullable:s,Number:r})=>({data:[t(e),[]],layout:[e,{}],config:[e,{}],frames:[s(t(e)),null],data_sources:[t(i(p.ColumnDataSource)),[]],relayout:[s(e),{}],restyle:[s(e),{}],relayout_data:[e,{}],restyle_data:[t(e),[]],click_data:[e,{}],hover_data:[e,{}],clickannotation_data:[e,{}],selected_data:[e,{}],viewport:[e,{}],viewport_update_policy:[l,\"mouseup\"],viewport_update_throttle:[r,200],visibility:[o,!0],_render_count:[r,0]})))}}o.PlotlyPlot=c,c.__name__=\"PlotlyPlot\",c.__module__=\"panel.models.plotly\",c.init_PlotlyPlot()},\n",
       "      \"990b5dd5c7\": function _(t,n,r,e,o){e();r.get=(t,n,r)=>{const e=r=>String.prototype.split.call(n,r).filter(Boolean).reduce(((t,n)=>null!=t?t[n]:t),t),o=e(/[,[\\]]+?/)||e(/[,[\\].]+?/);return void 0===o||o===t?r:o},r.throttle=function(t,n){var r=0;return function(){var e=Number(new Date);e-r>=n&&(t(),r=e)}},r.deepCopy=function t(n){var r;if(null==n||\"object\"!=typeof n)return n;if(n instanceof Array){r=[];for(var e=0,o=n.length;e<o;e++)r[e]=t(n[e]);return r}if(n instanceof Object){const r={};for(const e in n){const o=e;n.hasOwnProperty(o)&&(r[o]=t(n[o]))}return r}throw new Error(\"Unable to copy obj! Its type isn't supported.\")},r.isPlainObject=function(t){return\"[object Object]\"===Object.prototype.toString.call(t)}},\n",
       "      \"979633320f\": function _(e,s,t,i,o){i();const l=e(\"@bokehjs/models/layouts/html_box\"),r=e(\"80a6464b1f\");class h extends l.HTMLBoxView{connect_signals(){super.connect_signals();const e=()=>{this.render(),this.root.compute_layout()};this.connect(this.model.properties.height.change,e),this.connect(this.model.properties.width.change,e),this.connect(this.model.properties.height_policy.change,e),this.connect(this.model.properties.width_policy.change,e),this.connect(this.model.properties.sizing_mode.change,e),this.connect(this.model.properties.active.change,(()=>this.setCSS())),this.connect(this.model.properties.bar_color.change,(()=>this.setCSS())),this.connect(this.model.properties.css_classes.change,(()=>this.setCSS())),this.connect(this.model.properties.value.change,(()=>this.setValue())),this.connect(this.model.properties.max.change,(()=>this.setMax()))}render(){super.render();const e=Object.assign(Object.assign({},this.model.style),{display:\"inline-block\"});this.progressEl=document.createElement(\"progress\"),this.setValue(),this.setMax(),(0,r.set_size)(this.progressEl,this.model),this.setCSS();for(const s in e)this.progressEl.style.setProperty(s,e[s]);this.el.appendChild(this.progressEl)}setCSS(){let e=this.model.css_classes.join(\" \")+\" \"+this.model.bar_color;this.model.active&&(e+=\" active\"),this.progressEl.className=e}setValue(){null==this.model.value?this.progressEl.value=0:this.model.value>=0?this.progressEl.value=this.model.value:this.model.value<0&&this.progressEl.removeAttribute(\"value\"),console.log(this.progressEl)}setMax(){null!=this.model.max&&(this.progressEl.max=this.model.max)}_update_layout(){let e=void 0!==this._prev_sizing_mode&&this._prev_sizing_mode!==this.model.sizing_mode;this._prev_sizing_mode=this.model.sizing_mode,this.layout=new r.CachedVariadicBox(this.el,this.model.sizing_mode,e),this.layout.set_sizing(this.box_sizing())}}t.ProgressView=h,h.__name__=\"ProgressView\";class n extends l.HTMLBox{constructor(e){super(e)}static init_Progress(){this.prototype.default_view=h,this.define((({Any:e,Boolean:s,Number:t,String:i})=>({active:[s,!0],bar_color:[i,\"primary\"],style:[e,{}],max:[t,100],value:[e,null]})))}}t.Progress=n,n.__name__=\"Progress\",n.__module__=\"panel.models.widgets\",n.init_Progress()},\n",
       "      \"d51a79a0a3\": function _(t,e,i,l,o){l();const s=t(\"@bokehjs/core/dom\"),n=t(\"@bokehjs/models/layouts/html_box\"),h=t(\"80a6464b1f\");class a extends h.PanelHTMLBoxView{initialize(){super.initialize(),this._container=(0,s.div)({})}connect_signals(){super.connect_signals(),this.connect(this.model.properties.disabled.change,(()=>this.quill.enable(!this.model.disabled))),this.connect(this.model.properties.text.change,(()=>{this._editing||(this._editing=!0,this.quill.enable(!1),this.quill.setContents([]),this.quill.clipboard.dangerouslyPasteHTML(this.model.text),this.quill.enable(!this.model.disabled),this._editing=!1)}));const{mode:t,toolbar:e,placeholder:i}=this.model.properties;this.on_change([i],(()=>{this.quill.root.setAttribute(\"data-placeholder\",this.model.placeholder)})),this.on_change([t,e],(()=>{this.render(),this._layout_toolbar()}))}_layout_toolbar(){if(null==this._toolbar)this.el.style.removeProperty(\"padding-top\");else{const t=this._toolbar.getBoundingClientRect().height+1;this.el.style.paddingTop=t+\"px\",this._toolbar.style.marginTop=-t+\"px\"}}render(){super.render(),this.el.appendChild(this._container);const t=\"bubble\"===this.model.mode?\"bubble\":\"snow\";this.quill=new window.Quill(this._container,{modules:{toolbar:this.model.toolbar},readOnly:!0,placeholder:this.model.placeholder,theme:t}),this._editor=this.el.querySelector(\".ql-editor\"),this._toolbar=this.el.querySelector(\".ql-toolbar\"),this.quill.clipboard.dangerouslyPasteHTML(this.model.text),this.quill.on(\"text-change\",(()=>{this._editing||(this._editing=!0,this.model.text=this._editor.innerHTML,this._editing=!1)})),this.model.disabled||this.quill.enable(!this.model.disabled)}after_layout(){super.after_layout(),this._layout_toolbar()}}i.QuillInputView=a,a.__name__=\"QuillInputView\";class d extends n.HTMLBox{constructor(t){super(t)}static init_QuillInput(){this.prototype.default_view=a,this.define((({Any:t,String:e})=>({mode:[e,\"toolbar\"],placeholder:[e,\"\"],text:[e,\"\"],toolbar:[t,null]}))),this.override({height:300})}}i.QuillInput=d,d.__name__=\"QuillInput\",d.__module__=\"panel.models.quill\",d.init_QuillInput()},\n",
       "      \"ad426de39c\": function _(e,t,n,s,i){s();const o=e(\"6f11f2ef27\"),l=e(\"4c02a9b43f\"),r=e(\"b3f51db71c\"),c=e(\"@bokehjs/core/build_views\"),a=e(\"@bokehjs/core/util/types\"),d=e(\"@bokehjs/models/layouts/html_box\"),h=e(\"@bokehjs/core/dom\"),_=e(\"@bokehjs/core/util/color\"),u=e(\"7f7d9e0c6b\"),p=e(\"d92f7d4d2b\"),m=e(\"3d7593ca5a\"),f=e(\"80a6464b1f\");function v(e,t,n){const s={};for(const e of n)s[`{${e}}`]=\"(.*)\";const i=[];let o=\"^\"+(e.replace(/[-\\/\\\\^$*+?.()|[\\]]/g,\"\\\\$&\")+\"$\");let l,r,c;for(const t in s)if(r=e.indexOf(t),r>-1){for(o=o.replace(t,s[t]),c={index:r,token:t},l=0;l<i.length&&i[l].index<r;l++);l<i.length?i.splice(l,0,c):i.push(c)}o=o.replace(/\\{[^{}]+\\}/g,\".*\");var a=new RegExp(o).exec(t);let d=null;if(a)for(d={},l=0;l<i.length;l++)d[i[l].token.slice(1,-1)]=a[l+1];return d}class g extends f.PanelHTMLBoxView{constructor(){super(...arguments),this._parent=null,this._changing=!1,this._event_listeners={},this._mutation_observers=[],this._script_fns={},this._state={}}initialize(){super.initialize(),this.html=(0,m.htmlDecode)(this.model.html)||this.model.html}_recursive_connect(e,t,n){for(const s in e.properties){let i;i=n.length?`${n}.${s}`:s;const o=e[s];null!=o&&(null!=o.properties&&this._recursive_connect(o,!0,i),this.connect(e.properties[s].change,(()=>{if(t)for(const t in this.model.children)if(this.model.children[t]==s){let n=e[s];return(0,a.isArray)(n)||(n=[n]),this._render_node(t,n),void this.invalidate_layout()}this._changing||(this._update(i),this.invalidate_layout())})))}}connect_signals(){super.connect_signals(),this.connect(this.model.properties.children.change,(async()=>{this.html=(0,m.htmlDecode)(this.model.html)||this.model.html,await this.rebuild(),this.invalidate_layout()})),this._recursive_connect(this.model.data,!0,\"\"),this.connect(this.model.properties.events.change,(()=>{this._remove_event_listeners(),this._setup_event_listeners()})),this.connect_scripts()}connect_scripts(){const e=this.model.data.id;for(let t in this.model.scripts){const n=this.model.scripts[t];let s,i=this.model.data;if(t.indexOf(\".\")>=0){const e=t.split(\".\");s=e[e.length-1];for(const t of e.slice(0,-1))i=i[t]}else s=t;for(const o of n){const n=(0,m.htmlDecode)(o)||o,l=this._render_script(n,e);this._script_fns[t]=l;const r=i.properties[s];null!=r&&this.connect(r.change,(()=>{this._changing||this.run_script(t)}))}}}run_script(e,t=!1){const n=this._script_fns[e];if(void 0===n)return void(t||console.log(`Script '${e}' could not be found.`));const s={get_records:(e,t)=>this.get_records(e,t)};for(const e in this._script_fns)s[e]=()=>this.run_script(e);return n(this.model,this.model.data,this._state,this,(e=>this.run_script(e)),s)}get_records(e,t=!0){return(0,u.dict_to_records)(this.model.data[e],t)}disconnect_signals(){super.disconnect_signals(),this._remove_event_listeners(),this._remove_mutation_observers(),this.run_script(\"remove\",!0)}get child_models(){const e=[];for(const t in this.model.children)for(const n of this.model.children[t])\"string\"!=typeof n&&e.push(n);return e}async build_child_views(){await(0,c.build_views)(this._child_views,this.child_models,{parent:null})}compute_layout(){this.root!=this?super.compute_layout():(this.update_position(),this.after_layout(),this.notify_finished())}after_layout(){for(const e of this.child_views)e.after_layout();this.run_script(\"after_layout\",!0),this._has_finished=!0}update_layout(){for(const e of this.child_views)this._align_view(e),e.compute_viewport(),e.update_layout(),e.compute_layout();this.root!=this&&this._update_layout()}_align_view(e){const{align:t}=e.model;let n,s;(0,a.isArray)(t)?[n,s]=t:n=s=t,\"center\"===n?(e.el.style.marginLeft=\"auto\",e.el.style.marginRight=\"auto\"):\"end\"===n&&(e.el.style.marginLeft=\"auto\"),\"center\"===s?(e.el.style.marginTop=\"auto\",e.el.style.marginBottom=\"auto\"):\"end\"===s&&(e.el.style.marginTop=\"auto\")}render(){(0,h.empty)(this.el);const{background:e}=this.model;this.el.style.backgroundColor=null!=e?(0,_.color2css)(e):\"\",(0,h.classes)(this.el).clear().add(...this.css_classes()),this._update(),this._render_children(),this._setup_mutation_observers(),this._setup_event_listeners(),this.run_script(\"render\",!0)}_send_event(e,t,n){let s=(0,p.serializeEvent)(n);s.type=t;for(const e in s)void 0===s[e]&&delete s[e];this.model.trigger_event(new m.DOMEvent(e,s))}_render_child(e,t){const n=this._child_views.get(e);null==n?t.innerHTML=(0,m.htmlDecode)(e)||e:(n._parent=this,n.renderTo(t))}resize_layout(){null!=this._parent&&this._parent.resize_layout(),this.root!=this&&super.resize_layout()}invalidate_layout(){null!=this._parent&&this._parent.invalidate_layout(),this.root!=this&&this.root.has_finished()&&super.invalidate_layout()}update_position(){if(this.root!=this)return void super.update_position();this.el.style.display=this.model.visible?\"block\":\"none\",(0,f.set_size)(this.el,this.model);let{margin:e}=this.model,t=null;if(null==e)this.el.style.margin=\"\";else{if((0,a.isNumber)(e))t={top:e,right:e,bottom:e,left:e};else if(2==e.length){const[n,s]=e;t={top:n,right:s,bottom:n,left:s}}else{const[n,s,i,o]=e;t={top:n,right:s,bottom:i,left:o}}const{top:n,right:s,bottom:i,left:o}=t;this.el.style.padding=`${n}px ${s}px ${i}px ${o}px`}for(const e of this.child_views)e.update_position()}_render_node(e,t){const n=this.model.data.id;if(this.model.looped.indexOf(e)>-1)for(let s=0;s<t.length;s++){let i=document.getElementById(`${e}-${s}-${n}`);null!=i?this._render_child(t[s],i):console.warn(`DOM node '${e}-${s}-${n}' could not be found. Cannot render children.`)}else{let s=document.getElementById(`${e}-${n}`);if(null==s)return void console.warn(`DOM node '${e}-${n}' could not be found. Cannot render children.`);for(const e of t)this._render_child(e,s)}}_render_children(){for(const e in this.model.children){let t=this.model.children[e];\"string\"==typeof t&&(t=this.model.data[t],(0,a.isArray)(t)||(t=[t])),this._render_node(e,t)}}_render_html(e,t={}){let n=e,s=\"\";const i=[];for(const e in this.model.callbacks)for(const t of this.model.callbacks[e]){const[o,l]=t;let r;if(n=n.replaceAll(\"${\"+l+\"}\",\"$--{\"+l+\"}\"),l.startsWith(\"script(\")){const e=l.replace(\"('\",\"_\").replace(\"')\",\"\").replace('(\"',\"_\").replace('\")',\"\").replace(\"-\",\"_\"),t=e.replaceAll(\"script_\",\"\");n=n.replaceAll(l,e),r=`\\n          const ${e} = (event) => {\\n            view._state.event = event\\n            view.run_script(\"${t}\")\\n            delete view._state.event\\n          }\\n          `}else r=`\\n          const ${l} = (event) => {\\n            let elname = \"${e}\"\\n            if (RegExp(\"{{.*loop.index.*}}\").test(elname)) {\\n              const pattern = RegExp(elname.replace(/{{(.+?)}}/g, String.fromCharCode(92) + \"d+\"))\\n              for (const p of event.path) {\\n                if (pattern.exec(p.id) != null) {\\n                  elname = p.id.split(\"-\").slice(null, -1).join(\"-\")\\n                  break\\n                }\\n              }\\n            }\\n            view._send_event(elname, \"${o}\", event)\\n          }\\n          `;i.indexOf(l)>-1||(i.push(l),s+=r)}return n=n.replaceAll(\"${model.\",\"$-{model.\").replaceAll(\"${\",\"${data.\").replaceAll(\"$-{model.\",\"${model.\").replaceAll(\"$--{\",\"${\"),new Function(\"view, model, data, state, html, useCallback\",s+\"return html`\"+n+\"`;\")(this,this.model,this.model.data,t,r.html,l.useCallback)}_render_script(e,t){const n=[];for(const s of this.model.nodes){const i=s.replace(\"-\",\"_\");if(-1===e.indexOf(i))continue;const o=`\\n      const ${i} = document.getElementById('${s}-${t}')\\n      if (${i} == null) {\\n        console.warn(\"DOM node '${s}' could not be found. Cannot execute callback.\")\\n        return\\n      }\\n      `;n.push(o)}return n.push(\"\\n    if (state.event !== undefined) {\\n      const event = state.event\\n    }\\n    \"),n.push(e),new Function(\"model, data, state, view, script, self\",n.join(\"\\n\"))}_remove_mutation_observers(){for(const e of this._mutation_observers)e.disconnect();this._mutation_observers=[]}_setup_mutation_observers(){const e=this.model.data.id;for(const t in this.model.attrs){const n=document.getElementById(`${t}-${e}`);if(null==n){console.warn(`DOM node '${t}-${e}' could not be found. Cannot set up MutationObserver.`);continue}const s=new MutationObserver((()=>{this._update_model(n,t)}));s.observe(n,{attributes:!0}),this._mutation_observers.push(s)}}_remove_event_listeners(){const e=this.model.data.id;for(const t in this._event_listeners){const n=document.getElementById(`${t}-${e}`);if(null!=n)for(const e in this._event_listeners[t]){const s=this._event_listeners[t][e];n.removeEventListener(e,s)}}this._event_listeners={}}_setup_event_listeners(){const e=this.model.data.id;for(const t in this.model.events){const n=document.getElementById(`${t}-${e}`);if(null==n){console.warn(`DOM node '${t}-${e}' could not be found. Cannot subscribe to DOM events.`);continue}const s=this.model.events[t];for(const e in s){const i=i=>{this._send_event(t,e,i),t in this.model.attrs&&s[e]&&this._update_model(n,t)};n.addEventListener(e,i),t in this._event_listeners||(this._event_listeners[t]={}),this._event_listeners[t][e]=i}}}_update(e=null){if(null==e||this.html.indexOf(`\\${${e}}`)>-1){const e=this._render_html(this.html);try{this._changing=!0,(0,o.render)(e,this.el)}finally{this._changing=!1}}}_update_model(e,t){if(this._changing)return;const n={};for(const s of this.model.attrs[t]){const[i,o,l]=s;let r=\"children\"===i?e.innerHTML:e[i];if(1===o.length&&`{${o[0]}}`===l)n[o[0]]=r;else if(\"string\"==typeof r)if(r=v(l,r,o),null==r)console.warn(`Could not resolve parameters in ${t} element ${i} attribute value ${r}.`);else for(const e in r)void 0===r[e]?console.warn(`Could not resolve ${e} in ${t} element ${i} attribute value ${r}.`):n[e]=r[e]}try{this._changing=!0,this.model.data.setv(function(e){const t={};for(const n in e){let s=e[n];\"string\"!=typeof s?s=s:\"\"===s||\"NaN\"!==s&&isNaN(Number(s))?\"false\"!==s&&\"true\"!==s||(s=\"true\"===s):s=Number(s),t[n]=s}return t}(n))}catch(e){console.log(\"Could not serialize\",n)}finally{this._changing=!1}}}n.ReactiveHTMLView=g,g.__name__=\"ReactiveHTMLView\";class $ extends d.HTMLBox{constructor(e){super(e)}static init_ReactiveHTML(){this.prototype.default_view=g,this.define((({Array:e,Any:t,String:n})=>({attrs:[t,{}],callbacks:[t,{}],children:[t,{}],data:[t],events:[t,{}],html:[n,\"\"],looped:[e(n),[]],nodes:[e(n),[]],scripts:[t,{}]})))}}n.ReactiveHTML=$,$.__name__=\"ReactiveHTML\",$.__module__=\"panel.models.reactive_html\",$.init_ReactiveHTML()},\n",
       "      \"ab54efe08a\": function _(e,t,s,i,n){i();const l=e(\"tslib\"),o=e(\"@bokehjs/core/dom\"),c=e(\"@bokehjs/core/util/types\"),r=e(\"@bokehjs/models/widgets/input_widget\"),d=(0,l.__importStar)(e(\"@bokehjs/styles/widgets/inputs.css\"));class h extends r.InputWidgetView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.value.change,(()=>this.render_selection())),this.connect(this.model.properties.options.change,(()=>this.render())),this.connect(this.model.properties.disabled_options.change,(()=>this.render())),this.connect(this.model.properties.name.change,(()=>this.render())),this.connect(this.model.properties.title.change,(()=>this.render())),this.connect(this.model.properties.size.change,(()=>this.render())),this.connect(this.model.properties.disabled.change,(()=>this.render()))}render(){super.render();const e=this.model.options.map((e=>{let t,s;(0,c.isString)(e)?t=s=e:[t,s]=e;let i=this.model.disabled_options.includes(t);return(0,o.option)({value:t,disabled:i},s)}));this.select_el=(0,o.select)({multiple:!1,class:d.input,name:this.model.name,disabled:this.model.disabled},e),this.select_el.style.backgroundImage=\"none\",this.select_el.addEventListener(\"change\",(()=>this.change_input())),this.group_el.appendChild(this.select_el),this.render_selection()}render_selection(){const e=this.model.value;for(const t of this.el.querySelectorAll(\"option\"))t.value===e&&(t.selected=!0);this.select_el.size=this.model.size}change_input(){const e=null!=this.el.querySelector(\"select:focus\");let t=null;for(const e of this.el.querySelectorAll(\"option\"))if(e.selected){t=e.value;break}this.model.value=t,super.change_input(),e&&this.select_el.focus()}}s.SingleSelectView=h,h.__name__=\"SingleSelectView\";class a extends r.InputWidget{constructor(e){super(e)}static init_SingleSelect(){this.prototype.default_view=h,this.define((({Any:e,Array:t,Int:s,String:i})=>({disabled_options:[t(i),[]],options:[t(e),[]],size:[s,4],value:[i,\"\"]})))}}s.SingleSelect=a,a.__name__=\"SingleSelect\",a.__module__=\"panel.models.widgets\",a.init_SingleSelect()},\n",
       "      \"a96be0bcc9\": function _(t,e,i,o,n){o();const s=t(\"@bokehjs/models/layouts/html_box\"),r=\"Click to START the speech recognition.\",{webkitSpeechRecognition:h}=window,{webkitSpeechGrammarList:l}=window;class a extends s.HTMLBoxView{initialize(){var t,e;super.initialize(),this.recognition=new h,this.recognition.lang=this.model.lang,this.recognition.continuous=this.model.continuous,this.recognition.interimResults=this.model.interim_results,this.recognition.maxAlternatives=this.model.max_alternatives,this.recognition.serviceURI=this.model.service_uri,this.setGrammars(),this.recognition.onresult=t=>{this.model.results=function(t){const e=[];for(let o of t){let t=[],n={is_final:o.isFinal,alternatives:t};for(let e=0;e<o.length;e++){let n={confidence:(i=o[e].confidence,Math.round(100*(i+Number.EPSILON))/100),transcript:o[e].transcript};t.push(n)}n.alternatives=t,e.push(n)}var i;return e}(t.results)},this.recognition.onerror=t=>{console.log(\"SpeechToText Error\"),console.log(t)},this.recognition.onnomatch=t=>{console.log(\"SpeechToText No Match\"),console.log(t)},this.recognition.onaudiostart=()=>this.model.audio_started=!0,this.recognition.onaudioend=()=>this.model.audio_started=!1,this.recognition.onsoundstart=()=>this.model.sound_started=!0,this.recognition.onsoundend=()=>this.model.sound_started=!1,this.recognition.onspeechstart=()=>this.model.speech_started=!0,this.recognition.onspeechend=()=>this.model.speech_started=!1,this.recognition.onstart=()=>{this.buttonEl.onclick=()=>{this.recognition.stop()},this.buttonEl.innerHTML=this.iconStarted(),this.buttonEl.setAttribute(\"title\",\"Click to STOP the speech recognition.\"),this.model.started=!0},this.recognition.onend=()=>{this.buttonEl.onclick=()=>{this.recognition.start()},this.buttonEl.innerHTML=this.iconNotStarted(),this.buttonEl.setAttribute(\"title\",r),this.model.started=!1},this.buttonEl=(t=`<button class=\"bk bk-btn bk-btn-${this.model.button_type}\" type=\"button\" title=\"${r}\"></button>`,e=document.createElement(\"template\"),t=t.trim(),e.innerHTML=t,e.content.firstChild),this.buttonEl.innerHTML=this.iconNotStarted(),this.buttonEl.onclick=()=>this.recognition.start()}iconStarted(){return\"\"!==this.model.button_started?this.model.button_started:'<svg xmlns=\"http://www.w3.org/2000/svg\" height=\"22px\" style=\"vertical-align: middle;\" fill=\"currentColor\" class=\"bi bi-mic\" viewBox=\"0 0 16 16\">\\n  <path fill-rule=\"evenodd\" d=\"M3.5 6.5A.5.5 0 0 1 4 7v1a4 4 0 0 0 8 0V7a.5.5 0 0 1 1 0v1a5 5 0 0 1-4.5 4.975V15h3a.5.5 0 0 1 0 1h-7a.5.5 0 0 1 0-1h3v-2.025A5 5 0 0 1 3 8V7a.5.5 0 0 1 .5-.5z\"/>\\n  <path fill-rule=\"evenodd\" d=\"M10 8V3a2 2 0 1 0-4 0v5a2 2 0 1 0 4 0zM8 0a3 3 0 0 0-3 3v5a3 3 0 0 0 6 0V3a3 3 0 0 0-3-3z\"/>\\n</svg>'}iconNotStarted(){return\"\"!==this.model.button_not_started?this.model.button_not_started:'<svg xmlns=\"http://www.w3.org/2000/svg\" height=\"22px\" style=\"vertical-align: middle;\" fill=\"currentColor\" class=\"bi bi-mic-mute\" viewBox=\"0 0 16 16\">\\n<path fill-rule=\"evenodd\" d=\"M12.734 9.613A4.995 4.995 0 0 0 13 8V7a.5.5 0 0 0-1 0v1c0 .274-.027.54-.08.799l.814.814zm-2.522 1.72A4 4 0 0 1 4 8V7a.5.5 0 0 0-1 0v1a5 5 0 0 0 4.5 4.975V15h-3a.5.5 0 0 0 0 1h7a.5.5 0 0 0 0-1h-3v-2.025a4.973 4.973 0 0 0 2.43-.923l-.718-.719zM11 7.88V3a3 3 0 0 0-5.842-.963l.845.845A2 2 0 0 1 10 3v3.879l1 1zM8.738 9.86l.748.748A3 3 0 0 1 5 8V6.121l1 1V8a2 2 0 0 0 2.738 1.86zm4.908 3.494l-12-12 .708-.708 12 12-.708.707z\"/>\\n</svg>'}setIcon(){this.model.started?this.buttonEl.innerHTML=this.iconStarted():this.buttonEl.innerHTML=this.iconNotStarted()}connect_signals(){super.connect_signals(),this.connect(this.model.properties.start.change,(()=>{this.model.start=!1,this.recognition.start()})),this.connect(this.model.properties.stop.change,(()=>{this.model.stop=!1,this.recognition.stop()})),this.connect(this.model.properties.abort.change,(()=>{this.model.abort=!1,this.recognition.abort()})),this.connect(this.model.properties.grammars.change,(()=>this.setGrammars())),this.connect(this.model.properties.lang.change,(()=>this.recognition.lang=this.model.lang)),this.connect(this.model.properties.continuous.change,(()=>this.recognition.continuous=this.model.continuous)),this.connect(this.model.properties.interim_results.change,(()=>this.recognition.interimResults=this.model.interim_results)),this.connect(this.model.properties.max_alternatives.change,(()=>this.recognition.maxAlternatives=this.model.max_alternatives)),this.connect(this.model.properties.service_uri.change,(()=>this.recognition.serviceURI=this.model.service_uri)),this.connect(this.model.properties.button_type.change,(()=>this.buttonEl.className=`bk bk-btn bk-btn-${this.model.button_type}`)),this.connect(this.model.properties.button_hide.change,(()=>this.render()));const{button_not_started:t,button_started:e}=this.model.properties;this.on_change([t,e],(()=>this.setIcon()))}setGrammars(){this.recognition.grammars=function(t){if(t){var e=new l;for(let i of t)i.src?e.addFromString(i.src,i.weight):i.uri&&e.addFromURI(i.uri,i.weight);return e}return null}(this.model.grammars)}render(){super.render(),this.model.button_hide||this.el.appendChild(this.buttonEl)}}i.SpeechToTextView=a,a.__name__=\"SpeechToTextView\";class c extends s.HTMLBox{constructor(t){super(t)}static init_SpeechToText(){this.prototype.default_view=a,this.define((({Array:t,Boolean:e,Number:i,String:o})=>({start:[e,!1],stop:[e,!1],abort:[e,!1],grammars:[t(o),[]],lang:[o,\"\"],continuous:[e,!1],interim_results:[e,!1],max_alternatives:[i,1],service_uri:[o],started:[e,!1],audio_started:[e,!1],sound_started:[e,!1],speech_started:[e,!1],button_type:[o,\"light\"],button_hide:[e,!1],button_not_started:[o,\"\"],button_started:[o,\"\"],results:[t(o),[]]})))}}i.SpeechToText=c,c.__name__=\"SpeechToText\",c.__module__=\"panel.models.speech_to_text\",c.init_SpeechToText()},\n",
       "      \"bfa46a5f19\": function _(e,t,s,a,i){a();const o=e(\"@bokehjs/core/view\"),c=e(\"@bokehjs/core/util/array\"),n=e(\"@bokehjs/model\"),h=e(\"@bokehjs/protocol/receiver\");class _ extends o.View{renderTo(){}}s.StateView=_,_.__name__=\"StateView\";class r extends n.Model{constructor(e){super(e),this._receiver=new h.Receiver,this._cache={}}apply_state(e){this._receiver.consume(e.header),this._receiver.consume(e.metadata),this._receiver.consume(e.content),this._receiver.message&&this.document&&this.document.apply_json_patch(this._receiver.message.content)}_receive_json(e,t){const s=JSON.parse(e);this._cache[t]=s;let a=this.state;for(const e of this.values)a=a[e];a===t?this.apply_state(s):this._cache[a]&&this.apply_state(this._cache[a])}set_state(e,t){let s=(0,c.copy)(this.values);s[this.widgets[e.id]]=t;let a=this.state;for(const e of s)a=a[e];var i,o,n;this.values=s,this.json?this._cache[a]?this.apply_state(this._cache[a]):(i=a,o=e=>this._receive_json(e,a),(n=new XMLHttpRequest).overrideMimeType(\"application/json\"),n.open(\"GET\",i,!0),n.onreadystatechange=function(){4==n.readyState&&200==n.status&&o(n.responseText)},n.send(null)):this.apply_state(a)}static init_State(){this.prototype.default_view=_,this.define((({Any:e,Boolean:t})=>({json:[t,!1],state:[e,{}],widgets:[e,{}],values:[e,[]]})))}}s.State=r,r.__name__=\"State\",r.__module__=\"panel.models.state\",r.init_State()},\n",
       "      \"f693d9aa84\": function _(e,t,s,i,l){i();const h=e(\"tslib\"),a=e(\"@bokehjs/core/layout\"),o=e(\"@bokehjs/core/dom\"),d=e(\"@bokehjs/core/util/array\"),c=e(\"@bokehjs/models/layouts/tabs\"),r=e(\"@bokehjs/models/layouts/layout_dom\"),n=(0,h.__importStar)(e(\"@bokehjs/styles/tabs.css\")),_=(0,h.__importStar)(e(\"@bokehjs/styles/buttons.css\")),p=(0,h.__importStar)(e(\"@bokehjs/styles/menus.css\"));function b(e){e.style.visibility=\"\",e.style.opacity=\"\"}function u(e){e.style.visibility=\"hidden\",e.style.opacity=\"0\"}class m extends c.TabsView{connect_signals(){super.connect_signals();let e=this;for(;null!=e;)e.model.type.endsWith(\"Tabs\")&&e.connect(e.model.properties.active.change,(()=>this.update_zindex())),e=e.parent||e._parent}get is_visible(){let e=this.parent,t=this;for(;null!=e;){if(e.model.type.endsWith(\"Tabs\")&&e.child_views.indexOf(t)!==e.model.active)return!1;t=e,e=e.parent||e._parent}return!0}_update_layout(){const e=this.model.tabs_location,t=\"above\"==e||\"below\"==e,{scroll_el:s,headers_el:i}=this;this.header=new class extends a.ContentBox{_measure(e){const l=(0,o.size)(s),h=(0,o.children)(i).slice(0,3).map((e=>(0,o.size)(e))),{width:a,height:c}=super._measure(e);if(t){const t=l.width+(0,d.sum)(h.map((e=>e.width)));return{width:e.width!=1/0?e.width:t,height:c}}{const t=l.height+(0,d.sum)(h.map((e=>e.height)));return{width:a,height:e.height!=1/0?e.height:t}}}}(this.header_el);let{width_policy:l,height_policy:h}=this.model;\"auto\"==l&&(l=this._width_policy()),\"auto\"==h&&(h=this._height_policy());const{sizing_mode:c}=this.model;null!=c&&(\"fixed\"==c?l=h=\"fixed\":\"stretch_both\"==c?l=h=\"max\":\"stretch_width\"==c?l=\"max\":\"stretch_height\"==c&&(h=\"max\")),t?this.header.set_sizing({width_policy:l,height_policy:\"fixed\"}):this.header.set_sizing({width_policy:\"fixed\",height_policy:h});let r=1,n=1;switch(e){case\"above\":r-=1;break;case\"below\":r+=1;break;case\"left\":n-=1;break;case\"right\":n+=1}const _={layout:this.header,row:r,col:n},p=this.child_views.map((e=>({layout:e.layout,row:1,col:1})));this.layout=new a.Grid([_,...p]),this.layout.set_sizing(this.box_sizing())}update_zindex(){const{child_views:e}=this;for(const t of e)null!=t&&null!=t.el&&(t.el.style.zIndex=\"\");if(this.is_visible){const t=e[this.model.active];null!=t&&null!=t.el&&(t.el.style.zIndex=\"1\")}}update_position(){super.update_position(),this.header_el.style.position=\"absolute\",(0,o.position)(this.header_el,this.header.bbox);const e=this.model.tabs_location,t=\"above\"==e||\"below\"==e,s=(0,o.size)(this.scroll_el),i=(0,o.scroll_size)(this.headers_el);if(t){const{width:e}=this.header.bbox;i.width>e?(this.wrapper_el.style.maxWidth=e-s.width+\"px\",(0,o.display)(this.scroll_el),this.do_scroll(this.model.active)):(this.headers_el.style.left=\"0px\",this.wrapper_el.style.maxWidth=\"\",(0,o.undisplay)(this.scroll_el))}else{const{height:e}=this.header.bbox;i.height>e?(this.wrapper_el.style.maxHeight=e-s.height+\"px\",(0,o.display)(this.scroll_el),this.do_scroll(this.model.active)):(this.headers_el.style.top=\"0px\",this.wrapper_el.style.maxHeight=\"\",(0,o.undisplay)(this.scroll_el))}const{child_views:l}=this;for(const e of l)u(e.el),e.el.style.removeProperty(\"zIndex\");const h=l[this.model.active];null!=h&&b(h.el)}render(){r.LayoutDOMView.prototype.render.call(this);let{active:e}=this.model;const t=this.model.tabs.map(((t,s)=>{const i=(0,o.div)({class:[n.tab,s==e?n.active:null]},t.title);if(i.addEventListener(\"click\",(e=>{this.model.disabled||e.target==e.currentTarget&&this.change_active(s)})),t.closable){const e=(0,o.div)({class:n.close});e.addEventListener(\"click\",(e=>{if(e.target==e.currentTarget){this.model.tabs=(0,d.remove_at)(this.model.tabs,s);const e=this.model.tabs.length;this.model.active>e-1&&(this.model.active=e-1)}})),i.appendChild(e)}return(this.model.disabled||t.disabled)&&i.classList.add(n.disabled),i}));this.headers_el=(0,o.div)({class:[n.headers]},t),this.wrapper_el=(0,o.div)({class:n.headers_wrapper},this.headers_el),this.left_el=(0,o.div)({class:[_.btn,_.btn_default],disabled:\"\"},(0,o.div)({class:[p.caret,n.left]})),this.right_el=(0,o.div)({class:[_.btn,_.btn_default]},(0,o.div)({class:[p.caret,n.right]})),this.left_el.addEventListener(\"click\",(()=>this.do_scroll(\"left\"))),this.right_el.addEventListener(\"click\",(()=>this.do_scroll(\"right\"))),this.scroll_el=(0,o.div)({class:_.btn_group},this.left_el,this.right_el);const s=this.model.tabs_location;this.header_el=(0,o.div)({class:[n.tabs_header,n[s]]},this.scroll_el,this.wrapper_el),this.el.appendChild(this.header_el),this.update_zindex(),-1===e&&this.model.tabs.length&&(this.model.active=0)}on_active_change(){const e=this.model.active,t=(0,o.children)(this.headers_el);for(const e of t)e.classList.remove(n.active);t[e].classList.add(n.active);const{child_views:s}=this;for(const e of s)u(e.el);b(s[e].el)}}s.TabsView=m,m.__name__=\"TabsView\";class y extends c.Tabs{constructor(e){super(e)}static init_Tabs(){this.prototype.default_view=m,this.define((({})=>({})))}}s.Tabs=y,y.__name__=\"Tabs\",y.__module__=\"panel.models.tabs\",y.init_Tabs()},\n",
       "      \"3ea011fa55\": function _(e,t,i,n,s){n();const r=e(\"@bokehjs/models/layouts/html_box\"),o=e(\"@bokehjs/core/dom\"),l=e(\"@bokehjs/core/bokeh_events\"),a=e(\"80a6464b1f\");class h extends l.ModelEvent{constructor(e){super(),this.key=e,this.event_name=\"keystroke\"}_to_json(){return{model:this.origin,key:this.key}}}i.KeystrokeEvent=h,h.__name__=\"KeystrokeEvent\";class d extends a.PanelHTMLBoxView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.output.change,this.write),this.connect(this.model.properties._clears.change,this.clear)}render(){super.render(),this.container=(0,o.div)({class:\"terminal-container\"}),(0,a.set_size)(this.container,this.model),this.term=this.getNewTerminal(),this.term.onData((e=>{this.handleOnData(e)})),this.webLinksAddon=this.getNewWebLinksAddon(),this.term.loadAddon(this.webLinksAddon),this.term.open(this.container),this.term.onRender((()=>{this._rendered||this.fit()})),this.write(),this.el.appendChild(this.container)}getNewTerminal(){const e=window;return e.Terminal?new e.Terminal(this.model.options):new e.xtermjs.Terminal(this.model.options)}getNewWebLinksAddon(){return new window.WebLinksAddon.WebLinksAddon}handleOnData(e){this.model.trigger_event(new h(e))}write(){const e=this.model.output;if(null==e||!e.length)return;const t=e.replace(/\\r?\\n/g,\"\\r\\n\");this.term.write(t)}clear(){this.term.clear()}fit(){const e=this.box_sizing(),t=null==e.margin?0:e.margin.top+e.margin.bottom,i=null==e.margin?0:e.margin.left+e.margin.right,n=(this.layout.inner_bbox.width||this.model.width||0)-i,s=(this.layout.inner_bbox.height||this.model.height||0)-t,r=this.term._core._renderService,o=r.dimensions.actualCellWidth||9,l=r.dimensions.actualCellHeight||18;if(null==n||null==s||n<=0||s<=0)return;const a=Math.max(2,Math.floor(n/o)),h=Math.max(1,Math.floor(s/l));this.term.rows===h&&this.term.cols===a||this.term.resize(a,h),this.model.ncols=a,this.model.nrows=h,this._rendered=!0}after_layout(){super.after_layout(),this.fit()}resize_layout(){super.resize_layout(),this.fit()}}i.TerminalView=d,d.__name__=\"TerminalView\";class m extends r.HTMLBox{constructor(e){super(e)}static init_Terminal(){this.prototype.default_view=d,this.define((({Any:e,Int:t,String:i})=>({_clears:[t,0],options:[e,{}],output:[i],ncols:[t],nrows:[t]})))}}i.Terminal=m,m.__name__=\"Terminal\",m.__module__=\"panel.models.terminal\",m.init_Terminal()},\n",
       "      \"33cd2c254e\": function _(e,s,i,t,n){t();const h=e(\"@bokehjs/models/layouts/html_box\");function o(e){var s=[];for(let t of e){var i={default:t.default,lang:t.lang,local_service:t.localService,name:t.name,voice_uri:t.voiceURI};s.push(i)}return s}class c extends h.HTMLBoxView{initialize(){super.initialize(),this.model.paused=speechSynthesis.paused,this.model.pending=speechSynthesis.pending,this.model.speaking=speechSynthesis.speaking,this._callback=window.setInterval((function(){!speechSynthesis.paused&&speechSynthesis.speaking&&window.speechSynthesis.resume()}),1e4);const e=()=>{\"undefined\"!=typeof speechSynthesis&&(this.voices=speechSynthesis.getVoices(),this.voices&&(this.model.voices=o(this.voices)))};e(),\"undefined\"!=typeof speechSynthesis&&void 0!==speechSynthesis.onvoiceschanged&&(speechSynthesis.onvoiceschanged=e)}remove(){null!=this._callback&&clearInterval(this._callback),speechSynthesis.cancel(),super.remove()}connect_signals(){super.connect_signals(),this.connect(this.model.properties.speak.change,(()=>{this.speak()})),this.connect(this.model.properties.pause.change,(()=>{this.model.pause=!1,speechSynthesis.pause()})),this.connect(this.model.properties.resume.change,(()=>{this.model.resume=!1,speechSynthesis.resume()})),this.connect(this.model.properties.cancel.change,(()=>{this.model.cancel=!1,speechSynthesis.cancel()}))}speak(){let e=new SpeechSynthesisUtterance(this.model.speak.text);if(e.pitch=this.model.speak.pitch,e.volume=this.model.speak.volume,e.rate=this.model.speak.rate,this.model.voices)for(let s of this.voices)s.name===this.model.speak.voice&&(e.voice=s);e.onpause=()=>this.model.paused=!0,e.onstart=()=>{this.model.speaking=!0,this.model.paused=!1,this.model.pending=speechSynthesis.pending},e.onresume=()=>this.model.paused=!1,e.onend=()=>{this.model.speaking=!1,this.model.paused=!1,this.model.pending=speechSynthesis.pending},speechSynthesis.speak(e),this.model.paused=speechSynthesis.paused,this.model.pending=speechSynthesis.pending}render(){super.render(),this.model.voices||(this.model.voices=o(this.voices)),null!=this.model.speak&&this.model.speak.text&&this.speak()}}i.TextToSpeechView=c,c.__name__=\"TextToSpeechView\";class p extends h.HTMLBox{constructor(e){super(e)}static init_TextToSpeech(){this.prototype.default_view=c,this.define((({Any:e,Array:s,Boolean:i})=>({paused:[i,!1],pending:[i,!1],speaking:[i,!1],voices:[s(e),[]],cancel:[i,!1],pause:[i,!1],resume:[i,!1],speak:[e,{}]})))}}i.TextToSpeech=p,p.__name__=\"TextToSpeech\",p.__module__=\"panel.models.text_to_speech\",p.init_TextToSpeech()},\n",
       "      \"effe070807\": function _(t,e,i,l,o){l();const s=t(\"@bokehjs/models/layouts/html_box\"),h=t(\"@bokehjs/core/build_views\"),a=t(\"@bokehjs/models/plots\"),n=t(\"@bokehjs/models/glyphs\"),d=t(\"@bokehjs/core/dom\"),r=t(\"@bokehjs/models/sources/column_data_source\"),c=t(\"@bokehjs/models/formatters\");class p extends s.HTMLBoxView{initialize(){super.initialize(),this.containerDiv=(0,d.div)({style:\"height:100%; width:100%;\"}),this.titleDiv=(0,d.div)({style:\"font-size: 1em; word-wrap: break-word;\"}),this.valueDiv=(0,d.div)({style:\"font-size: 2em\"}),this.value2Div=(0,d.div)({style:\"font-size: 1em; opacity: 0.5; display: inline\"}),this.changeDiv=(0,d.div)({style:\"font-size: 1em; opacity: 0.5; display: inline\"}),this.textDiv=(0,d.div)({},this.titleDiv,this.valueDiv,(0,d.div)({},this.changeDiv,this.value2Div)),this.updateTitle(),this.updateValue(),this.updateValue2(),this.updateValueChange(),this.updateTextFontSize(),this.plotDiv=(0,d.div)({}),this.containerDiv=(0,d.div)({style:\"height:100%; width:100%\"},this.textDiv,this.plotDiv),this.updateLayout()}connect_signals(){super.connect_signals();const{pos_color:t,neg_color:e}=this.model.properties;this.on_change([t,e],(()=>this.updateValueChange()));const{plot_color:i,plot_type:l,width:o,height:s,sizing_mode:h}=this.model.properties;this.on_change([i,l,o,s,h],(()=>this.render())),this.connect(this.model.properties.title.change,(()=>this.updateTitle(!0))),this.connect(this.model.properties.value.change,(()=>this.updateValue(!0))),this.connect(this.model.properties.value_change.change,(()=>this.updateValue2(!0))),this.connect(this.model.properties.layout.change,(()=>this.updateLayout()))}async render(){super.render(),this.el.appendChild(this.containerDiv),await this.setPlot()}async setPlot(){this.plot=new a.Plot({background_fill_color:null,border_fill_color:null,outline_line_color:null,min_border:0,sizing_mode:\"stretch_both\",toolbar_location:null});var t=this.model.source;if(\"line\"===this.model.plot_type){var e=new n.Line({x:{field:this.model.plot_x},y:{field:this.model.plot_y},line_width:4,line_color:this.model.plot_color});this.plot.add_glyph(e,t)}else if(\"step\"===this.model.plot_type){var i=new n.Step({x:{field:this.model.plot_x},y:{field:this.model.plot_y},line_width:3,line_color:this.model.plot_color});this.plot.add_glyph(i,t)}else if(\"area\"===this.model.plot_type){var l=new n.VArea({x:{field:this.model.plot_x},y1:{field:this.model.plot_y},y2:0,fill_color:this.model.plot_color,fill_alpha:.5});this.plot.add_glyph(l,t);e=new n.Line({x:{field:this.model.plot_x},y:{field:this.model.plot_y},line_width:3,line_color:this.model.plot_color});this.plot.add_glyph(e,t)}else{var o=new n.VBar({x:{field:this.model.plot_x},top:{field:this.model.plot_y},width:.9,line_color:null,fill_color:this.model.plot_color});this.plot.add_glyph(o,t)}const s=await(0,h.build_view)(this.plot);this.plotDiv.innerHTML=\"\",s.renderTo(this.plotDiv)}after_layout(){super.after_layout(),this.updateTextFontSize()}updateTextFontSize(){this.updateTextFontSizeColumn()}updateTextFontSizeColumn(){let t=this.containerDiv.clientWidth,e=this.containerDiv.clientHeight;\"column\"===this.model.layout?e=Math.round(e/2):t=Math.round(t/2);const i=t/this.model.title.length*2,l=t/(2*this._value_format.length)*1.8,o=t/(this._value_change_format.length+1)*2,s=e/6,h=Math.min(i,l,o,s);this.textDiv.style.fontSize=Math.trunc(h)+\"px\",this.textDiv.style.lineHeight=\"1.3\"}updateTitle(t=!1){this.titleDiv.innerText=this.model.title,t&&this.updateTextFontSize()}updateValue(t=!1){this._value_format=this.model.formatter.doFormat([this.model.value],{loc:0})[0],this.valueDiv.innerText=this._value_format,t&&this.updateTextFontSize()}updateValue2(t=!1){this._value_change_format=this.model.change_formatter.doFormat([this.model.value_change],{loc:0})[0],this.value2Div.innerText=this._value_change_format,this.updateValueChange(),t&&this.updateTextFontSize()}updateValueChange(){this.model.value_change>0?(this.changeDiv.innerHTML=\"&#9650;\",this.changeDiv.style.color=this.model.pos_color):this.model.value_change<0?(this.changeDiv.innerHTML=\"&#9660;\",this.changeDiv.style.color=this.model.neg_color):(this.changeDiv.innerHTML=\"&nbsp;\",this.changeDiv.style.color=\"inherit\")}updateLayout(){\"column\"===this.model.layout?(this.containerDiv.style.display=\"block\",this.textDiv.style.height=\"50%\",this.textDiv.style.width=\"100%\",this.plotDiv.style.height=\"50%\",this.plotDiv.style.width=\"100%\"):(this.containerDiv.style.display=\"flex\",this.textDiv.style.height=\"100%\",this.textDiv.style.width=\"\",this.plotDiv.style.height=\"100%\",this.plotDiv.style.width=\"\",this.textDiv.style.flex=\"1\",this.plotDiv.style.flex=\"1\"),this._has_finished&&this.invalidate_layout()}}i.TrendIndicatorView=p,p.__name__=\"TrendIndicatorView\";class _ extends s.HTMLBox{constructor(t){super(t)}static init_TrendIndicator(){this.prototype.default_view=p,this.define((({Number:t,String:e,Ref:i})=>({description:[e,\"\"],formatter:[i(c.TickFormatter),()=>new c.BasicTickFormatter],change_formatter:[i(c.TickFormatter),()=>new c.NumeralTickFormatter],layout:[e,\"column\"],source:[i(r.ColumnDataSource)],plot_x:[e,\"x\"],plot_y:[e,\"y\"],plot_color:[e,\"#428bca\"],plot_type:[e,\"bar\"],pos_color:[e,\"#5cb85c\"],neg_color:[e,\"#d9534f\"],title:[e,\"\"],value:[t,0],value_change:[t,0]})))}}i.TrendIndicator=_,_.__name__=\"TrendIndicator\",_.__module__=\"panel.models.trend\",_.init_TrendIndicator()},\n",
       "      \"fea356270f\": function _(t,e,s,o,i){o();const a=t(\"@bokehjs/core/bokeh_events\"),n=t(\"@bokehjs/core/util/types\"),h=t(\"@bokehjs/models/layouts/html_box\"),c=t(\"99a25e6992\");class _ extends a.ModelEvent{constructor(t){super(),this.data=t,this.event_name=\"vega_event\"}_to_json(){return{model:this.origin,data:this.data}}}s.VegaEvent=_,_.__name__=\"VegaEvent\";class d extends h.HTMLBoxView{connect_signals(){super.connect_signals();const{data:t,show_actions:e,theme:s}=this.model.properties;this.on_change([t,e,s],(()=>{this._plot()})),this.connect(this.model.properties.data_sources.change,(()=>this._connect_sources())),this.connect(this.model.properties.events.change,(()=>{for(const t of this.model.events){if(this._callbacks.indexOf(t)>-1)continue;this._callbacks.push(t);const e=(t,e)=>this._dispatch_event(t,e),s=this.model.throttle[t]||20;this.vega_view.addSignalListener(t,(0,c.debounce)(e,s,!1))}})),this._connected=[],this._connect_sources()}_connect_sources(){for(const t in this.model.data_sources){const e=this.model.data_sources[t];this._connected.indexOf(t)<0&&(this.connect(e.properties.data.change,this._plot),this._connected.push(t))}}_dispatch_event(t,e){if(\"vlPoint\"in e&&null!=e.vlPoint.or){const t=[];for(const s of e.vlPoint.or)t.push(s._vgsid_);e=t}this.model.trigger_event(new _({type:t,value:e}))}_fetch_datasets(){const t={};for(const e in this.model.data_sources){const s=this.model.data_sources[e],o=[],i=s.columns();for(let t=0;t<s.get_length();t++){const e={};for(const o of i)e[o]=s.data[o][t];o.push(e)}t[e]=o}return t}render(){super.render(),this._callbacks=[],this._plot()}_plot(){const t=this.model.data;if(null==t||!window.vegaEmbed)return;if(this.model.data_sources&&Object.keys(this.model.data_sources).length>0){const e=this._fetch_datasets();if(\"data\"in e&&(t.data.values=e.data,delete e.data),null!=t.data){const s=(0,n.isArray)(t.data)?t.data:[t.data];for(const t of s)t.name in e&&(t.values=e[t.name],delete e[t.name])}this.model.data.datasets=e}const e={actions:this.model.show_actions,theme:this.model.theme};window.vegaEmbed(this.el,this.model.data,e).then((t=>{this.vega_view=t.view,this.relayout(),(this.vega_view._viewHeight<=0||this.vega_view._viewWidth<=0)&&window.dispatchEvent(new Event(\"resize\"));const e=(t,e)=>this._dispatch_event(t,e);for(const t of this.model.events){this._callbacks.push(t);const s=this.model.throttle[t]||20;this.vega_view.addSignalListener(t,(0,c.debounce)(e,s,!1))}}))}relayout(){this.update_layout(),this.compute_layout(),this.root!==this?this.invalidate_layout():null!=this._parent&&this._parent.invalidate_layout()}box_sizing(){const t=super.box_sizing();return null!=this.vega_view&&(\"fixed\"===t.height_policy&&(t.height=this.vega_view._viewHeight),\"fixed\"===t.width_policy&&(t.width=this.vega_view._viewWidth)),t}}s.VegaPlotView=d,d.__name__=\"VegaPlotView\";class l extends h.HTMLBox{constructor(t){super(t)}static init_VegaPlot(){this.prototype.default_view=d,this.define((({Any:t,Array:e,Boolean:s,String:o})=>({data:[t,{}],data_sources:[t,{}],events:[e(o),[]],show_actions:[s,!1],theme:[o],throttle:[t,{}]})))}}s.VegaPlot=l,l.__name__=\"VegaPlot\",l.__module__=\"panel.models.vega\",l.init_VegaPlot()},\n",
       "      \"1b46fd56a8\": function _(e,t,i,o,s){o();const l=e(\"@bokehjs/models/layouts/html_box\"),d=e(\"80a6464b1f\");class h extends d.PanelHTMLBoxView{initialize(){super.initialize(),this._blocked=!1,this._setting=!1,this._time=Date.now()}connect_signals(){super.connect_signals(),this.connect(this.model.properties.loop.change,(()=>this.set_loop())),this.connect(this.model.properties.paused.change,(()=>this.set_paused())),this.connect(this.model.properties.muted.change,(()=>this.set_muted())),this.connect(this.model.properties.autoplay.change,(()=>this.set_autoplay())),this.connect(this.model.properties.time.change,(()=>this.set_time())),this.connect(this.model.properties.value.change,(()=>this.set_value())),this.connect(this.model.properties.volume.change,(()=>this.set_volume()))}render(){super.render(),this.videoEl=document.createElement(\"video\"),this.model.sizing_mode&&\"fixed\"!==this.model.sizing_mode||(this.model.height&&(this.videoEl.height=this.model.height),this.model.width&&(this.videoEl.width=this.model.width)),this.videoEl.style.objectFit=\"fill\",this.videoEl.style.minWidth=\"100%\",this.videoEl.style.minHeight=\"100%\",this.videoEl.controls=!0,this.videoEl.src=this.model.value,this.videoEl.currentTime=this.model.time,this.videoEl.loop=this.model.loop,this.videoEl.muted=this.model.muted,this.videoEl.autoplay=this.model.autoplay,null!=this.model.volume?this.videoEl.volume=this.model.volume/100:this.model.volume=100*this.videoEl.volume,this.videoEl.onpause=()=>this.model.paused=!0,this.videoEl.onplay=()=>this.model.paused=!1,this.videoEl.ontimeupdate=()=>this.update_time(this),this.videoEl.onvolumechange=()=>this.update_volume(this),this.el.appendChild(this.videoEl),this.model.paused||this.videoEl.play()}update_time(e){e._setting?e._setting=!1:Date.now()-e._time<e.model.throttle||(e._blocked=!0,e.model.time=e.videoEl.currentTime,e._time=Date.now())}update_volume(e){e._setting?e._setting=!1:(e._blocked=!0,e.model.volume=100*e.videoEl.volume)}set_loop(){this.videoEl.loop=this.model.loop}set_muted(){this.videoEl.muted=this.model.muted}set_autoplay(){this.videoEl.autoplay=this.model.autoplay}set_paused(){!this.videoEl.paused&&this.model.paused&&this.videoEl.pause(),this.videoEl.paused&&!this.model.paused&&this.videoEl.play()}set_volume(){this._blocked?this._blocked=!1:(this._setting=!0,null!=this.model.volume&&(this.videoEl.volume=this.model.volume/100))}set_time(){this._blocked?this._blocked=!1:(this._setting=!0,this.videoEl.currentTime=this.model.time)}set_value(){this.videoEl.src=this.model.value}}i.VideoView=h,h.__name__=\"VideoView\";class m extends l.HTMLBox{constructor(e){super(e)}static init_Video(){this.prototype.default_view=h,this.define((({Any:e,Boolean:t,Int:i,Number:o})=>({loop:[t,!1],paused:[t,!0],muted:[t,!1],autoplay:[t,!1],time:[o,0],throttle:[i,250],value:[e,\"\"],volume:[i]})))}}i.Video=m,m.__name__=\"Video\",m.__module__=\"panel.models.widgets\",m.init_Video()},\n",
       "      \"e3e9b8e495\": function _(e,t,i,s,o){s();const h=e(\"@bokehjs/models/layouts/html_box\"),l=e(\"80a6464b1f\");class a extends l.PanelHTMLBoxView{constructor(){super(...arguments),this.constraints={audio:!1,video:!0}}initialize(){super.initialize(),null!==this.model.timeout&&this.set_timeout()}connect_signals(){super.connect_signals(),this.connect(this.model.properties.timeout.change,(()=>this.set_timeout())),this.connect(this.model.properties.snapshot.change,(()=>this.snapshot())),this.connect(this.model.properties.paused.change,(()=>this.pause()))}pause(){this.model.paused?(null!=this.timer&&(clearInterval(this.timer),this.timer=null),this.videoEl.pause()):this.videoEl.play(),this.set_timeout()}set_timeout(){this.timer&&(clearInterval(this.timer),this.timer=null),null!=this.model.timeout&&this.model.timeout>0&&(this.timer=setInterval((()=>this.snapshot()),this.model.timeout))}snapshot(){this.canvasEl.width=this.videoEl.videoWidth,this.canvasEl.height=this.videoEl.videoHeight;const e=this.canvasEl.getContext(\"2d\");e&&e.drawImage(this.videoEl,0,0,this.canvasEl.width,this.canvasEl.height),this.model.value=this.canvasEl.toDataURL(\"image/\"+this.model.format,.95)}remove(){super.remove(),this.timer&&(clearInterval(this.timer),this.timer=null)}render(){super.render(),this.videoEl||(this.videoEl=document.createElement(\"video\"),this.model.sizing_mode&&\"fixed\"!==this.model.sizing_mode||(this.model.height&&(this.videoEl.height=this.model.height),this.model.width&&(this.videoEl.width=this.model.width)),this.videoEl.style.objectFit=\"fill\",this.videoEl.style.minWidth=\"100%\",this.videoEl.style.minHeight=\"100%\",this.canvasEl=document.createElement(\"canvas\"),this.el.appendChild(this.videoEl),navigator.mediaDevices.getUserMedia&&navigator.mediaDevices.getUserMedia(this.constraints).then((e=>{this.videoEl.srcObject=e,this.model.paused||this.videoEl.play()})).catch(console.error))}}i.VideoStreamView=a,a.__name__=\"VideoStreamView\";class n extends h.HTMLBox{constructor(e){super(e)}static init_VideoStream(){this.prototype.default_view=a,this.define((({Any:e,Boolean:t,Int:i,Nullable:s,String:o})=>({format:[o,\"png\"],paused:[t,!1],snapshot:[t,!1],timeout:[s(i),null],value:[e]}))),this.override({height:240,width:320})}}i.VideoStream=n,n.__name__=\"VideoStream\",n.__module__=\"panel.models.widgets\",n.init_VideoStream()},\n",
       "      \"c51f25e2a7\": function _(o,V,l,K,T){K(),T(\"VTKJSPlot\",o(\"b6d9199d03\").VTKJSPlot),T(\"VTKVolumePlot\",o(\"7785475bdd\").VTKVolumePlot),T(\"VTKAxes\",o(\"ab478186ba\").VTKAxes),T(\"VTKSynchronizedPlot\",o(\"0a57062475\").VTKSynchronizedPlot)},\n",
       "      \"b6d9199d03\": function _(e,t,n,i,s){i();const a=e(\"e13c143c7d\"),r=e(\"993f3118b2\");class _ extends a.AbstractVTKView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.data.change,(()=>{this.invalidate_render()}))}render(){super.render(),this._create_orientation_widget(),this._set_axes()}invalidate_render(){this._vtk_renwin=null,super.invalidate_render()}init_vtk_renwin(){this._vtk_renwin=r.vtkns.FullScreenRenderWindow.newInstance({rootContainer:this.el,container:this._vtk_container})}plot(){if(!this.model.data)return void this._vtk_renwin.getRenderWindow().render();const e=r.vtkns.DataAccessHelper.get(\"zip\",{zipContent:atob(this.model.data),callback:t=>{const n=r.vtkns.HttpSceneLoader.newInstance({renderer:this._vtk_renwin.getRenderer(),dataAccessHelper:e}),i=window.vtk.macro.debounce((()=>setTimeout((()=>{null==this._axes&&this.model.axes&&this._set_axes(),this._set_camera_state(),this._get_camera_state()}),100)),100);n.setUrl(\"index.json\"),n.onReady(i)}})}}n.VTKJSPlotView=_,_.__name__=\"VTKJSPlotView\";class o extends a.AbstractVTKPlot{static init_VTKJSPlot(){this.prototype.default_view=_,this.define((({Boolean:e,Nullable:t,String:n})=>({data:[t(n)],enable_keybindings:[e,!1]})))}}n.VTKJSPlot=o,o.__name__=\"VTKJSPlot\",o.init_VTKJSPlot()},\n",
       "      \"e13c143c7d\": function _(e,t,i,n,s){n();const a=e(\"@bokehjs/core/dom\"),r=e(\"@bokehjs/models/layouts/html_box\"),o=e(\"@bokehjs/core/util/object\"),_=e(\"@bokehjs/models/mappers/color_mapper\"),d=e(\"@bokehjs/core/kinds\"),h=e(\"80a6464b1f\"),c=e(\"993f3118b2\"),l=e(\"c010237f8b\"),g=e(\"ab478186ba\"),p={padding:\"0px 2px 0px 2px\",maxHeight:\"150px\",height:\"auto\",backgroundColor:\"rgba(255, 255, 255, 0.4)\",borderRadius:\"10px\",margin:\"2px\",boxSizing:\"border-box\",overflow:\"hidden\",overflowY:\"auto\",transition:\"width 0.1s linear\",bottom:\"0px\",position:\"absolute\"},m=(0,d.Enum)(\"LowerLeft\",\"LowerRight\",\"UpperLeft\",\"UpperRight\",\"LowerEdge\",\"RightEdge\",\"LeftEdge\",\"UpperEdge\");class v extends h.PanelHTMLBoxView{initialize(){super.initialize(),this._camera_callbacks=[],this._renderable=!0,this._setting_camera=!1}_add_colorbars(){const e=this.el.querySelector(\".vtk_info\");if(e&&this.el.removeChild(e),this.model.color_mappers.length<1)return;const t=document.createElement(\"div\"),i=\"350px\",n=\"30px\";t.classList.add(\"vtk_info\"),(0,c.applyStyle)(t,p),(0,c.applyStyle)(t,{width:i}),this.el.appendChild(t);const s=[];this.model.color_mappers.forEach((e=>{const i=new l.VTKColorBar(t,e);s.push(i)}));const a=document.createElement(\"div\");(0,c.applyStyle)(a,{textAlign:\"center\",fontSize:\"20px\"}),a.innerText=\"...\",t.addEventListener(\"click\",(()=>{t.style.width===n?(t.removeChild(a),(0,c.applyStyle)(t,{height:\"auto\",width:i}),s.forEach((e=>t.appendChild(e.canvas)))):(s.forEach((e=>t.removeChild(e.canvas))),(0,c.applyStyle)(t,{height:n,width:n}),t.appendChild(a))})),t.click()}_init_annotations_container(){this._annotations_container||(this._annotations_container=document.createElement(\"div\"),this._annotations_container.style.position=\"absolute\",this._annotations_container.style.width=\"100%\",this._annotations_container.style.height=\"100%\",this._annotations_container.style.top=\"0\",this._annotations_container.style.left=\"0\",this._annotations_container.style.pointerEvents=\"none\")}_clean_annotations(){if(this._annotations_container)for(;this._annotations_container.firstElementChild;)this._annotations_container.firstElementChild.remove()}_add_annotations(){this._clean_annotations();const{annotations:e}=this.model;if(null!=e)for(let t of e){const{viewport:e,color:i,fontSize:n,fontFamily:s}=t;m.values.forEach((a=>{const r=t[a];if(r){const t=document.createElement(\"div\");t.textContent=r;const{style:o}=t;o.position=\"absolute\",o.color=`rgb(${i.map((e=>255*e)).join(\",\")})`,o.fontSize=`${n}px`,o.padding=\"5px\",o.fontFamily=s,o.width=\"fit-content\",\"UpperLeft\"==a&&(o.top=100*(1-e[3])+\"%\",o.left=100*e[0]+\"%\"),\"UpperRight\"==a&&(o.top=100*(1-e[3])+\"%\",o.right=100*(1-e[2])+\"%\"),\"LowerLeft\"==a&&(o.bottom=100*e[1]+\"%\",o.left=100*e[0]+\"%\"),\"LowerRight\"==a&&(o.bottom=100*e[1]+\"%\",o.right=100*(1-e[2])+\"%\"),\"UpperEdge\"==a&&(o.top=100*(1-e[3])+\"%\",o.left=100*(e[0]+(e[2]-e[0])/2)+\"%\",o.transform=\"translateX(-50%)\"),\"LowerEdge\"==a&&(o.bottom=100*e[1]+\"%\",o.left=100*(e[0]+(e[2]-e[0])/2)+\"%\",o.transform=\"translateX(-50%)\"),\"LeftEdge\"==a&&(o.left=100*e[0]+\"%\",o.top=100*(1-e[3]+(e[3]-e[1])/2)+\"%\",o.transform=\"translateY(-50%)\"),\"RightEdge\"==a&&(o.right=100*(1-e[2])+\"%\",o.top=100*(1-e[3]+(e[3]-e[1])/2)+\"%\",o.transform=\"translateY(-50%)\"),this._annotations_container.appendChild(t)}}))}}connect_signals(){super.connect_signals(),this.on_change(this.model.properties.orientation_widget,(()=>{this._orientation_widget_visibility(this.model.orientation_widget)})),this.on_change(this.model.properties.camera,(()=>this._set_camera_state())),this.on_change(this.model.properties.axes,(()=>{this._delete_axes(),this.model.axes&&this._set_axes(),this._vtk_render()})),this.on_change(this.model.properties.color_mappers,(()=>this._add_colorbars())),this.on_change(this.model.properties.annotations,(()=>this._add_annotations()))}render(){super.render(),this._vtk_renwin&&this._vtk_container?((0,h.set_size)(this._vtk_container,this.model),this.el.appendChild(this._vtk_container)):(this._orientationWidget=null,this._axes=null,this._vtk_container=(0,a.div)(),this.init_vtk_renwin(),this._init_annotations_container(),(0,h.set_size)(this._vtk_container,this.model),this.el.appendChild(this._vtk_container),this._vtk_renwin.getInteractor().onEndAnimation((()=>this._get_camera_state())),this._remove_default_key_binding(),this._bind_key_events(),this.plot(),this._add_colorbars(),this._add_annotations(),this.model.renderer_el=this._vtk_renwin),this.el.appendChild(this._annotations_container)}after_layout(){super.after_layout(),this._renderable&&this._vtk_renwin.resize(),this._vtk_render()}invalidate_render(){this._unsubscribe_camera_cb(),super.invalidate_render()}resize_layout(){this.layout&&super.resize_layout()}remove(){this._unsubscribe_camera_cb(),window.removeEventListener(\"resize\",this._vtk_renwin.resize),null!=this._orientationWidget&&this._orientationWidget.delete(),this._vtk_renwin.getRenderWindow().getInteractor().delete(),this._vtk_renwin.delete(),super.remove()}get _vtk_camera_state(){const e=this._vtk_renwin.getRenderer().getActiveCamera();let t;return e&&(t=(0,o.clone)(e.get()),delete t.classHierarchy,delete t.vtkObject,delete t.vtkCamera,delete t.viewPlaneNormal,delete t.flattenedDepIds,delete t.managedInstanceId,delete t.directionOfProjection),t}get _axes_canvas(){let e=this._vtk_container.querySelector(\".axes-canvas\");return e||(e=(0,a.canvas)({style:{position:\"absolute\",top:\"0\",left:\"0\",width:\"100%\",height:\"100%\"}}),e.classList.add(\"axes-canvas\"),this._vtk_container.appendChild(e),this._vtk_renwin.setResizeCallback((()=>{if(this._axes_canvas){const e=this._vtk_container.getBoundingClientRect(),t=Math.floor(e.width*window.devicePixelRatio),i=Math.floor(e.height*window.devicePixelRatio);this._axes_canvas.setAttribute(\"width\",t.toFixed()),this._axes_canvas.setAttribute(\"height\",i.toFixed())}}))),e}_bind_key_events(){this.el.addEventListener(\"mouseenter\",(()=>{const e=this._vtk_renwin.getInteractor();this.model.enable_keybindings&&(document.querySelector(\"body\").addEventListener(\"keypress\",e.handleKeyPress),document.querySelector(\"body\").addEventListener(\"keydown\",e.handleKeyDown),document.querySelector(\"body\").addEventListener(\"keyup\",e.handleKeyUp))})),this.el.addEventListener(\"mouseleave\",(()=>{const e=this._vtk_renwin.getInteractor();document.querySelector(\"body\").removeEventListener(\"keypress\",e.handleKeyPress),document.querySelector(\"body\").removeEventListener(\"keydown\",e.handleKeyDown),document.querySelector(\"body\").removeEventListener(\"keyup\",e.handleKeyUp)}))}_create_orientation_widget(){const e=c.vtkns.AxesActor.newInstance();this._orientationWidget=c.vtkns.OrientationMarkerWidget.newInstance({actor:e,interactor:this._vtk_renwin.getInteractor()}),this._orientationWidget.setEnabled(!0),this._orientationWidget.setViewportCorner(c.vtkns.OrientationMarkerWidget.Corners.BOTTOM_RIGHT),this._orientationWidget.setViewportSize(.15),this._orientationWidget.setMinPixelSize(75),this._orientationWidget.setMaxPixelSize(300),this.model.interactive_orientation_widget&&this._make_orientation_widget_interactive(),this._orientation_widget_visibility(this.model.orientation_widget)}_make_orientation_widget_interactive(){this._widgetManager=c.vtkns.WidgetManager.newInstance(),this._widgetManager.setRenderer(this._orientationWidget.getRenderer());const e=this._orientationWidget.getActor(),t=c.vtkns.InteractiveOrientationWidget.newInstance();t.placeWidget(e.getBounds()),t.setBounds(e.getBounds()),t.setPlaceFactor(1);this._widgetManager.addWidget(t).onOrientationChange((({direction:e})=>{const t=this._vtk_renwin.getRenderer().getActiveCamera(),i=t.getFocalPoint(),n=t.getPosition(),s=t.getViewUp(),a=Math.sqrt(Math.pow(n[0]-i[0],2)+Math.pow(n[1]-i[1],2)+Math.pow(n[2]-i[2],2));t.setPosition(i[0]+e[0]*a,i[1]+e[1]*a,i[2]+e[2]*a),e[0]&&t.setViewUp((0,c.majorAxis)(s,1,2)),e[1]&&t.setViewUp((0,c.majorAxis)(s,0,2)),e[2]&&t.setViewUp((0,c.majorAxis)(s,0,1)),this._vtk_renwin.getRenderer().resetCameraClippingRange(),this._vtk_render(),this._get_camera_state()}))}_delete_axes(){if(this._axes){Object.keys(this._axes).forEach((e=>this._vtk_renwin.getRenderer().removeActor(this._axes[e]))),this._axes=null;const e=this._axes_canvas.getContext(\"2d\");e&&e.clearRect(0,0,this._axes_canvas.clientWidth*window.devicePixelRatio,this._axes_canvas.clientHeight*window.devicePixelRatio)}}_get_camera_state(){this._setting_camera||(this._setting_camera=!0,this.model.camera=this._vtk_camera_state,this._setting_camera=!1)}_orientation_widget_visibility(e){this._orientationWidget.setEnabled(e),null!=this._widgetManager&&(e?this._widgetManager.enablePicking():this._widgetManager.disablePicking()),this._vtk_render()}_remove_default_key_binding(){const e=this._vtk_renwin.getInteractor();document.querySelector(\"body\").removeEventListener(\"keypress\",e.handleKeyPress),document.querySelector(\"body\").removeEventListener(\"keydown\",e.handleKeyDown),document.querySelector(\"body\").removeEventListener(\"keyup\",e.handleKeyUp)}_set_axes(){if(this.model.axes&&this._vtk_renwin.getRenderer()){const{psActor:e,axesActor:t,gridActor:i}=this.model.axes.create_axes(this._axes_canvas);this._axes={psActor:e,axesActor:t,gridActor:i},e&&this._vtk_renwin.getRenderer().addActor(e),t&&this._vtk_renwin.getRenderer().addActor(t),i&&this._vtk_renwin.getRenderer().addActor(i)}}_set_camera_state(){this._setting_camera||void 0===this._vtk_renwin.getRenderer()||(this._setting_camera=!0,this.model.camera&&JSON.stringify(this.model.camera)!=JSON.stringify(this._vtk_camera_state)&&this._vtk_renwin.getRenderer().getActiveCamera().set(this.model.camera),this._vtk_renwin.getRenderer().resetCameraClippingRange(),this._vtk_render(),this._setting_camera=!1)}_unsubscribe_camera_cb(){this._camera_callbacks.splice(0,this._camera_callbacks.length).map((e=>e.unsubscribe()))}_vtk_render(){this._renderable&&(this._orientationWidget&&this._orientationWidget.updateMarkerOrientation(),this._vtk_renwin.getRenderWindow().render())}}i.AbstractVTKView=v,v.__name__=\"AbstractVTKView\";class w extends r.HTMLBox{constructor(e){(0,c.setup_vtkns)(),super(e)}getActors(){return this.renderer_el.getRenderer().getActors()}static init_AbstractVTKPlot(){this.define((({Any:e,Ref:t,Array:i,Boolean:n,Nullable:s})=>({axes:[s(t(g.VTKAxes)),null],camera:[e],color_mappers:[i(t(_.ColorMapper)),[]],orientation_widget:[n,!1],interactive_orientation_widget:[n,!1],annotations:[s(i(e)),null]}))),this.override({height:300,width:300})}}i.AbstractVTKPlot=w,w.__name__=\"AbstractVTKPlot\",w.__module__=\"panel.models.vtk\",w.init_AbstractVTKPlot()},\n",
       "      \"993f3118b2\": function _(e,n,t,r,a){r();const o=e(\"@bokehjs/core/util/array\"),i=e(\"@bokehjs/core/kinds\");function s(){if(null!=t.vtkns.Actor)return;const e=window.vtk;t.vtkns.Actor=e.Rendering.Core.vtkActor,t.vtkns.AxesActor=e.Rendering.Core.vtkAxesActor,t.vtkns.Base64=e.Common.Core.vtkBase64,t.vtkns.BoundingBox=e.Common.DataModel.vtkBoundingBox,t.vtkns.Camera=e.Rendering.Core.vtkCamera,t.vtkns.ColorTransferFunction=e.Rendering.Core.vtkColorTransferFunction,t.vtkns.CubeSource=e.Filters.Sources.vtkCubeSource,t.vtkns.DataAccessHelper=e.IO.Core.DataAccessHelper,t.vtkns.DataArray=e.Common.Core.vtkDataArray,t.vtkns.Follower=e.Rendering.Core.vtkFollower,t.vtkns.FullScreenRenderWindow=e.Rendering.Misc.vtkFullScreenRenderWindow,t.vtkns.Glyph3DMapper=e.Rendering.Core.vtkGlyph3DMapper,t.vtkns.HttpSceneLoader=e.IO.Core.vtkHttpSceneLoader,t.vtkns.ImageData=e.Common.DataModel.vtkImageData,t.vtkns.ImageMapper=e.Rendering.Core.vtkImageMapper,t.vtkns.ImageProperty=e.Rendering.Core.vtkImageProperty,t.vtkns.ImageSlice=e.Rendering.Core.vtkImageSlice,t.vtkns.InteractiveOrientationWidget=e.Widgets.Widgets3D.vtkInteractiveOrientationWidget,t.vtkns.InteractorStyleTrackballCamera=e.Interaction.Style.vtkInteractorStyleTrackballCamera,t.vtkns.Light=e.Rendering.Core.vtkLight,t.vtkns.LineSource=e.Filters.Sources.vtkLineSource,t.vtkns.LookupTable=e.Common.Core.vtkLookupTable,t.vtkns.macro=e.macro,t.vtkns.Mapper=e.Rendering.Core.vtkMapper,t.vtkns.OpenGLRenderWindow=e.Rendering.OpenGL.vtkRenderWindow,t.vtkns.OrientationMarkerWidget=e.Interaction.Widgets.vtkOrientationMarkerWidget,t.vtkns.OutlineFilter=e.Filters.General.vtkOutlineFilter,t.vtkns.PiecewiseFunction=e.Common.DataModel.vtkPiecewiseFunction,t.vtkns.PixelSpaceCallbackMapper=e.Rendering.Core.vtkPixelSpaceCallbackMapper,t.vtkns.PlaneSource=e.Filters.Sources.vtkPlaneSource,t.vtkns.PointSource=e.Filters.Sources.vtkPointSource,t.vtkns.PolyData=e.Common.DataModel.vtkPolyData,t.vtkns.Property=e.Rendering.Core.vtkProperty,t.vtkns.Renderer=e.Rendering.Core.vtkRenderer,t.vtkns.RenderWindow=e.Rendering.Core.vtkRenderWindow,t.vtkns.RenderWindowInteractor=e.Rendering.Core.vtkRenderWindowInteractor,t.vtkns.SphereMapper=e.Rendering.Core.vtkSphereMapper,t.vtkns.SynchronizableRenderWindow=e.Rendering.Misc.vtkSynchronizableRenderWindow,t.vtkns.ThirdParty=e.ThirdParty,t.vtkns.Texture=e.Rendering.Core.vtkTexture,t.vtkns.Volume=e.Rendering.Core.vtkVolume,t.vtkns.VolumeController=e.Interaction.UI.vtkVolumeController,t.vtkns.VolumeMapper=e.Rendering.Core.vtkVolumeMapper,t.vtkns.VolumeProperty=e.Rendering.Core.vtkVolumeProperty,t.vtkns.WidgetManager=e.Widgets.Core.vtkWidgetManager;const{vtkObjectManager:n}=t.vtkns.SynchronizableRenderWindow;n.setTypeMapping(\"vtkVolumeMapper\",t.vtkns.VolumeMapper.newInstance,n.oneTimeGenericUpdater),n.setTypeMapping(\"vtkSmartVolumeMapper\",t.vtkns.VolumeMapper.newInstance,n.oneTimeGenericUpdater),n.setTypeMapping(\"vtkFollower\",t.vtkns.Follower.newInstance,n.genericUpdater),n.setTypeMapping(\"vtkOpenGLGlyph3DMapper\",t.vtkns.Glyph3DMapper.newInstance,n.genericUpdater)}function k(e){const n=Math.min(Math.max(Math.round(e),0),255).toString(16);return 2==n.length?n:\"0\"+n}function c(e,n,t){return\"#\"+k(e)+k(n)+k(t)}function v(e){for(var n=new ArrayBuffer(e.length),t=new Uint8Array(n),r=0,a=e.length;r<a;r++)t[r]=e.charCodeAt(r);return n}t.ARRAY_TYPES={uint8:Uint8Array,int8:Int8Array,uint16:Uint16Array,int16:Int16Array,uint32:Uint32Array,int32:Int32Array,float32:Float32Array,float64:Float64Array},t.vtkns={},t.setup_vtkns=s,window.vtk&&s(),t.Interpolation=(0,i.Enum)(\"fast_linear\",\"linear\",\"nearest\"),t.applyStyle=function(e,n){Object.keys(n).forEach((t=>{e.style[t]=n[t]}))},t.hexToRGB=function(e){return[parseInt(e.slice(1,3),16)/255,parseInt(e.slice(3,5),16)/255,parseInt(e.slice(5,7),16)/255]},t.rgbToHex=c,t.vtkLutToMapper=function(e){const{scale:n,nodes:r}=e.get(\"scale\",\"nodes\");if(n!==t.vtkns.ColorTransferFunction.Scale.LINEAR)throw\"Error transfer function scale not handle\";const a=r.map((e=>e.x)),i=Math.min(...a),s=Math.max(...a),k=(0,o.linspace)(i,s,255),v=[0,0,0];return{low:i,high:s,palette:k.map((n=>(e.getColor(n,v),c(255*v[0],255*v[1],255*v[2]))))}},t.data2VTKImageData=function(e){const n=t.vtkns.ImageData.newInstance({spacing:e.spacing});n.setDimensions(e.dims),n.setOrigin(null!=e.origin?e.origin:e.dims.map((e=>e/2)));const r=t.vtkns.DataArray.newInstance({name:\"scalars\",numberOfComponents:1,values:new t.ARRAY_TYPES[e.dtype](v(atob(e.buffer)))});return n.getPointData().setScalars(r),n},t.majorAxis=function(e,n,t){const r=[0,0,0],a=Math.abs(e[n])>Math.abs(e[t])?n:t,o=e[a]>0?1:-1;return r[a]=o,r},t.cartesian_product=function(...e){return e.reduce(((e,n)=>e.flatMap((e=>n.map((n=>[].concat(e,n)))))))}},\n",
       "      \"c010237f8b\": function _(t,i,e,s,h){s();const a=t(\"@bokehjs/models/mappers\"),n=t(\"@bokehjs/core/util/array\");class c{constructor(t,i,e={}){this.parent=t,this.mapper=i,this.options=e,e.ticksNum||(e.ticksNum=5),e.fontFamily||(e.fontFamily=\"Arial\"),e.fontSize||(e.fontSize=\"12px\"),e.ticksSize||(e.ticksSize=2),this.canvas=document.createElement(\"canvas\"),this.canvas.style.width=\"100%\",this.parent.appendChild(this.canvas),this.ctx=this.canvas.getContext(\"2d\"),this.ctx.font=`${this.options.fontSize} ${this.options.fontFamily}`,this.ctx.lineWidth=e.ticksSize,e.height||(e.height=4*(this.font_height+1)+\"px\"),this.canvas.style.height=e.height,this.draw_colorbar()}get values(){const{min:t,max:i}=this.mapper.metrics;return(0,n.linspace)(t,i,this.options.ticksNum)}get ticks(){return this.values.map((t=>t.toExponential(3)))}get title(){return this.mapper.name?this.mapper.name:\"scalars\"}get font_height(){let t=0;return this.values.forEach((i=>{const{actualBoundingBoxAscent:e,actualBoundingBoxDescent:s}=this.ctx.measureText(`${i}`),h=e+s;t<h&&(t=h)})),t}draw_colorbar(){this.canvas.width=this.canvas.clientWidth,this.canvas.height=this.canvas.clientHeight;const{palette:t}=this.mapper;this.ctx.font=`${this.options.fontSize} ${this.options.fontFamily}`;const i=this.font_height;this.ctx.save();const e=document.createElement(\"canvas\"),s=t.length;e.width=s,e.height=1;const h=e.getContext(\"2d\"),c=h.getImageData(0,0,s,1),o=new a.LinearColorMapper({palette:t}).rgba_mapper.v_compute((0,n.range)(0,t.length));c.data.set(o),h.putImageData(c,0,0),this.ctx.drawImage(e,0,2*(this.font_height+1)+1,this.canvas.width,this.canvas.height),this.ctx.restore(),this.ctx.save(),this.ctx.textAlign=\"center\",this.ctx.fillText(this.title,this.canvas.width/2,i+1),this.ctx.restore(),this.ctx.save();const r=(0,n.linspace)(0,this.canvas.width,5);r.forEach(((t,e)=>{let s=t;0==e?(s=t+Math.ceil(this.ctx.lineWidth/2),this.ctx.textAlign=\"left\"):e==r.length-1?(s=t-Math.ceil(this.ctx.lineWidth/2),this.ctx.textAlign=\"right\"):this.ctx.textAlign=\"center\",this.ctx.moveTo(s,2*(i+1)),this.ctx.lineTo(s,2*(i+1)+5),this.ctx.stroke(),this.ctx.fillText(`${this.ticks[e]}`,t,2*(i+1))})),this.ctx.restore()}}e.VTKColorBar=c,c.__name__=\"VTKColorBar\"},\n",
       "      \"ab478186ba\": function _(t,i,s,e,n){e();const a=t(\"@bokehjs/model\"),c=t(\"2f3fd5db07\"),r=t(\"993f3118b2\");class h extends a.Model{constructor(t){super(t)}static init_VTKAxes(){this.define((({Any:t,Array:i,Boolean:s,Number:e})=>({origin:[i(e)],xticker:[t],yticker:[t],zticker:[t],digits:[e,1],show_grid:[s,!0],grid_opacity:[e,.1],axes_opacity:[e,1],fontsize:[e,12]})))}get xticks(){return this.xticker?this.xticker.ticks:[]}get yticks(){return this.yticker?this.yticker.ticks:[]}get zticks(){return this.zticker?this.zticker.ticks:[]}get xlabels(){return this.xticker.labels?this.xticker.labels:this.xticks.map((t=>t.toFixed(this.digits)))}get ylabels(){return this.yticker.labels?this.yticker.labels:this.yticks.map((t=>t.toFixed(this.digits)))}get zlabels(){return this.zticker.labels?this.zticker.labels:this.zticks.map((t=>t.toFixed(this.digits)))}_make_grid_lines(t,i,s){const e=[];for(let n=0;n<t-1;n++)for(let t=0;t<i-1;t++){const a=n*i+t+s,c=[5,a,n*i+t+1+s,(n+1)*i+t+1+s,(n+1)*i+t+s,a];e.push(c)}return e}_create_grid_axes(){const t=[];t.push((0,r.cartesian_product)(this.xticks,this.yticks,[this.origin[2]])),t.push((0,r.cartesian_product)([this.origin[0]],this.yticks,this.zticks)),t.push((0,r.cartesian_product)(this.xticks,[this.origin[1]],this.zticks));const i=[];let s=0;i.push(this._make_grid_lines(this.xticks.length,this.yticks.length,s)),s+=this.xticks.length*this.yticks.length,i.push(this._make_grid_lines(this.yticks.length,this.zticks.length,s)),s+=this.yticks.length*this.zticks.length,i.push(this._make_grid_lines(this.xticks.length,this.zticks.length,s));const e=window.vtk({vtkClass:\"vtkPolyData\",points:{vtkClass:\"vtkPoints\",dataType:\"Float32Array\",numberOfComponents:3,values:t.flat(2)},lines:{vtkClass:\"vtkCellArray\",dataType:\"Uint32Array\",values:i.flat(2)}}),n=r.vtkns.Mapper.newInstance(),a=r.vtkns.Actor.newInstance();return n.setInputData(e),a.setMapper(n),a.getProperty().setOpacity(this.grid_opacity),a.setVisibility(this.show_grid),a}create_axes(t){if(null==this.origin)return{psActor:null,axesActor:null,gridActor:null};const i=[this.xticks,this.yticks,this.zticks].map(((t,i)=>{let s=null;switch(i){case 0:s=(0,r.cartesian_product)(t,[this.origin[1]],[this.origin[2]]);break;case 1:s=(0,r.cartesian_product)([this.origin[0]],t,[this.origin[2]]);break;case 2:s=(0,r.cartesian_product)([this.origin[0]],[this.origin[1]],t)}return s})).flat(2),s=window.vtk({vtkClass:\"vtkPolyData\",points:{vtkClass:\"vtkPoints\",dataType:\"Float32Array\",numberOfComponents:3,values:i},lines:{vtkClass:\"vtkCellArray\",dataType:\"Uint32Array\",values:[2,0,this.xticks.length-1,2,this.xticks.length,this.xticks.length+this.yticks.length-1,2,this.xticks.length+this.yticks.length,this.xticks.length+this.yticks.length+this.zticks.length-1]}}),e=r.vtkns.PixelSpaceCallbackMapper.newInstance();e.setInputData(s),e.setUseZValues(!0),e.setCallback(((i,s,n)=>{const a=t.getContext(\"2d\");if(a){const r={height:t.clientHeight*window.devicePixelRatio,width:t.clientWidth*window.devicePixelRatio},h=e.getInputData().getPoints(),l=s.getViewMatrix();c.mat4.transpose(l,l);const o=s.getProjectionMatrix(n,-1,1);c.mat4.transpose(o,o),a.clearRect(0,0,r.width,r.height),i.forEach(((t,i)=>{const s=h.getPoint(i),e=c.vec3.fromValues(s[0],s[1],s[2]);if(c.vec3.transformMat4(e,e,l),e[2]+=.05,c.vec3.transformMat4(e,e,o),e[2]-.001<t[3]){let s;a.font=\"30px serif\",a.textAlign=\"center\",a.textBaseline=\"alphabetic\",a.fillText(\".\",t[0],r.height-t[1]+2),a.font=this.fontsize*window.devicePixelRatio+\"px serif\",a.textAlign=\"right\",a.textBaseline=\"top\",s=i<this.xticks.length?this.xlabels[i]:i>=this.xticks.length&&i<this.xticks.length+this.yticks.length?this.ylabels[i-this.xticks.length]:this.zlabels[i-(this.xticks.length+this.yticks.length)],a.fillText(`${s}`,t[0],r.height-t[1])}}))}}));const n=r.vtkns.Actor.newInstance();n.setMapper(e);const a=r.vtkns.Mapper.newInstance();a.setInputData(s);const h=r.vtkns.Actor.newInstance();h.setMapper(a),h.getProperty().setOpacity(this.axes_opacity);return{psActor:n,axesActor:h,gridActor:this._create_grid_axes()}}}s.VTKAxes=h,h.__name__=\"VTKAxes\",h.__module__=\"panel.models.vtk\",h.init_VTKAxes()},\n",
       "      \"2f3fd5db07\": function _(t,c,a,o,r){o();const _=t(\"tslib\"),m=(0,_.__importStar)(t(\"68ca94c15c\"));a.glMatrix=m;const i=(0,_.__importStar)(t(\"7c0b8e6048\"));a.mat2=i;const n=(0,_.__importStar)(t(\"dc03f0a621\"));a.mat2d=n;const s=(0,_.__importStar)(t(\"0285c50a7e\"));a.mat3=s;const p=(0,_.__importStar)(t(\"a427635f32\"));a.mat4=p;const S=(0,_.__importStar)(t(\"eb06fc032a\"));a.quat=S;const e=(0,_.__importStar)(t(\"277615c682\"));a.quat2=e;const f=(0,_.__importStar)(t(\"c56d9ff837\"));a.vec2=f;const b=(0,_.__importStar)(t(\"2c5eb22089\"));a.vec3=b;const d=(0,_.__importStar)(t(\"c1aa33d719\"));a.vec4=d},\n",
       "      \"68ca94c15c\": function _(t,a,r,n,o){n(),r.EPSILON=1e-6,r.ARRAY_TYPE=\"undefined\"!=typeof Float32Array?Float32Array:Array,r.RANDOM=Math.random,r.setMatrixArrayType=function(t){r.ARRAY_TYPE=t};var h=Math.PI/180;r.toRadian=function(t){return t*h},r.equals=function(t,a){return Math.abs(t-a)<=r.EPSILON*Math.max(1,Math.abs(t),Math.abs(a))},Math.hypot||(Math.hypot=function(){for(var t=0,a=arguments.length;a--;)t+=arguments[a]*arguments[a];return Math.sqrt(t)})},\n",
       "      \"7c0b8e6048\": function _(t,n,r,a,u){a();const e=(0,t(\"tslib\").__importStar)(t(\"68ca94c15c\"));function o(t,n,r){var a=n[0],u=n[1],e=n[2],o=n[3],c=r[0],i=r[1],f=r[2],s=r[3];return t[0]=a*c+e*i,t[1]=u*c+o*i,t[2]=a*f+e*s,t[3]=u*f+o*s,t}function c(t,n,r){return t[0]=n[0]-r[0],t[1]=n[1]-r[1],t[2]=n[2]-r[2],t[3]=n[3]-r[3],t}r.create=function(){var t=new e.ARRAY_TYPE(4);return e.ARRAY_TYPE!=Float32Array&&(t[1]=0,t[2]=0),t[0]=1,t[3]=1,t},r.clone=function(t){var n=new e.ARRAY_TYPE(4);return n[0]=t[0],n[1]=t[1],n[2]=t[2],n[3]=t[3],n},r.copy=function(t,n){return t[0]=n[0],t[1]=n[1],t[2]=n[2],t[3]=n[3],t},r.identity=function(t){return t[0]=1,t[1]=0,t[2]=0,t[3]=1,t},r.fromValues=function(t,n,r,a){var u=new e.ARRAY_TYPE(4);return u[0]=t,u[1]=n,u[2]=r,u[3]=a,u},r.set=function(t,n,r,a,u){return t[0]=n,t[1]=r,t[2]=a,t[3]=u,t},r.transpose=function(t,n){if(t===n){var r=n[1];t[1]=n[2],t[2]=r}else t[0]=n[0],t[1]=n[2],t[2]=n[1],t[3]=n[3];return t},r.invert=function(t,n){var r=n[0],a=n[1],u=n[2],e=n[3],o=r*e-u*a;return o?(o=1/o,t[0]=e*o,t[1]=-a*o,t[2]=-u*o,t[3]=r*o,t):null},r.adjoint=function(t,n){var r=n[0];return t[0]=n[3],t[1]=-n[1],t[2]=-n[2],t[3]=r,t},r.determinant=function(t){return t[0]*t[3]-t[2]*t[1]},r.multiply=o,r.rotate=function(t,n,r){var a=n[0],u=n[1],e=n[2],o=n[3],c=Math.sin(r),i=Math.cos(r);return t[0]=a*i+e*c,t[1]=u*i+o*c,t[2]=a*-c+e*i,t[3]=u*-c+o*i,t},r.scale=function(t,n,r){var a=n[0],u=n[1],e=n[2],o=n[3],c=r[0],i=r[1];return t[0]=a*c,t[1]=u*c,t[2]=e*i,t[3]=o*i,t},r.fromRotation=function(t,n){var r=Math.sin(n),a=Math.cos(n);return t[0]=a,t[1]=r,t[2]=-r,t[3]=a,t},r.fromScaling=function(t,n){return t[0]=n[0],t[1]=0,t[2]=0,t[3]=n[1],t},r.str=function(t){return\"mat2(\"+t[0]+\", \"+t[1]+\", \"+t[2]+\", \"+t[3]+\")\"},r.frob=function(t){return Math.hypot(t[0],t[1],t[2],t[3])},r.LDU=function(t,n,r,a){return t[2]=a[2]/a[0],r[0]=a[0],r[1]=a[1],r[3]=a[3]-t[2]*r[1],[t,n,r]},r.add=function(t,n,r){return t[0]=n[0]+r[0],t[1]=n[1]+r[1],t[2]=n[2]+r[2],t[3]=n[3]+r[3],t},r.subtract=c,r.exactEquals=function(t,n){return t[0]===n[0]&&t[1]===n[1]&&t[2]===n[2]&&t[3]===n[3]},r.equals=function(t,n){var r=t[0],a=t[1],u=t[2],o=t[3],c=n[0],i=n[1],f=n[2],s=n[3];return Math.abs(r-c)<=e.EPSILON*Math.max(1,Math.abs(r),Math.abs(c))&&Math.abs(a-i)<=e.EPSILON*Math.max(1,Math.abs(a),Math.abs(i))&&Math.abs(u-f)<=e.EPSILON*Math.max(1,Math.abs(u),Math.abs(f))&&Math.abs(o-s)<=e.EPSILON*Math.max(1,Math.abs(o),Math.abs(s))},r.multiplyScalar=function(t,n,r){return t[0]=n[0]*r,t[1]=n[1]*r,t[2]=n[2]*r,t[3]=n[3]*r,t},r.multiplyScalarAndAdd=function(t,n,r,a){return t[0]=n[0]+r[0]*a,t[1]=n[1]+r[1]*a,t[2]=n[2]+r[2]*a,t[3]=n[3]+r[3]*a,t},r.mul=o,r.sub=c},\n",
       "      \"dc03f0a621\": function _(t,n,a,r,u){r();const o=(0,t(\"tslib\").__importStar)(t(\"68ca94c15c\"));function e(t,n,a){var r=n[0],u=n[1],o=n[2],e=n[3],c=n[4],i=n[5],s=a[0],h=a[1],f=a[2],M=a[3],b=a[4],l=a[5];return t[0]=r*s+o*h,t[1]=u*s+e*h,t[2]=r*f+o*M,t[3]=u*f+e*M,t[4]=r*b+o*l+c,t[5]=u*b+e*l+i,t}function c(t,n,a){return t[0]=n[0]-a[0],t[1]=n[1]-a[1],t[2]=n[2]-a[2],t[3]=n[3]-a[3],t[4]=n[4]-a[4],t[5]=n[5]-a[5],t}a.create=function(){var t=new o.ARRAY_TYPE(6);return o.ARRAY_TYPE!=Float32Array&&(t[1]=0,t[2]=0,t[4]=0,t[5]=0),t[0]=1,t[3]=1,t},a.clone=function(t){var n=new o.ARRAY_TYPE(6);return n[0]=t[0],n[1]=t[1],n[2]=t[2],n[3]=t[3],n[4]=t[4],n[5]=t[5],n},a.copy=function(t,n){return t[0]=n[0],t[1]=n[1],t[2]=n[2],t[3]=n[3],t[4]=n[4],t[5]=n[5],t},a.identity=function(t){return t[0]=1,t[1]=0,t[2]=0,t[3]=1,t[4]=0,t[5]=0,t},a.fromValues=function(t,n,a,r,u,e){var c=new o.ARRAY_TYPE(6);return c[0]=t,c[1]=n,c[2]=a,c[3]=r,c[4]=u,c[5]=e,c},a.set=function(t,n,a,r,u,o,e){return t[0]=n,t[1]=a,t[2]=r,t[3]=u,t[4]=o,t[5]=e,t},a.invert=function(t,n){var a=n[0],r=n[1],u=n[2],o=n[3],e=n[4],c=n[5],i=a*o-r*u;return i?(i=1/i,t[0]=o*i,t[1]=-r*i,t[2]=-u*i,t[3]=a*i,t[4]=(u*c-o*e)*i,t[5]=(r*e-a*c)*i,t):null},a.determinant=function(t){return t[0]*t[3]-t[1]*t[2]},a.multiply=e,a.rotate=function(t,n,a){var r=n[0],u=n[1],o=n[2],e=n[3],c=n[4],i=n[5],s=Math.sin(a),h=Math.cos(a);return t[0]=r*h+o*s,t[1]=u*h+e*s,t[2]=r*-s+o*h,t[3]=u*-s+e*h,t[4]=c,t[5]=i,t},a.scale=function(t,n,a){var r=n[0],u=n[1],o=n[2],e=n[3],c=n[4],i=n[5],s=a[0],h=a[1];return t[0]=r*s,t[1]=u*s,t[2]=o*h,t[3]=e*h,t[4]=c,t[5]=i,t},a.translate=function(t,n,a){var r=n[0],u=n[1],o=n[2],e=n[3],c=n[4],i=n[5],s=a[0],h=a[1];return t[0]=r,t[1]=u,t[2]=o,t[3]=e,t[4]=r*s+o*h+c,t[5]=u*s+e*h+i,t},a.fromRotation=function(t,n){var a=Math.sin(n),r=Math.cos(n);return t[0]=r,t[1]=a,t[2]=-a,t[3]=r,t[4]=0,t[5]=0,t},a.fromScaling=function(t,n){return t[0]=n[0],t[1]=0,t[2]=0,t[3]=n[1],t[4]=0,t[5]=0,t},a.fromTranslation=function(t,n){return t[0]=1,t[1]=0,t[2]=0,t[3]=1,t[4]=n[0],t[5]=n[1],t},a.str=function(t){return\"mat2d(\"+t[0]+\", \"+t[1]+\", \"+t[2]+\", \"+t[3]+\", \"+t[4]+\", \"+t[5]+\")\"},a.frob=function(t){return Math.hypot(t[0],t[1],t[2],t[3],t[4],t[5],1)},a.add=function(t,n,a){return t[0]=n[0]+a[0],t[1]=n[1]+a[1],t[2]=n[2]+a[2],t[3]=n[3]+a[3],t[4]=n[4]+a[4],t[5]=n[5]+a[5],t},a.subtract=c,a.multiplyScalar=function(t,n,a){return t[0]=n[0]*a,t[1]=n[1]*a,t[2]=n[2]*a,t[3]=n[3]*a,t[4]=n[4]*a,t[5]=n[5]*a,t},a.multiplyScalarAndAdd=function(t,n,a,r){return t[0]=n[0]+a[0]*r,t[1]=n[1]+a[1]*r,t[2]=n[2]+a[2]*r,t[3]=n[3]+a[3]*r,t[4]=n[4]+a[4]*r,t[5]=n[5]+a[5]*r,t},a.exactEquals=function(t,n){return t[0]===n[0]&&t[1]===n[1]&&t[2]===n[2]&&t[3]===n[3]&&t[4]===n[4]&&t[5]===n[5]},a.equals=function(t,n){var a=t[0],r=t[1],u=t[2],e=t[3],c=t[4],i=t[5],s=n[0],h=n[1],f=n[2],M=n[3],b=n[4],l=n[5];return Math.abs(a-s)<=o.EPSILON*Math.max(1,Math.abs(a),Math.abs(s))&&Math.abs(r-h)<=o.EPSILON*Math.max(1,Math.abs(r),Math.abs(h))&&Math.abs(u-f)<=o.EPSILON*Math.max(1,Math.abs(u),Math.abs(f))&&Math.abs(e-M)<=o.EPSILON*Math.max(1,Math.abs(e),Math.abs(M))&&Math.abs(c-b)<=o.EPSILON*Math.max(1,Math.abs(c),Math.abs(b))&&Math.abs(i-l)<=o.EPSILON*Math.max(1,Math.abs(i),Math.abs(l))},a.mul=e,a.sub=c},\n",
       "      \"0285c50a7e\": function _(t,a,n,r,u){r();const o=(0,t(\"tslib\").__importStar)(t(\"68ca94c15c\"));function e(t,a,n){var r=a[0],u=a[1],o=a[2],e=a[3],i=a[4],c=a[5],s=a[6],M=a[7],h=a[8],f=n[0],b=n[1],l=n[2],m=n[3],v=n[4],E=n[5],P=n[6],S=n[7],A=n[8];return t[0]=f*r+b*e+l*s,t[1]=f*u+b*i+l*M,t[2]=f*o+b*c+l*h,t[3]=m*r+v*e+E*s,t[4]=m*u+v*i+E*M,t[5]=m*o+v*c+E*h,t[6]=P*r+S*e+A*s,t[7]=P*u+S*i+A*M,t[8]=P*o+S*c+A*h,t}function i(t,a,n){return t[0]=a[0]-n[0],t[1]=a[1]-n[1],t[2]=a[2]-n[2],t[3]=a[3]-n[3],t[4]=a[4]-n[4],t[5]=a[5]-n[5],t[6]=a[6]-n[6],t[7]=a[7]-n[7],t[8]=a[8]-n[8],t}n.create=function(){var t=new o.ARRAY_TYPE(9);return o.ARRAY_TYPE!=Float32Array&&(t[1]=0,t[2]=0,t[3]=0,t[5]=0,t[6]=0,t[7]=0),t[0]=1,t[4]=1,t[8]=1,t},n.fromMat4=function(t,a){return t[0]=a[0],t[1]=a[1],t[2]=a[2],t[3]=a[4],t[4]=a[5],t[5]=a[6],t[6]=a[8],t[7]=a[9],t[8]=a[10],t},n.clone=function(t){var a=new o.ARRAY_TYPE(9);return a[0]=t[0],a[1]=t[1],a[2]=t[2],a[3]=t[3],a[4]=t[4],a[5]=t[5],a[6]=t[6],a[7]=t[7],a[8]=t[8],a},n.copy=function(t,a){return t[0]=a[0],t[1]=a[1],t[2]=a[2],t[3]=a[3],t[4]=a[4],t[5]=a[5],t[6]=a[6],t[7]=a[7],t[8]=a[8],t},n.fromValues=function(t,a,n,r,u,e,i,c,s){var M=new o.ARRAY_TYPE(9);return M[0]=t,M[1]=a,M[2]=n,M[3]=r,M[4]=u,M[5]=e,M[6]=i,M[7]=c,M[8]=s,M},n.set=function(t,a,n,r,u,o,e,i,c,s){return t[0]=a,t[1]=n,t[2]=r,t[3]=u,t[4]=o,t[5]=e,t[6]=i,t[7]=c,t[8]=s,t},n.identity=function(t){return t[0]=1,t[1]=0,t[2]=0,t[3]=0,t[4]=1,t[5]=0,t[6]=0,t[7]=0,t[8]=1,t},n.transpose=function(t,a){if(t===a){var n=a[1],r=a[2],u=a[5];t[1]=a[3],t[2]=a[6],t[3]=n,t[5]=a[7],t[6]=r,t[7]=u}else t[0]=a[0],t[1]=a[3],t[2]=a[6],t[3]=a[1],t[4]=a[4],t[5]=a[7],t[6]=a[2],t[7]=a[5],t[8]=a[8];return t},n.invert=function(t,a){var n=a[0],r=a[1],u=a[2],o=a[3],e=a[4],i=a[5],c=a[6],s=a[7],M=a[8],h=M*e-i*s,f=-M*o+i*c,b=s*o-e*c,l=n*h+r*f+u*b;return l?(l=1/l,t[0]=h*l,t[1]=(-M*r+u*s)*l,t[2]=(i*r-u*e)*l,t[3]=f*l,t[4]=(M*n-u*c)*l,t[5]=(-i*n+u*o)*l,t[6]=b*l,t[7]=(-s*n+r*c)*l,t[8]=(e*n-r*o)*l,t):null},n.adjoint=function(t,a){var n=a[0],r=a[1],u=a[2],o=a[3],e=a[4],i=a[5],c=a[6],s=a[7],M=a[8];return t[0]=e*M-i*s,t[1]=u*s-r*M,t[2]=r*i-u*e,t[3]=i*c-o*M,t[4]=n*M-u*c,t[5]=u*o-n*i,t[6]=o*s-e*c,t[7]=r*c-n*s,t[8]=n*e-r*o,t},n.determinant=function(t){var a=t[0],n=t[1],r=t[2],u=t[3],o=t[4],e=t[5],i=t[6],c=t[7],s=t[8];return a*(s*o-e*c)+n*(-s*u+e*i)+r*(c*u-o*i)},n.multiply=e,n.translate=function(t,a,n){var r=a[0],u=a[1],o=a[2],e=a[3],i=a[4],c=a[5],s=a[6],M=a[7],h=a[8],f=n[0],b=n[1];return t[0]=r,t[1]=u,t[2]=o,t[3]=e,t[4]=i,t[5]=c,t[6]=f*r+b*e+s,t[7]=f*u+b*i+M,t[8]=f*o+b*c+h,t},n.rotate=function(t,a,n){var r=a[0],u=a[1],o=a[2],e=a[3],i=a[4],c=a[5],s=a[6],M=a[7],h=a[8],f=Math.sin(n),b=Math.cos(n);return t[0]=b*r+f*e,t[1]=b*u+f*i,t[2]=b*o+f*c,t[3]=b*e-f*r,t[4]=b*i-f*u,t[5]=b*c-f*o,t[6]=s,t[7]=M,t[8]=h,t},n.scale=function(t,a,n){var r=n[0],u=n[1];return t[0]=r*a[0],t[1]=r*a[1],t[2]=r*a[2],t[3]=u*a[3],t[4]=u*a[4],t[5]=u*a[5],t[6]=a[6],t[7]=a[7],t[8]=a[8],t},n.fromTranslation=function(t,a){return t[0]=1,t[1]=0,t[2]=0,t[3]=0,t[4]=1,t[5]=0,t[6]=a[0],t[7]=a[1],t[8]=1,t},n.fromRotation=function(t,a){var n=Math.sin(a),r=Math.cos(a);return t[0]=r,t[1]=n,t[2]=0,t[3]=-n,t[4]=r,t[5]=0,t[6]=0,t[7]=0,t[8]=1,t},n.fromScaling=function(t,a){return t[0]=a[0],t[1]=0,t[2]=0,t[3]=0,t[4]=a[1],t[5]=0,t[6]=0,t[7]=0,t[8]=1,t},n.fromMat2d=function(t,a){return t[0]=a[0],t[1]=a[1],t[2]=0,t[3]=a[2],t[4]=a[3],t[5]=0,t[6]=a[4],t[7]=a[5],t[8]=1,t},n.fromQuat=function(t,a){var n=a[0],r=a[1],u=a[2],o=a[3],e=n+n,i=r+r,c=u+u,s=n*e,M=r*e,h=r*i,f=u*e,b=u*i,l=u*c,m=o*e,v=o*i,E=o*c;return t[0]=1-h-l,t[3]=M-E,t[6]=f+v,t[1]=M+E,t[4]=1-s-l,t[7]=b-m,t[2]=f-v,t[5]=b+m,t[8]=1-s-h,t},n.normalFromMat4=function(t,a){var n=a[0],r=a[1],u=a[2],o=a[3],e=a[4],i=a[5],c=a[6],s=a[7],M=a[8],h=a[9],f=a[10],b=a[11],l=a[12],m=a[13],v=a[14],E=a[15],P=n*i-r*e,S=n*c-u*e,A=n*s-o*e,x=r*c-u*i,d=r*s-o*i,I=u*s-o*c,L=M*m-h*l,N=M*v-f*l,O=M*E-b*l,R=h*v-f*m,p=h*E-b*m,Y=f*E-b*v,y=P*Y-S*p+A*R+x*O-d*N+I*L;return y?(y=1/y,t[0]=(i*Y-c*p+s*R)*y,t[1]=(c*O-e*Y-s*N)*y,t[2]=(e*p-i*O+s*L)*y,t[3]=(u*p-r*Y-o*R)*y,t[4]=(n*Y-u*O+o*N)*y,t[5]=(r*O-n*p-o*L)*y,t[6]=(m*I-v*d+E*x)*y,t[7]=(v*A-l*I-E*S)*y,t[8]=(l*d-m*A+E*P)*y,t):null},n.projection=function(t,a,n){return t[0]=2/a,t[1]=0,t[2]=0,t[3]=0,t[4]=-2/n,t[5]=0,t[6]=-1,t[7]=1,t[8]=1,t},n.str=function(t){return\"mat3(\"+t[0]+\", \"+t[1]+\", \"+t[2]+\", \"+t[3]+\", \"+t[4]+\", \"+t[5]+\", \"+t[6]+\", \"+t[7]+\", \"+t[8]+\")\"},n.frob=function(t){return Math.hypot(t[0],t[1],t[2],t[3],t[4],t[5],t[6],t[7],t[8])},n.add=function(t,a,n){return t[0]=a[0]+n[0],t[1]=a[1]+n[1],t[2]=a[2]+n[2],t[3]=a[3]+n[3],t[4]=a[4]+n[4],t[5]=a[5]+n[5],t[6]=a[6]+n[6],t[7]=a[7]+n[7],t[8]=a[8]+n[8],t},n.subtract=i,n.multiplyScalar=function(t,a,n){return t[0]=a[0]*n,t[1]=a[1]*n,t[2]=a[2]*n,t[3]=a[3]*n,t[4]=a[4]*n,t[5]=a[5]*n,t[6]=a[6]*n,t[7]=a[7]*n,t[8]=a[8]*n,t},n.multiplyScalarAndAdd=function(t,a,n,r){return t[0]=a[0]+n[0]*r,t[1]=a[1]+n[1]*r,t[2]=a[2]+n[2]*r,t[3]=a[3]+n[3]*r,t[4]=a[4]+n[4]*r,t[5]=a[5]+n[5]*r,t[6]=a[6]+n[6]*r,t[7]=a[7]+n[7]*r,t[8]=a[8]+n[8]*r,t},n.exactEquals=function(t,a){return t[0]===a[0]&&t[1]===a[1]&&t[2]===a[2]&&t[3]===a[3]&&t[4]===a[4]&&t[5]===a[5]&&t[6]===a[6]&&t[7]===a[7]&&t[8]===a[8]},n.equals=function(t,a){var n=t[0],r=t[1],u=t[2],e=t[3],i=t[4],c=t[5],s=t[6],M=t[7],h=t[8],f=a[0],b=a[1],l=a[2],m=a[3],v=a[4],E=a[5],P=a[6],S=a[7],A=a[8];return Math.abs(n-f)<=o.EPSILON*Math.max(1,Math.abs(n),Math.abs(f))&&Math.abs(r-b)<=o.EPSILON*Math.max(1,Math.abs(r),Math.abs(b))&&Math.abs(u-l)<=o.EPSILON*Math.max(1,Math.abs(u),Math.abs(l))&&Math.abs(e-m)<=o.EPSILON*Math.max(1,Math.abs(e),Math.abs(m))&&Math.abs(i-v)<=o.EPSILON*Math.max(1,Math.abs(i),Math.abs(v))&&Math.abs(c-E)<=o.EPSILON*Math.max(1,Math.abs(c),Math.abs(E))&&Math.abs(s-P)<=o.EPSILON*Math.max(1,Math.abs(s),Math.abs(P))&&Math.abs(M-S)<=o.EPSILON*Math.max(1,Math.abs(M),Math.abs(S))&&Math.abs(h-A)<=o.EPSILON*Math.max(1,Math.abs(h),Math.abs(A))},n.mul=e,n.sub=i},\n",
       "      \"a427635f32\": function _(t,a,n,r,h){r();const o=(0,t(\"tslib\").__importStar)(t(\"68ca94c15c\"));function u(t){return t[0]=1,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=1,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=1,t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,t}function M(t,a,n){var r=a[0],h=a[1],o=a[2],u=a[3],M=a[4],s=a[5],e=a[6],i=a[7],c=a[8],f=a[9],b=a[10],l=a[11],m=a[12],v=a[13],P=a[14],E=a[15],S=n[0],I=n[1],O=n[2],L=n[3];return t[0]=S*r+I*M+O*c+L*m,t[1]=S*h+I*s+O*f+L*v,t[2]=S*o+I*e+O*b+L*P,t[3]=S*u+I*i+O*l+L*E,S=n[4],I=n[5],O=n[6],L=n[7],t[4]=S*r+I*M+O*c+L*m,t[5]=S*h+I*s+O*f+L*v,t[6]=S*o+I*e+O*b+L*P,t[7]=S*u+I*i+O*l+L*E,S=n[8],I=n[9],O=n[10],L=n[11],t[8]=S*r+I*M+O*c+L*m,t[9]=S*h+I*s+O*f+L*v,t[10]=S*o+I*e+O*b+L*P,t[11]=S*u+I*i+O*l+L*E,S=n[12],I=n[13],O=n[14],L=n[15],t[12]=S*r+I*M+O*c+L*m,t[13]=S*h+I*s+O*f+L*v,t[14]=S*o+I*e+O*b+L*P,t[15]=S*u+I*i+O*l+L*E,t}function s(t,a,n){var r=a[0],h=a[1],o=a[2],u=a[3],M=r+r,s=h+h,e=o+o,i=r*M,c=r*s,f=r*e,b=h*s,l=h*e,m=o*e,v=u*M,P=u*s,E=u*e;return t[0]=1-(b+m),t[1]=c+E,t[2]=f-P,t[3]=0,t[4]=c-E,t[5]=1-(i+m),t[6]=l+v,t[7]=0,t[8]=f+P,t[9]=l-v,t[10]=1-(i+b),t[11]=0,t[12]=n[0],t[13]=n[1],t[14]=n[2],t[15]=1,t}function e(t,a){var n=a[0],r=a[1],h=a[2],o=a[4],u=a[5],M=a[6],s=a[8],e=a[9],i=a[10];return t[0]=Math.hypot(n,r,h),t[1]=Math.hypot(o,u,M),t[2]=Math.hypot(s,e,i),t}function i(t,a,n){return t[0]=a[0]-n[0],t[1]=a[1]-n[1],t[2]=a[2]-n[2],t[3]=a[3]-n[3],t[4]=a[4]-n[4],t[5]=a[5]-n[5],t[6]=a[6]-n[6],t[7]=a[7]-n[7],t[8]=a[8]-n[8],t[9]=a[9]-n[9],t[10]=a[10]-n[10],t[11]=a[11]-n[11],t[12]=a[12]-n[12],t[13]=a[13]-n[13],t[14]=a[14]-n[14],t[15]=a[15]-n[15],t}n.create=function(){var t=new o.ARRAY_TYPE(16);return o.ARRAY_TYPE!=Float32Array&&(t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[11]=0,t[12]=0,t[13]=0,t[14]=0),t[0]=1,t[5]=1,t[10]=1,t[15]=1,t},n.clone=function(t){var a=new o.ARRAY_TYPE(16);return a[0]=t[0],a[1]=t[1],a[2]=t[2],a[3]=t[3],a[4]=t[4],a[5]=t[5],a[6]=t[6],a[7]=t[7],a[8]=t[8],a[9]=t[9],a[10]=t[10],a[11]=t[11],a[12]=t[12],a[13]=t[13],a[14]=t[14],a[15]=t[15],a},n.copy=function(t,a){return t[0]=a[0],t[1]=a[1],t[2]=a[2],t[3]=a[3],t[4]=a[4],t[5]=a[5],t[6]=a[6],t[7]=a[7],t[8]=a[8],t[9]=a[9],t[10]=a[10],t[11]=a[11],t[12]=a[12],t[13]=a[13],t[14]=a[14],t[15]=a[15],t},n.fromValues=function(t,a,n,r,h,u,M,s,e,i,c,f,b,l,m,v){var P=new o.ARRAY_TYPE(16);return P[0]=t,P[1]=a,P[2]=n,P[3]=r,P[4]=h,P[5]=u,P[6]=M,P[7]=s,P[8]=e,P[9]=i,P[10]=c,P[11]=f,P[12]=b,P[13]=l,P[14]=m,P[15]=v,P},n.set=function(t,a,n,r,h,o,u,M,s,e,i,c,f,b,l,m,v){return t[0]=a,t[1]=n,t[2]=r,t[3]=h,t[4]=o,t[5]=u,t[6]=M,t[7]=s,t[8]=e,t[9]=i,t[10]=c,t[11]=f,t[12]=b,t[13]=l,t[14]=m,t[15]=v,t},n.identity=u,n.transpose=function(t,a){if(t===a){var n=a[1],r=a[2],h=a[3],o=a[6],u=a[7],M=a[11];t[1]=a[4],t[2]=a[8],t[3]=a[12],t[4]=n,t[6]=a[9],t[7]=a[13],t[8]=r,t[9]=o,t[11]=a[14],t[12]=h,t[13]=u,t[14]=M}else t[0]=a[0],t[1]=a[4],t[2]=a[8],t[3]=a[12],t[4]=a[1],t[5]=a[5],t[6]=a[9],t[7]=a[13],t[8]=a[2],t[9]=a[6],t[10]=a[10],t[11]=a[14],t[12]=a[3],t[13]=a[7],t[14]=a[11],t[15]=a[15];return t},n.invert=function(t,a){var n=a[0],r=a[1],h=a[2],o=a[3],u=a[4],M=a[5],s=a[6],e=a[7],i=a[8],c=a[9],f=a[10],b=a[11],l=a[12],m=a[13],v=a[14],P=a[15],E=n*M-r*u,S=n*s-h*u,I=n*e-o*u,O=r*s-h*M,L=r*e-o*M,N=h*e-o*s,p=i*m-c*l,R=i*v-f*l,x=i*P-b*l,A=c*v-f*m,y=c*P-b*m,Y=f*P-b*v,g=E*Y-S*y+I*A+O*x-L*R+N*p;return g?(g=1/g,t[0]=(M*Y-s*y+e*A)*g,t[1]=(h*y-r*Y-o*A)*g,t[2]=(m*N-v*L+P*O)*g,t[3]=(f*L-c*N-b*O)*g,t[4]=(s*x-u*Y-e*R)*g,t[5]=(n*Y-h*x+o*R)*g,t[6]=(v*I-l*N-P*S)*g,t[7]=(i*N-f*I+b*S)*g,t[8]=(u*y-M*x+e*p)*g,t[9]=(r*x-n*y-o*p)*g,t[10]=(l*L-m*I+P*E)*g,t[11]=(c*I-i*L-b*E)*g,t[12]=(M*R-u*A-s*p)*g,t[13]=(n*A-r*R+h*p)*g,t[14]=(m*S-l*O-v*E)*g,t[15]=(i*O-c*S+f*E)*g,t):null},n.adjoint=function(t,a){var n=a[0],r=a[1],h=a[2],o=a[3],u=a[4],M=a[5],s=a[6],e=a[7],i=a[8],c=a[9],f=a[10],b=a[11],l=a[12],m=a[13],v=a[14],P=a[15];return t[0]=M*(f*P-b*v)-c*(s*P-e*v)+m*(s*b-e*f),t[1]=-(r*(f*P-b*v)-c*(h*P-o*v)+m*(h*b-o*f)),t[2]=r*(s*P-e*v)-M*(h*P-o*v)+m*(h*e-o*s),t[3]=-(r*(s*b-e*f)-M*(h*b-o*f)+c*(h*e-o*s)),t[4]=-(u*(f*P-b*v)-i*(s*P-e*v)+l*(s*b-e*f)),t[5]=n*(f*P-b*v)-i*(h*P-o*v)+l*(h*b-o*f),t[6]=-(n*(s*P-e*v)-u*(h*P-o*v)+l*(h*e-o*s)),t[7]=n*(s*b-e*f)-u*(h*b-o*f)+i*(h*e-o*s),t[8]=u*(c*P-b*m)-i*(M*P-e*m)+l*(M*b-e*c),t[9]=-(n*(c*P-b*m)-i*(r*P-o*m)+l*(r*b-o*c)),t[10]=n*(M*P-e*m)-u*(r*P-o*m)+l*(r*e-o*M),t[11]=-(n*(M*b-e*c)-u*(r*b-o*c)+i*(r*e-o*M)),t[12]=-(u*(c*v-f*m)-i*(M*v-s*m)+l*(M*f-s*c)),t[13]=n*(c*v-f*m)-i*(r*v-h*m)+l*(r*f-h*c),t[14]=-(n*(M*v-s*m)-u*(r*v-h*m)+l*(r*s-h*M)),t[15]=n*(M*f-s*c)-u*(r*f-h*c)+i*(r*s-h*M),t},n.determinant=function(t){var a=t[0],n=t[1],r=t[2],h=t[3],o=t[4],u=t[5],M=t[6],s=t[7],e=t[8],i=t[9],c=t[10],f=t[11],b=t[12],l=t[13],m=t[14],v=t[15];return(a*u-n*o)*(c*v-f*m)-(a*M-r*o)*(i*v-f*l)+(a*s-h*o)*(i*m-c*l)+(n*M-r*u)*(e*v-f*b)-(n*s-h*u)*(e*m-c*b)+(r*s-h*M)*(e*l-i*b)},n.multiply=M,n.translate=function(t,a,n){var r,h,o,u,M,s,e,i,c,f,b,l,m=n[0],v=n[1],P=n[2];return a===t?(t[12]=a[0]*m+a[4]*v+a[8]*P+a[12],t[13]=a[1]*m+a[5]*v+a[9]*P+a[13],t[14]=a[2]*m+a[6]*v+a[10]*P+a[14],t[15]=a[3]*m+a[7]*v+a[11]*P+a[15]):(r=a[0],h=a[1],o=a[2],u=a[3],M=a[4],s=a[5],e=a[6],i=a[7],c=a[8],f=a[9],b=a[10],l=a[11],t[0]=r,t[1]=h,t[2]=o,t[3]=u,t[4]=M,t[5]=s,t[6]=e,t[7]=i,t[8]=c,t[9]=f,t[10]=b,t[11]=l,t[12]=r*m+M*v+c*P+a[12],t[13]=h*m+s*v+f*P+a[13],t[14]=o*m+e*v+b*P+a[14],t[15]=u*m+i*v+l*P+a[15]),t},n.scale=function(t,a,n){var r=n[0],h=n[1],o=n[2];return t[0]=a[0]*r,t[1]=a[1]*r,t[2]=a[2]*r,t[3]=a[3]*r,t[4]=a[4]*h,t[5]=a[5]*h,t[6]=a[6]*h,t[7]=a[7]*h,t[8]=a[8]*o,t[9]=a[9]*o,t[10]=a[10]*o,t[11]=a[11]*o,t[12]=a[12],t[13]=a[13],t[14]=a[14],t[15]=a[15],t},n.rotate=function(t,a,n,r){var h,u,M,s,e,i,c,f,b,l,m,v,P,E,S,I,O,L,N,p,R,x,A,y,Y=r[0],g=r[1],T=r[2],d=Math.hypot(Y,g,T);return d<o.EPSILON?null:(Y*=d=1/d,g*=d,T*=d,h=Math.sin(n),M=1-(u=Math.cos(n)),s=a[0],e=a[1],i=a[2],c=a[3],f=a[4],b=a[5],l=a[6],m=a[7],v=a[8],P=a[9],E=a[10],S=a[11],I=Y*Y*M+u,O=g*Y*M+T*h,L=T*Y*M-g*h,N=Y*g*M-T*h,p=g*g*M+u,R=T*g*M+Y*h,x=Y*T*M+g*h,A=g*T*M-Y*h,y=T*T*M+u,t[0]=s*I+f*O+v*L,t[1]=e*I+b*O+P*L,t[2]=i*I+l*O+E*L,t[3]=c*I+m*O+S*L,t[4]=s*N+f*p+v*R,t[5]=e*N+b*p+P*R,t[6]=i*N+l*p+E*R,t[7]=c*N+m*p+S*R,t[8]=s*x+f*A+v*y,t[9]=e*x+b*A+P*y,t[10]=i*x+l*A+E*y,t[11]=c*x+m*A+S*y,a!==t&&(t[12]=a[12],t[13]=a[13],t[14]=a[14],t[15]=a[15]),t)},n.rotateX=function(t,a,n){var r=Math.sin(n),h=Math.cos(n),o=a[4],u=a[5],M=a[6],s=a[7],e=a[8],i=a[9],c=a[10],f=a[11];return a!==t&&(t[0]=a[0],t[1]=a[1],t[2]=a[2],t[3]=a[3],t[12]=a[12],t[13]=a[13],t[14]=a[14],t[15]=a[15]),t[4]=o*h+e*r,t[5]=u*h+i*r,t[6]=M*h+c*r,t[7]=s*h+f*r,t[8]=e*h-o*r,t[9]=i*h-u*r,t[10]=c*h-M*r,t[11]=f*h-s*r,t},n.rotateY=function(t,a,n){var r=Math.sin(n),h=Math.cos(n),o=a[0],u=a[1],M=a[2],s=a[3],e=a[8],i=a[9],c=a[10],f=a[11];return a!==t&&(t[4]=a[4],t[5]=a[5],t[6]=a[6],t[7]=a[7],t[12]=a[12],t[13]=a[13],t[14]=a[14],t[15]=a[15]),t[0]=o*h-e*r,t[1]=u*h-i*r,t[2]=M*h-c*r,t[3]=s*h-f*r,t[8]=o*r+e*h,t[9]=u*r+i*h,t[10]=M*r+c*h,t[11]=s*r+f*h,t},n.rotateZ=function(t,a,n){var r=Math.sin(n),h=Math.cos(n),o=a[0],u=a[1],M=a[2],s=a[3],e=a[4],i=a[5],c=a[6],f=a[7];return a!==t&&(t[8]=a[8],t[9]=a[9],t[10]=a[10],t[11]=a[11],t[12]=a[12],t[13]=a[13],t[14]=a[14],t[15]=a[15]),t[0]=o*h+e*r,t[1]=u*h+i*r,t[2]=M*h+c*r,t[3]=s*h+f*r,t[4]=e*h-o*r,t[5]=i*h-u*r,t[6]=c*h-M*r,t[7]=f*h-s*r,t},n.fromTranslation=function(t,a){return t[0]=1,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=1,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=1,t[11]=0,t[12]=a[0],t[13]=a[1],t[14]=a[2],t[15]=1,t},n.fromScaling=function(t,a){return t[0]=a[0],t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=a[1],t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=a[2],t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,t},n.fromRotation=function(t,a,n){var r,h,u,M=n[0],s=n[1],e=n[2],i=Math.hypot(M,s,e);return i<o.EPSILON?null:(M*=i=1/i,s*=i,e*=i,r=Math.sin(a),u=1-(h=Math.cos(a)),t[0]=M*M*u+h,t[1]=s*M*u+e*r,t[2]=e*M*u-s*r,t[3]=0,t[4]=M*s*u-e*r,t[5]=s*s*u+h,t[6]=e*s*u+M*r,t[7]=0,t[8]=M*e*u+s*r,t[9]=s*e*u-M*r,t[10]=e*e*u+h,t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,t)},n.fromXRotation=function(t,a){var n=Math.sin(a),r=Math.cos(a);return t[0]=1,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=r,t[6]=n,t[7]=0,t[8]=0,t[9]=-n,t[10]=r,t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,t},n.fromYRotation=function(t,a){var n=Math.sin(a),r=Math.cos(a);return t[0]=r,t[1]=0,t[2]=-n,t[3]=0,t[4]=0,t[5]=1,t[6]=0,t[7]=0,t[8]=n,t[9]=0,t[10]=r,t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,t},n.fromZRotation=function(t,a){var n=Math.sin(a),r=Math.cos(a);return t[0]=r,t[1]=n,t[2]=0,t[3]=0,t[4]=-n,t[5]=r,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=1,t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,t},n.fromRotationTranslation=s,n.fromQuat2=function(t,a){var n=new o.ARRAY_TYPE(3),r=-a[0],h=-a[1],u=-a[2],M=a[3],e=a[4],i=a[5],c=a[6],f=a[7],b=r*r+h*h+u*u+M*M;return b>0?(n[0]=2*(e*M+f*r+i*u-c*h)/b,n[1]=2*(i*M+f*h+c*r-e*u)/b,n[2]=2*(c*M+f*u+e*h-i*r)/b):(n[0]=2*(e*M+f*r+i*u-c*h),n[1]=2*(i*M+f*h+c*r-e*u),n[2]=2*(c*M+f*u+e*h-i*r)),s(t,a,n),t},n.getTranslation=function(t,a){return t[0]=a[12],t[1]=a[13],t[2]=a[14],t},n.getScaling=e,n.getRotation=function(t,a){var n=new o.ARRAY_TYPE(3);e(n,a);var r=1/n[0],h=1/n[1],u=1/n[2],M=a[0]*r,s=a[1]*h,i=a[2]*u,c=a[4]*r,f=a[5]*h,b=a[6]*u,l=a[8]*r,m=a[9]*h,v=a[10]*u,P=M+f+v,E=0;return P>0?(E=2*Math.sqrt(P+1),t[3]=.25*E,t[0]=(b-m)/E,t[1]=(l-i)/E,t[2]=(s-c)/E):M>f&&M>v?(E=2*Math.sqrt(1+M-f-v),t[3]=(b-m)/E,t[0]=.25*E,t[1]=(s+c)/E,t[2]=(l+i)/E):f>v?(E=2*Math.sqrt(1+f-M-v),t[3]=(l-i)/E,t[0]=(s+c)/E,t[1]=.25*E,t[2]=(b+m)/E):(E=2*Math.sqrt(1+v-M-f),t[3]=(s-c)/E,t[0]=(l+i)/E,t[1]=(b+m)/E,t[2]=.25*E),t},n.fromRotationTranslationScale=function(t,a,n,r){var h=a[0],o=a[1],u=a[2],M=a[3],s=h+h,e=o+o,i=u+u,c=h*s,f=h*e,b=h*i,l=o*e,m=o*i,v=u*i,P=M*s,E=M*e,S=M*i,I=r[0],O=r[1],L=r[2];return t[0]=(1-(l+v))*I,t[1]=(f+S)*I,t[2]=(b-E)*I,t[3]=0,t[4]=(f-S)*O,t[5]=(1-(c+v))*O,t[6]=(m+P)*O,t[7]=0,t[8]=(b+E)*L,t[9]=(m-P)*L,t[10]=(1-(c+l))*L,t[11]=0,t[12]=n[0],t[13]=n[1],t[14]=n[2],t[15]=1,t},n.fromRotationTranslationScaleOrigin=function(t,a,n,r,h){var 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       "      \"277615c682\": function _(t,a,n,r,e){r();const u=t(\"tslib\"),o=(0,u.__importStar)(t(\"68ca94c15c\")),i=(0,u.__importStar)(t(\"eb06fc032a\")),s=(0,u.__importStar)(t(\"a427635f32\"));function c(t,a,n){var r=.5*n[0],e=.5*n[1],u=.5*n[2],o=a[0],i=a[1],s=a[2],c=a[3];return t[0]=o,t[1]=i,t[2]=s,t[3]=c,t[4]=r*c+e*s-u*i,t[5]=e*c+u*o-r*s,t[6]=u*c+r*i-e*o,t[7]=-r*o-e*i-u*s,t}function h(t,a){return t[0]=a[0],t[1]=a[1],t[2]=a[2],t[3]=a[3],t[4]=a[4],t[5]=a[5],t[6]=a[6],t[7]=a[7],t}function f(t,a,n){var r=a[0],e=a[1],u=a[2],o=a[3],i=n[4],s=n[5],c=n[6],h=n[7],f=a[4],M=a[5],b=a[6],l=a[7],v=n[0],m=n[1],R=n[2],A=n[3];return t[0]=r*A+o*v+e*R-u*m,t[1]=e*A+o*m+u*v-r*R,t[2]=u*A+o*R+r*m-e*v,t[3]=o*A-r*v-e*m-u*R,t[4]=r*h+o*i+e*c-u*s+f*A+l*v+M*R-b*m,t[5]=e*h+o*s+u*i-r*c+M*A+l*m+b*v-f*R,t[6]=u*h+o*c+r*s-e*i+b*A+l*R+f*m-M*v,t[7]=o*h-r*i-e*s-u*c+l*A-f*v-M*m-b*R,t}n.create=function(){var t=new o.ARRAY_TYPE(8);return o.ARRAY_TYPE!=Float32Array&&(t[0]=0,t[1]=0,t[2]=0,t[4]=0,t[5]=0,t[6]=0,t[7]=0),t[3]=1,t},n.clone=function(t){var a=new o.ARRAY_TYPE(8);return a[0]=t[0],a[1]=t[1],a[2]=t[2],a[3]=t[3],a[4]=t[4],a[5]=t[5],a[6]=t[6],a[7]=t[7],a},n.fromValues=function(t,a,n,r,e,u,i,s){var c=new o.ARRAY_TYPE(8);return c[0]=t,c[1]=a,c[2]=n,c[3]=r,c[4]=e,c[5]=u,c[6]=i,c[7]=s,c},n.fromRotationTranslationValues=function(t,a,n,r,e,u,i){var s=new o.ARRAY_TYPE(8);s[0]=t,s[1]=a,s[2]=n,s[3]=r;var c=.5*e,h=.5*u,f=.5*i;return s[4]=c*r+h*n-f*a,s[5]=h*r+f*t-c*n,s[6]=f*r+c*a-h*t,s[7]=-c*t-h*a-f*n,s},n.fromRotationTranslation=c,n.fromTranslation=function(t,a){return t[0]=0,t[1]=0,t[2]=0,t[3]=1,t[4]=.5*a[0],t[5]=.5*a[1],t[6]=.5*a[2],t[7]=0,t},n.fromRotation=function(t,a){return t[0]=a[0],t[1]=a[1],t[2]=a[2],t[3]=a[3],t[4]=0,t[5]=0,t[6]=0,t[7]=0,t},n.fromMat4=function(t,a){var n=i.create();s.getRotation(n,a);var r=new o.ARRAY_TYPE(3);return s.getTranslation(r,a),c(t,n,r),t},n.copy=h,n.identity=function(t){return t[0]=0,t[1]=0,t[2]=0,t[3]=1,t[4]=0,t[5]=0,t[6]=0,t[7]=0,t},n.set=function(t,a,n,r,e,u,o,i,s){return t[0]=a,t[1]=n,t[2]=r,t[3]=e,t[4]=u,t[5]=o,t[6]=i,t[7]=s,t},n.getReal=i.copy,n.getDual=function(t,a){return t[0]=a[4],t[1]=a[5],t[2]=a[6],t[3]=a[7],t},n.setReal=i.copy,n.setDual=function(t,a){return t[4]=a[0],t[5]=a[1],t[6]=a[2],t[7]=a[3],t},n.getTranslation=function(t,a){var n=a[4],r=a[5],e=a[6],u=a[7],o=-a[0],i=-a[1],s=-a[2],c=a[3];return t[0]=2*(n*c+u*o+r*s-e*i),t[1]=2*(r*c+u*i+e*o-n*s),t[2]=2*(e*c+u*s+n*i-r*o),t},n.translate=function(t,a,n){var r=a[0],e=a[1],u=a[2],o=a[3],i=.5*n[0],s=.5*n[1],c=.5*n[2],h=a[4],f=a[5],M=a[6],b=a[7];return t[0]=r,t[1]=e,t[2]=u,t[3]=o,t[4]=o*i+e*c-u*s+h,t[5]=o*s+u*i-r*c+f,t[6]=o*c+r*s-e*i+M,t[7]=-r*i-e*s-u*c+b,t},n.rotateX=function(t,a,n){var r=-a[0],e=-a[1],u=-a[2],o=a[3],s=a[4],c=a[5],h=a[6],f=a[7],M=s*o+f*r+c*u-h*e,b=c*o+f*e+h*r-s*u,l=h*o+f*u+s*e-c*r,v=f*o-s*r-c*e-h*u;return i.rotateX(t,a,n),r=t[0],e=t[1],u=t[2],o=t[3],t[4]=M*o+v*r+b*u-l*e,t[5]=b*o+v*e+l*r-M*u,t[6]=l*o+v*u+M*e-b*r,t[7]=v*o-M*r-b*e-l*u,t},n.rotateY=function(t,a,n){var r=-a[0],e=-a[1],u=-a[2],o=a[3],s=a[4],c=a[5],h=a[6],f=a[7],M=s*o+f*r+c*u-h*e,b=c*o+f*e+h*r-s*u,l=h*o+f*u+s*e-c*r,v=f*o-s*r-c*e-h*u;return i.rotateY(t,a,n),r=t[0],e=t[1],u=t[2],o=t[3],t[4]=M*o+v*r+b*u-l*e,t[5]=b*o+v*e+l*r-M*u,t[6]=l*o+v*u+M*e-b*r,t[7]=v*o-M*r-b*e-l*u,t},n.rotateZ=function(t,a,n){var r=-a[0],e=-a[1],u=-a[2],o=a[3],s=a[4],c=a[5],h=a[6],f=a[7],M=s*o+f*r+c*u-h*e,b=c*o+f*e+h*r-s*u,l=h*o+f*u+s*e-c*r,v=f*o-s*r-c*e-h*u;return i.rotateZ(t,a,n),r=t[0],e=t[1],u=t[2],o=t[3],t[4]=M*o+v*r+b*u-l*e,t[5]=b*o+v*e+l*r-M*u,t[6]=l*o+v*u+M*e-b*r,t[7]=v*o-M*r-b*e-l*u,t},n.rotateByQuatAppend=function(t,a,n){var r=n[0],e=n[1],u=n[2],o=n[3],i=a[0],s=a[1],c=a[2],h=a[3];return t[0]=i*o+h*r+s*u-c*e,t[1]=s*o+h*e+c*r-i*u,t[2]=c*o+h*u+i*e-s*r,t[3]=h*o-i*r-s*e-c*u,i=a[4],s=a[5],c=a[6],h=a[7],t[4]=i*o+h*r+s*u-c*e,t[5]=s*o+h*e+c*r-i*u,t[6]=c*o+h*u+i*e-s*r,t[7]=h*o-i*r-s*e-c*u,t},n.rotateByQuatPrepend=function(t,a,n){var r=a[0],e=a[1],u=a[2],o=a[3],i=n[0],s=n[1],c=n[2],h=n[3];return t[0]=r*h+o*i+e*c-u*s,t[1]=e*h+o*s+u*i-r*c,t[2]=u*h+o*c+r*s-e*i,t[3]=o*h-r*i-e*s-u*c,i=n[4],s=n[5],c=n[6],h=n[7],t[4]=r*h+o*i+e*c-u*s,t[5]=e*h+o*s+u*i-r*c,t[6]=u*h+o*c+r*s-e*i,t[7]=o*h-r*i-e*s-u*c,t},n.rotateAroundAxis=function(t,a,n,r){if(Math.abs(r)<o.EPSILON)return h(t,a);var e=Math.hypot(n[0],n[1],n[2]);r*=.5;var u=Math.sin(r),i=u*n[0]/e,s=u*n[1]/e,c=u*n[2]/e,f=Math.cos(r),M=a[0],b=a[1],l=a[2],v=a[3];t[0]=M*f+v*i+b*c-l*s,t[1]=b*f+v*s+l*i-M*c,t[2]=l*f+v*c+M*s-b*i,t[3]=v*f-M*i-b*s-l*c;var m=a[4],R=a[5],A=a[6],E=a[7];return t[4]=m*f+E*i+R*c-A*s,t[5]=R*f+E*s+A*i-m*c,t[6]=A*f+E*c+m*s-R*i,t[7]=E*f-m*i-R*s-A*c,t},n.add=function(t,a,n){return t[0]=a[0]+n[0],t[1]=a[1]+n[1],t[2]=a[2]+n[2],t[3]=a[3]+n[3],t[4]=a[4]+n[4],t[5]=a[5]+n[5],t[6]=a[6]+n[6],t[7]=a[7]+n[7],t},n.multiply=f,n.mul=f,n.scale=function(t,a,n){return t[0]=a[0]*n,t[1]=a[1]*n,t[2]=a[2]*n,t[3]=a[3]*n,t[4]=a[4]*n,t[5]=a[5]*n,t[6]=a[6]*n,t[7]=a[7]*n,t},n.dot=i.dot,n.lerp=function(t,a,r,e){var u=1-e;return(0,n.dot)(a,r)<0&&(e=-e),t[0]=a[0]*u+r[0]*e,t[1]=a[1]*u+r[1]*e,t[2]=a[2]*u+r[2]*e,t[3]=a[3]*u+r[3]*e,t[4]=a[4]*u+r[4]*e,t[5]=a[5]*u+r[5]*e,t[6]=a[6]*u+r[6]*e,t[7]=a[7]*u+r[7]*e,t},n.invert=function(t,a){var r=(0,n.squaredLength)(a);return t[0]=-a[0]/r,t[1]=-a[1]/r,t[2]=-a[2]/r,t[3]=a[3]/r,t[4]=-a[4]/r,t[5]=-a[5]/r,t[6]=-a[6]/r,t[7]=a[7]/r,t},n.conjugate=function(t,a){return t[0]=-a[0],t[1]=-a[1],t[2]=-a[2],t[3]=a[3],t[4]=-a[4],t[5]=-a[5],t[6]=-a[6],t[7]=a[7],t},n.length=i.length,n.len=n.length,n.squaredLength=i.squaredLength,n.sqrLen=n.squaredLength,n.normalize=function(t,a){var r=(0,n.squaredLength)(a);if(r>0){r=Math.sqrt(r);var e=a[0]/r,u=a[1]/r,o=a[2]/r,i=a[3]/r,s=a[4],c=a[5],h=a[6],f=a[7],M=e*s+u*c+o*h+i*f;t[0]=e,t[1]=u,t[2]=o,t[3]=i,t[4]=(s-e*M)/r,t[5]=(c-u*M)/r,t[6]=(h-o*M)/r,t[7]=(f-i*M)/r}return t},n.str=function(t){return\"quat2(\"+t[0]+\", \"+t[1]+\", \"+t[2]+\", \"+t[3]+\", \"+t[4]+\", \"+t[5]+\", \"+t[6]+\", \"+t[7]+\")\"},n.exactEquals=function(t,a){return t[0]===a[0]&&t[1]===a[1]&&t[2]===a[2]&&t[3]===a[3]&&t[4]===a[4]&&t[5]===a[5]&&t[6]===a[6]&&t[7]===a[7]},n.equals=function(t,a){var n=t[0],r=t[1],e=t[2],u=t[3],i=t[4],s=t[5],c=t[6],h=t[7],f=a[0],M=a[1],b=a[2],l=a[3],v=a[4],m=a[5],R=a[6],A=a[7];return Math.abs(n-f)<=o.EPSILON*Math.max(1,Math.abs(n),Math.abs(f))&&Math.abs(r-M)<=o.EPSILON*Math.max(1,Math.abs(r),Math.abs(M))&&Math.abs(e-b)<=o.EPSILON*Math.max(1,Math.abs(e),Math.abs(b))&&Math.abs(u-l)<=o.EPSILON*Math.max(1,Math.abs(u),Math.abs(l))&&Math.abs(i-v)<=o.EPSILON*Math.max(1,Math.abs(i),Math.abs(v))&&Math.abs(s-m)<=o.EPSILON*Math.max(1,Math.abs(s),Math.abs(m))&&Math.abs(c-R)<=o.EPSILON*Math.max(1,Math.abs(c),Math.abs(R))&&Math.abs(h-A)<=o.EPSILON*Math.max(1,Math.abs(h),Math.abs(A))}},\n",
       "      \"c56d9ff837\": function _(n,t,r,a,u){a();const e=(0,n(\"tslib\").__importStar)(n(\"68ca94c15c\"));function o(){var n=new e.ARRAY_TYPE(2);return e.ARRAY_TYPE!=Float32Array&&(n[0]=0,n[1]=0),n}function c(n,t,r){return n[0]=t[0]-r[0],n[1]=t[1]-r[1],n}function i(n,t,r){return n[0]=t[0]*r[0],n[1]=t[1]*r[1],n}function f(n,t,r){return n[0]=t[0]/r[0],n[1]=t[1]/r[1],n}function s(n,t){var r=t[0]-n[0],a=t[1]-n[1];return Math.hypot(r,a)}function h(n,t){var r=t[0]-n[0],a=t[1]-n[1];return r*r+a*a}function M(n){var t=n[0],r=n[1];return Math.hypot(t,r)}function l(n){var t=n[0],r=n[1];return t*t+r*r}var v;r.create=o,r.clone=function(n){var t=new e.ARRAY_TYPE(2);return t[0]=n[0],t[1]=n[1],t},r.fromValues=function(n,t){var r=new e.ARRAY_TYPE(2);return r[0]=n,r[1]=t,r},r.copy=function(n,t){return n[0]=t[0],n[1]=t[1],n},r.set=function(n,t,r){return n[0]=t,n[1]=r,n},r.add=function(n,t,r){return n[0]=t[0]+r[0],n[1]=t[1]+r[1],n},r.subtract=c,r.multiply=i,r.divide=f,r.ceil=function(n,t){return n[0]=Math.ceil(t[0]),n[1]=Math.ceil(t[1]),n},r.floor=function(n,t){return n[0]=Math.floor(t[0]),n[1]=Math.floor(t[1]),n},r.min=function(n,t,r){return n[0]=Math.min(t[0],r[0]),n[1]=Math.min(t[1],r[1]),n},r.max=function(n,t,r){return n[0]=Math.max(t[0],r[0]),n[1]=Math.max(t[1],r[1]),n},r.round=function(n,t){return n[0]=Math.round(t[0]),n[1]=Math.round(t[1]),n},r.scale=function(n,t,r){return n[0]=t[0]*r,n[1]=t[1]*r,n},r.scaleAndAdd=function(n,t,r,a){return n[0]=t[0]+r[0]*a,n[1]=t[1]+r[1]*a,n},r.distance=s,r.squaredDistance=h,r.length=M,r.squaredLength=l,r.negate=function(n,t){return n[0]=-t[0],n[1]=-t[1],n},r.inverse=function(n,t){return n[0]=1/t[0],n[1]=1/t[1],n},r.normalize=function(n,t){var r=t[0],a=t[1],u=r*r+a*a;return u>0&&(u=1/Math.sqrt(u)),n[0]=t[0]*u,n[1]=t[1]*u,n},r.dot=function(n,t){return n[0]*t[0]+n[1]*t[1]},r.cross=function(n,t,r){var a=t[0]*r[1]-t[1]*r[0];return n[0]=n[1]=0,n[2]=a,n},r.lerp=function(n,t,r,a){var u=t[0],e=t[1];return n[0]=u+a*(r[0]-u),n[1]=e+a*(r[1]-e),n},r.random=function(n,t){t=t||1;var r=2*e.RANDOM()*Math.PI;return n[0]=Math.cos(r)*t,n[1]=Math.sin(r)*t,n},r.transformMat2=function(n,t,r){var a=t[0],u=t[1];return n[0]=r[0]*a+r[2]*u,n[1]=r[1]*a+r[3]*u,n},r.transformMat2d=function(n,t,r){var a=t[0],u=t[1];return n[0]=r[0]*a+r[2]*u+r[4],n[1]=r[1]*a+r[3]*u+r[5],n},r.transformMat3=function(n,t,r){var a=t[0],u=t[1];return n[0]=r[0]*a+r[3]*u+r[6],n[1]=r[1]*a+r[4]*u+r[7],n},r.transformMat4=function(n,t,r){var a=t[0],u=t[1];return n[0]=r[0]*a+r[4]*u+r[12],n[1]=r[1]*a+r[5]*u+r[13],n},r.rotate=function(n,t,r,a){var u=t[0]-r[0],e=t[1]-r[1],o=Math.sin(a),c=Math.cos(a);return n[0]=u*c-e*o+r[0],n[1]=u*o+e*c+r[1],n},r.angle=function(n,t){var r=n[0],a=n[1],u=t[0],e=t[1],o=Math.sqrt(r*r+a*a)*Math.sqrt(u*u+e*e),c=o&&(r*u+a*e)/o;return Math.acos(Math.min(Math.max(c,-1),1))},r.zero=function(n){return n[0]=0,n[1]=0,n},r.str=function(n){return\"vec2(\"+n[0]+\", \"+n[1]+\")\"},r.exactEquals=function(n,t){return n[0]===t[0]&&n[1]===t[1]},r.equals=function(n,t){var r=n[0],a=n[1],u=t[0],o=t[1];return Math.abs(r-u)<=e.EPSILON*Math.max(1,Math.abs(r),Math.abs(u))&&Math.abs(a-o)<=e.EPSILON*Math.max(1,Math.abs(a),Math.abs(o))},r.len=M,r.sub=c,r.mul=i,r.div=f,r.dist=s,r.sqrDist=h,r.sqrLen=l,r.forEach=(v=o(),function(n,t,r,a,u,e){var o,c;for(t||(t=2),r||(r=0),c=a?Math.min(a*t+r,n.length):n.length,o=r;o<c;o+=t)v[0]=n[o],v[1]=n[o+1],u(v,v,e),n[o]=v[0],n[o+1]=v[1];return n})},\n",
       "      \"7785475bdd\": function _(e,t,i,s,n){s();const r=e(\"e13c143c7d\"),o=e(\"993f3118b2\");class a extends r.AbstractVTKView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.data.change,(()=>{this._vtk_image_data=(0,o.data2VTKImageData)(this.model.data),this.invalidate_render()})),this.connect(this.model.properties.colormap.change,(()=>{this.colormap_selector.value=this.model.colormap;const e=new Event(\"change\");this.colormap_selector.dispatchEvent(e)})),this.connect(this.model.properties.shadow.change,(()=>{this.shadow_selector.value=this.model.shadow?\"1\":\"0\";const e=new Event(\"change\");this.shadow_selector.dispatchEvent(e)})),this.connect(this.model.properties.sampling.change,(()=>{this.sampling_slider.value=this.model.sampling.toFixed(2);const e=new Event(\"input\");this.sampling_slider.dispatchEvent(e)})),this.connect(this.model.properties.edge_gradient.change,(()=>{this.edge_gradient_slider.value=this.model.edge_gradient.toFixed(2);const e=new Event(\"input\");this.edge_gradient_slider.dispatchEvent(e)})),this.connect(this.model.properties.rescale.change,(()=>{this._controllerWidget.setRescaleColorMap(this.model.rescale),this._vtk_renwin.getRenderWindow().render()})),this.connect(this.model.properties.ambient.change,(()=>{this.volume.getProperty().setAmbient(this.model.ambient),this._vtk_renwin.getRenderWindow().render()})),this.connect(this.model.properties.diffuse.change,(()=>{this.volume.getProperty().setDiffuse(this.model.diffuse),this._vtk_renwin.getRenderWindow().render()})),this.connect(this.model.properties.specular.change,(()=>{this.volume.getProperty().setSpecular(this.model.specular),this._vtk_renwin.getRenderWindow().render()})),this.connect(this.model.properties.specular_power.change,(()=>{this.volume.getProperty().setSpecularPower(this.model.specular_power),this._vtk_renwin.getRenderWindow().render()})),this.connect(this.model.properties.display_volume.change,(()=>{this._set_volume_visibility(this.model.display_volume),this._vtk_renwin.getRenderWindow().render()})),this.connect(this.model.properties.display_slices.change,(()=>{this._set_slices_visibility(this.model.display_slices),this._vtk_renwin.getRenderWindow().render()})),this.connect(this.model.properties.slice_i.change,(()=>{void 0!==this.image_actor_i&&(this.image_actor_i.getMapper().setISlice(this.model.slice_i),this._vtk_renwin.getRenderWindow().render())})),this.connect(this.model.properties.slice_j.change,(()=>{void 0!==this.image_actor_j&&(this.image_actor_j.getMapper().setJSlice(this.model.slice_j),this._vtk_renwin.getRenderWindow().render())})),this.connect(this.model.properties.slice_k.change,(()=>{void 0!==this.image_actor_k&&(this.image_actor_k.getMapper().setKSlice(this.model.slice_k),this._vtk_renwin.getRenderWindow().render())})),this.connect(this.model.properties.render_background.change,(()=>{this._vtk_renwin.getRenderer().setBackground(...(0,o.hexToRGB)(this.model.render_background)),this._vtk_renwin.getRenderWindow().render()})),this.connect(this.model.properties.interpolation.change,(()=>{this._set_interpolation(this.model.interpolation),this._vtk_renwin.getRenderWindow().render()})),this.connect(this.model.properties.controller_expanded.change,(()=>{null!=this._controllerWidget&&this._controllerWidget.setExpanded(this.model.controller_expanded)})),this.connect(this.model.properties.nan_opacity.change,(()=>{const e=this.image_actor_i.getProperty().getScalarOpacity();e.get([\"nodes\"]).nodes[0].y=this.model.nan_opacity,e.modified(),this._vtk_renwin.getRenderWindow().render()}))}render(){this._vtk_renwin=null,this._orientationWidget=null,this._axes=null,super.render(),this._create_orientation_widget(),this._set_axes(),this.model.camera?this._set_camera_state():this._vtk_renwin.getRenderer().resetCamera(),this._get_camera_state()}invalidate_render(){this._vtk_renwin=null,super.invalidate_render()}init_vtk_renwin(){this._vtk_renwin=o.vtkns.FullScreenRenderWindow.newInstance({rootContainer:this.el,container:this._vtk_container})}plot(){this._controllerWidget=o.vtkns.VolumeController.newInstance({size:[400,150],rescaleColorMap:this.model.rescale}),this._plot_volume(),this._plot_slices(),this._controllerWidget.setupContent(this._vtk_renwin.getRenderWindow(),this.volume,!0),this._controllerWidget.setContainer(this.el),this._controllerWidget.setExpanded(this.model.controller_expanded),this._connect_js_controls(),this._vtk_renwin.getRenderWindow().getInteractor(),this._vtk_renwin.getRenderWindow().getInteractor().setDesiredUpdateRate(45),this._set_volume_visibility(this.model.display_volume),this._set_slices_visibility(this.model.display_slices),this._vtk_renwin.getRenderer().setBackground(...(0,o.hexToRGB)(this.model.render_background)),this._set_interpolation(this.model.interpolation),this._set_camera_state()}get vtk_image_data(){return this._vtk_image_data||(this._vtk_image_data=(0,o.data2VTKImageData)(this.model.data)),this._vtk_image_data}get volume(){return this._vtk_renwin.getRenderer().getVolumes()[0]}get image_actor_i(){return this._vtk_renwin.getRenderer().getActors()[0]}get image_actor_j(){return this._vtk_renwin.getRenderer().getActors()[1]}get image_actor_k(){return this._vtk_renwin.getRenderer().getActors()[2]}get shadow_selector(){return this.el.querySelector(\".js-shadow\")}get edge_gradient_slider(){return this.el.querySelector(\".js-edge\")}get sampling_slider(){return this.el.querySelector(\".js-spacing\")}get colormap_selector(){return this.el.querySelector(\".js-color-preset\")}_connect_js_controls(){const{el:e}=this._controllerWidget.get(\"el\");if(void 0!==e){e.querySelector(\".js-button\").addEventListener(\"click\",(()=>this.model.controller_expanded=this._controllerWidget.getExpanded()))}this.colormap_selector.addEventListener(\"change\",(()=>{this.model.colormap=this.colormap_selector.value})),this.model.colormap?this.model.properties.colormap.change.emit():this.model.colormap=this.colormap_selector.value,this.shadow_selector.addEventListener(\"change\",(()=>{this.model.shadow=!!Number(this.shadow_selector.value)})),(this.model.shadow=!!Number(this.shadow_selector.value))&&this.model.properties.shadow.change.emit(),this.sampling_slider.addEventListener(\"input\",(()=>{const e=Number(this.sampling_slider.value);Math.abs(this.model.sampling-e)>=.005&&(this.model.sampling=e)})),Math.abs(this.model.sampling-Number(this.shadow_selector.value))>=.005&&this.model.properties.sampling.change.emit(),this.edge_gradient_slider.addEventListener(\"input\",(()=>{const e=Number(this.edge_gradient_slider.value);Math.abs(this.model.edge_gradient-e)>=.005&&(this.model.edge_gradient=e)})),Math.abs(this.model.edge_gradient-Number(this.edge_gradient_slider.value))>=.005&&this.model.properties.edge_gradient.change.emit()}_plot_slices(){const e=this._vtk_image_data,t=o.vtkns.ImageSlice.newInstance(),i=o.vtkns.ImageSlice.newInstance(),s=o.vtkns.ImageSlice.newInstance(),n=o.vtkns.ImageMapper.newInstance(),r=o.vtkns.ImageMapper.newInstance(),a=o.vtkns.ImageMapper.newInstance();n.setInputData(e),n.setISlice(this.model.slice_i),t.setMapper(n),r.setInputData(e),r.setJSlice(this.model.slice_j),i.setMapper(r),a.setInputData(e),a.setKSlice(this.model.slice_k),s.setMapper(a);const l=o.vtkns.PiecewiseFunction.newInstance(),d=this.volume.getProperty().getRGBTransferFunction(0),c=this.volume.getMapper().getInputData().getPointData().getScalars().getRange();l.removeAllPoints(),l.addPoint(c[0]-1,this.model.nan_opacity),l.addPoint(c[0],1),l.addPoint(c[1],1);const _=t.getProperty();i.setProperty(_),s.setProperty(_),_.setRGBTransferFunction(d),_.setScalarOpacity(l);const h=this._vtk_renwin.getRenderer();h.addActor(t),h.addActor(i),h.addActor(s)}_plot_volume(){const e=this.vtk_image_data,t=o.vtkns.Volume.newInstance(),i=o.vtkns.VolumeMapper.newInstance();t.setMapper(i),i.setInputData(e);const s=(e.getPointData().getScalars()||e.getPointData().getArrays()[0]).getRange(),n=o.vtkns.ColorTransferFunction.newInstance();n.onModified((()=>this.model.mapper=(0,o.vtkLutToMapper)(n)));const r=o.vtkns.PiecewiseFunction.newInstance(),a=.7*Math.sqrt(e.getSpacing().map((e=>e*e)).reduce(((e,t)=>e+t),0));i.setSampleDistance(a),t.getProperty().setRGBTransferFunction(0,n),t.getProperty().setScalarOpacity(0,r),t.getProperty().setInterpolationTypeToFastLinear(),t.getProperty().setScalarOpacityUnitDistance(0,o.vtkns.BoundingBox.getDiagonalLength(e.getBounds())/Math.max(...e.getDimensions())),t.getProperty().setGradientOpacityMinimumValue(0,0),t.getProperty().setGradientOpacityMaximumValue(0,.05*(s[1]-s[0])),t.getProperty().setShade(this.model.shadow),t.getProperty().setUseGradientOpacity(0,!0),t.getProperty().setGradientOpacityMinimumOpacity(0,0),t.getProperty().setGradientOpacityMaximumOpacity(0,1),t.getProperty().setAmbient(this.model.ambient),t.getProperty().setDiffuse(this.model.diffuse),t.getProperty().setSpecular(this.model.specular),t.getProperty().setSpecularPower(this.model.specular_power),this._vtk_renwin.getRenderer().addVolume(t)}_set_interpolation(e){\"fast_linear\"==e?(this.volume.getProperty().setInterpolationTypeToFastLinear(),this.image_actor_i.getProperty().setInterpolationTypeToLinear()):\"linear\"==e?(this.volume.getProperty().setInterpolationTypeToLinear(),this.image_actor_i.getProperty().setInterpolationTypeToLinear()):(this.volume.getProperty().setInterpolationTypeToNearest(),this.image_actor_i.getProperty().setInterpolationTypeToNearest())}_set_slices_visibility(e){this.image_actor_i.setVisibility(e),this.image_actor_j.setVisibility(e),this.image_actor_k.setVisibility(e)}_set_volume_visibility(e){this.volume.setVisibility(e)}}i.VTKVolumePlotView=a,a.__name__=\"VTKVolumePlotView\";class l extends r.AbstractVTKPlot{constructor(e){super(e)}static init_VTKVolumePlot(){this.prototype.default_view=a,this.define((({Any:e,Array:t,Boolean:i,Int:s,Number:n,String:r,Struct:a})=>({ambient:[n,.2],colormap:[r],data:[e],diffuse:[n,.7],display_slices:[i,!1],display_volume:[i,!0],edge_gradient:[n,.2],interpolation:[o.Interpolation,\"fast_linear\"],mapper:[a({palette:t(r),low:n,high:n})],nan_opacity:[n,1],render_background:[r,\"#52576e\"],rescale:[i,!1],sampling:[n,.4],shadow:[i,!0],slice_i:[s,0],slice_j:[s,0],slice_k:[s,0],specular:[n,.3],specular_power:[n,8],controller_expanded:[i,!0]})))}}i.VTKVolumePlot=l,l.__name__=\"VTKVolumePlot\",l.init_VTKVolumePlot()},\n",
       "      \"0a57062475\": function _(e,t,n,s,i){s();const r=e(\"@bokehjs/core/util/object\"),o=e(\"e13c143c7d\"),_=e(\"877619fe71\"),a=e(\"993f3118b2\"),c=\"panel\";class h extends o.AbstractVTKView{initialize(){super.initialize(),this._promises=[],this._renderable=!1,this._arrays={},this._decoded_arrays={},this._pending_arrays={},this.registerArray=(e,t)=>(this._arrays[e]=t,this._pending_arrays[e]&&this._pending_arrays[e].resolve(t),!0),this._synchronizer_context=a.vtkns.SynchronizableRenderWindow.getSynchronizerContext(c)}connect_signals(){super.connect_signals(),this.connect(this.model.properties.arrays.change,(()=>this._decode_arrays())),this.connect(this.model.properties.scene.change,(()=>{if(this.model.rebuild)this._vtk_renwin=null,this.invalidate_render();else{const e=(0,r.clone)(this.model.scene);Promise.all(this._promises).then((()=>{this._sync_plot(e,(()=>{this._on_scene_ready()}))}))}})),this.connect(this.model.properties.one_time_reset.change,(()=>{this._vtk_renwin.getRenderWindow().clearOneTimeUpdaters()}))}init_vtk_renwin(){this._vtk_renwin=a.vtkns.FullScreenRenderWindowSynchronized.newInstance({rootContainer:this.el,container:this._vtk_container,synchronizerContext:this._synchronizer_context})}plot(){this._vtk_renwin.getRenderWindow().clearOneTimeUpdaters(),this._decode_arrays();const e=(0,r.clone)(this.model.scene);Promise.all(this._promises).then((()=>{this._sync_plot(e,(()=>this._on_scene_ready())).then((()=>{this._set_camera_state(),this._get_camera_state()}))}))}_decode_arrays(){const e=new a.vtkns.ThirdParty.JSZip,t=this.model.arrays,n=this.registerArray,s=this.model.arrays_processed,i=this.model;Object.keys(t).forEach((r=>{this._decoded_arrays[r]||(this._decoded_arrays[r]=!0,this._promises.push(function(r){return e.loadAsync(atob(t[r])).then((e=>e.file(\"data/\"+r))).then((e=>e.async(\"arraybuffer\"))).then((e=>n(r,e))).then((()=>{s.push(r),i.properties.arrays_processed.change.emit()}))}(r)))}))}_on_scene_ready(){this._promises.length>0||(this._renderable=!0,this._camera_callbacks.push(this._vtk_renwin.getRenderer().getActiveCamera().onModified((()=>this._vtk_render()))),this._orientationWidget||this._create_orientation_widget(),this._axes||this._set_axes(),this._vtk_renwin.resize(),this._vtk_render())}_sync_plot(e,t){this._renderable=!1,this._promises=[],this._unsubscribe_camera_cb(),this._synchronizer_context.setFetchArrayFunction((e=>Promise.resolve(this._arrays[e])));const n=this._synchronizer_context.getInstance(this.model.scene.dependencies[0].id);return n&&!this._vtk_renwin.getRenderer()&&this._vtk_renwin.getRenderWindow().addRenderer(n),this._vtk_renwin.getRenderWindow().synchronize(e).then(t)}}n.VTKSynchronizedPlotView=h,h.__name__=\"VTKSynchronizedPlotView\";class d extends o.AbstractVTKPlot{constructor(e){super(e),(0,_.initialize_fullscreen_render)(),this.outline=a.vtkns.OutlineFilter.newInstance();const t=a.vtkns.Mapper.newInstance();t.setInputConnection(this.outline.getOutputPort()),this.outline_actor=a.vtkns.Actor.newInstance(),this.outline_actor.setMapper(t)}getActors(e){let t=this.renderer_el.getRenderer().getActors();if(e){const n=this.renderer_el.getSynchronizerContext(c);t=t.filter((t=>{const s=n.getInstanceId(t);return!!s&&s.slice(-16)==e.slice(1,17)}))}return t}static init_VTKSynchronizedPlot(){this.prototype.default_view=h,this.define((({Any:e,Array:t,Boolean:n,String:s})=>({arrays:[e,{}],arrays_processed:[t(s),[]],enable_keybindings:[n,!1],one_time_reset:[n],rebuild:[n,!1],scene:[e,{}]}))),this.override({height:300,width:300})}}n.VTKSynchronizedPlot=d,d.__name__=\"VTKSynchronizedPlot\",d.__module__=\"panel.models.vtk\",d.init_VTKSynchronizedPlot()},\n",
       "      \"877619fe71\": function _(e,n,o,t,r){t();const i=e(\"993f3118b2\"),l={containerStyle:null,controlPanelStyle:null,listenWindowResize:!0,resizeCallback:null,controllerVisibility:!0,synchronizerContextName:\"default\"},a={position:\"absolute\",left:\"25px\",top:\"25px\",backgroundColor:\"white\",borderRadius:\"5px\",listStyle:\"none\",padding:\"5px 10px\",margin:\"0\",display:\"block\",border:\"solid 1px black\",maxWidth:\"calc(100vw - 70px)\",maxHeight:\"calc(100vh - 60px)\",overflow:\"auto\"};o.initialize_fullscreen_render=function(){let e={newInstance:window.vtk.macro.newInstance(((e,n,o={})=>{Object.assign(n,l,o),window.vtk.macro.obj(e,n),window.vtk.macro.get(e,n,[\"renderWindow\",\"openGLRenderWindow\",\"interactor\",\"rootContainer\",\"container\",\"controlContainer\",\"synchronizerContext\"]),function(e,n){n.renderWindow=i.vtkns.SynchronizableRenderWindow.newInstance({synchronizerContext:n.synchronizerContext}),n.openGLRenderWindow=i.vtkns.OpenGLRenderWindow.newInstance(),n.openGLRenderWindow.setContainer(n.container),n.renderWindow.addView(n.openGLRenderWindow),n.interactor=i.vtkns.RenderWindowInteractor.newInstance(),n.interactor.setInteractorStyle(i.vtkns.InteractorStyleTrackballCamera.newInstance()),n.interactor.setView(n.openGLRenderWindow),n.interactor.initialize(),n.interactor.bindEvents(n.container),e.getRenderer=()=>n.renderWindow.getRenderers()[0],e.removeController=()=>{const e=n.controlContainer;e&&e.parentNode.removeChild(e)},e.setControllerVisibility=e=>{n.controllerVisibility=e,n.controlContainer&&(n.controlContainer.style.display=e?\"block\":\"none\")},e.toggleControllerVisibility=()=>{e.setControllerVisibility(!n.controllerVisibility)},e.addController=o=>{n.controlContainer=document.createElement(\"div\"),(0,i.applyStyle)(n.controlContainer,n.controlPanelStyle||a),n.rootContainer.appendChild(n.controlContainer),n.controlContainer.innerHTML=o,e.setControllerVisibility(n.controllerVisibility),n.rootContainer.addEventListener(\"keypress\",(n=>{\"c\"===String.fromCharCode(n.charCode)&&e.toggleControllerVisibility()}))},e.delete=window.vtk.macro.chain(e.setContainer,n.openGLRenderWindow.delete,e.delete),e.resize=()=>{const e=n.container.getBoundingClientRect(),o=window.devicePixelRatio||1;n.openGLRenderWindow.setSize(Math.floor(e.width*o),Math.floor(e.height*o)),n.resizeCallback&&n.resizeCallback(e),n.renderWindow.render()},e.setResizeCallback=o=>{n.resizeCallback=o,e.resize()},n.listenWindowResize&&window.addEventListener(\"resize\",e.resize),e.resize()}(e,n)}))};i.vtkns.FullScreenRenderWindowSynchronized=e}},\n",
       "      }, \"4e90918c0a\", {\"index\":\"4e90918c0a\",\"models/index\":\"5b284469f0\",\"models/ace\":\"2e12ebdb23\",\"models/layout\":\"80a6464b1f\",\"models/audio\":\"33955cfa6f\",\"models/card\":\"0972f6e77b\",\"models/comm_manager\":\"754fbb1f55\",\"models/customselect\":\"e258e515be\",\"models/tabulator\":\"dc2d2d783f\",\"models/data\":\"7f7d9e0c6b\",\"models/datetime_picker\":\"b843627155\",\"models/deckgl\":\"0155f7af4d\",\"models/tooltips\":\"6e04fbe567\",\"models/echarts\":\"9d046c4720\",\"models/html\":\"3d7593ca5a\",\"models/event-to-object\":\"d92f7d4d2b\",\"models/idom\":\"7d45bd3bc4\",\"models/ipywidget\":\"f36a5fb453\",\"models/json\":\"0d30bea0c8\",\"models/jsoneditor\":\"5379466860\",\"models/file_download\":\"1767172ffa\",\"models/katex\":\"7b859fb3cf\",\"models/location\":\"0c52a301f3\",\"models/mathjax\":\"0c21036737\",\"models/perspective\":\"4ae96bd77b\",\"models/player\":\"588a5ae70d\",\"models/plotly\":\"42de27e56c\",\"models/util\":\"990b5dd5c7\",\"models/progress\":\"979633320f\",\"models/quill\":\"d51a79a0a3\",\"models/reactive_html\":\"ad426de39c\",\"models/singleselect\":\"ab54efe08a\",\"models/speech_to_text\":\"a96be0bcc9\",\"models/state\":\"bfa46a5f19\",\"models/tabs\":\"f693d9aa84\",\"models/terminal\":\"3ea011fa55\",\"models/text_to_speech\":\"33cd2c254e\",\"models/trend\":\"effe070807\",\"models/vega\":\"fea356270f\",\"models/video\":\"1b46fd56a8\",\"models/videostream\":\"e3e9b8e495\",\"models/vtk/index\":\"c51f25e2a7\",\"models/vtk/vtkjs\":\"b6d9199d03\",\"models/vtk/vtklayout\":\"e13c143c7d\",\"models/vtk/util\":\"993f3118b2\",\"models/vtk/vtkcolorbar\":\"c010237f8b\",\"models/vtk/vtkaxes\":\"ab478186ba\",\"models/vtk/vtkvolume\":\"7785475bdd\",\"models/vtk/vtksynchronized\":\"0a57062475\",\"models/vtk/panel_fullscreen_renwin_sync\":\"877619fe71\"}, {});});\n",
       "\n",
       "      /* END panel.min.js */\n",
       "    },\n",
       "function(Bokeh) {} // ensure no trailing comma for IE\n",
       "  ];\n",
       "\n",
       "  function run_inline_js() {\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",
       "    }\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, js_modules, 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": "(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  if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n    root._bokeh_timeout = Date.now() + 5000;\n    root._bokeh_failed_load = false;\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, js_modules, callback) {\n    if (css_urls == null) css_urls = [];\n    if (js_urls == null) js_urls = [];\n    if (js_modules == null) js_modules = [];\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.length === 0 && js_modules.length === 0) {\n      run_callbacks();\n      return null;\n    }\n    console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\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    var skip = [];\n    if (window.requirejs) {\n      window.requirejs.config({'packages': {}, 'paths': {'gridstack': 'https://cdn.jsdelivr.net/npm/gridstack@4.2.5/dist/gridstack-h5', 'notyf': 'https://cdn.jsdelivr.net/npm/notyf@3/notyf.min'}, 'shim': {'gridstack': {'exports': 'GridStack'}}});\n      require([\"gridstack\"], function(GridStack) {\n\twindow.GridStack = GridStack\n\ton_load()\n      })\n      require([\"notyf\"], function() {\n\ton_load()\n      })\n      root._bokeh_is_loading = css_urls.length + 2;\n    } else {\n      root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length;\n    }    if (((window['GridStack'] !== undefined) && (!(window['GridStack'] instanceof HTMLElement))) || window.requirejs) {\n      var urls = ['https://cdn.holoviz.org/panel/0.14.1/dist/bundled/gridstack/gridstack@4.2.5/dist/gridstack-h5.js'];\n      for (var i = 0; i < urls.length; i++) {\n        skip.push(urls[i])\n      }\n    }    if (((window['Notyf'] !== undefined) && (!(window['Notyf'] instanceof HTMLElement))) || window.requirejs) {\n      var urls = ['https://cdn.holoviz.org/panel/0.14.1/dist/bundled/notificationarea/notyf@3/notyf.min.js'];\n      for (var i = 0; i < urls.length; i++) {\n        skip.push(urls[i])\n      }\n    }    for (var i = 0; i < js_urls.length; i++) {\n      var url = js_urls[i];\n      if (skip.indexOf(url) >= 0) {\n\tif (!window.requirejs) {\n\t  on_load();\n\t}\n\tcontinue;\n      }\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    for (var i = 0; i < js_modules.length; i++) {\n      var url = js_modules[i];\n      if (skip.indexOf(url) >= 0) {\n\tif (!window.requirejs) {\n\t  on_load();\n\t}\n\tcontinue;\n      }\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      element.type = \"module\";\n      console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n      document.head.appendChild(element);\n    }\n    if (!js_urls.length && !js_modules.length) {\n      on_load()\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 js_modules = [];\n  var css_urls = [];\n  var inline_js = [    function(Bokeh) {\n      inject_raw_css(\".bk.alert {\\n    padding: 0.75rem 1.25rem;\\n    border: 1px solid transparent;\\n    border-radius: 0.25rem;\\n    /* Don't set margin because that will not render correctly! */\\n    /* margin-bottom: 1rem; */\\n    margin-top: 15px;\\n    margin-bottom: 15px;\\n}\\n.bk.alert a {\\n    color: rgb(11, 46, 19); /* #002752; */\\n    font-weight: 700;\\n    text-decoration: rgb(11, 46, 19);\\n    text-decoration-color: rgb(11, 46, 19);\\n    text-decoration-line: none;\\n    text-decoration-style: solid;\\n    text-decoration-thickness: auto;\\n  }\\n.bk.alert a:hover {\\n    color: rgb(11, 46, 19);\\n    font-weight: 700;\\n    text-decoration: underline;\\n}\\n\\n.bk.alert-primary {\\n    color: #004085;\\n    background-color: #cce5ff;\\n    border-color: #b8daff;\\n}\\n.bk.alert-primary hr {\\n    border-top-color: #9fcdff;\\n}\\n\\n.bk.alert-secondary {\\n    color: #383d41;\\n    background-color: #e2e3e5;\\n    border-color: #d6d8db;\\n  }\\n.bk.alert-secondary hr {\\n    border-top-color: #c8cbcf;\\n}\\n\\n.bk.alert-success {\\n    color: #155724;\\n    background-color: #d4edda;\\n    border-color: #c3e6cb;\\n  }\\n\\n.bk.alert-success hr {\\n    border-top-color: #b1dfbb;\\n}\\n\\n.bk.alert-info {\\n    color: #0c5460;\\n    background-color: #d1ecf1;\\n    border-color: #bee5eb;\\n  }\\n.bk.alert-info hr {\\n    border-top-color: #abdde5;\\n}\\n\\n.bk.alert-warning {\\n    color: #856404;\\n    background-color: #fff3cd;\\n    border-color: #ffeeba;\\n  }\\n\\n.bk.alert-warning hr {\\n    border-top-color: #ffe8a1;\\n}\\n\\n.bk.alert-danger {\\n    color: #721c24;\\n    background-color: #f8d7da;\\n    border-color: #f5c6cb;\\n}\\n.bk.alert-danger hr {\\n    border-top-color: #f1b0b7;\\n}\\n\\n.bk.alert-light {\\n    color: #818182;\\n    background-color: #fefefe;\\n    border-color: #fdfdfe;\\n  }\\n.bk.alert-light hr {\\n    border-top-color: #ececf6;\\n}\\n\\n.bk.alert-dark {\\n    color: #1b1e21;\\n    background-color: #d6d8d9;\\n    border-color: #c6c8ca;\\n  }\\n.bk.alert-dark hr {\\n    border-top-color: #b9bbbe;\\n}\\n\\n\\n/* adjf\\u00e6l */\\n\\n.bk.alert-primary a {\\n    color: #002752;\\n}\\n\\n.bk.alert-secondary a {\\n    color: #202326;\\n}\\n\\n\\n.bk.alert-success a {\\n    color: #0b2e13;\\n}\\n\\n\\n.bk.alert-info a {\\n    color: #062c33;\\n}\\n\\n\\n.bk.alert-warning a {\\n    color: #533f03;\\n}\\n\\n\\n.bk.alert-danger a {\\n    color: #491217;\\n}\\n\\n.bk.alert-light a {\\n    color: #686868;\\n}\\n\\n.bk.alert-dark a {\\n    color: #040505;\\n}\\n\");\n    },    function(Bokeh) {\n      inject_raw_css(\".json-formatter-row {\\n  font-family: monospace;\\n}\\n.json-formatter-row,\\n.json-formatter-row a,\\n.json-formatter-row a:hover {\\n  color: black;\\n  text-decoration: none;\\n}\\n.json-formatter-row .json-formatter-row {\\n  margin-left: 1rem;\\n}\\n.json-formatter-row .json-formatter-children.json-formatter-empty {\\n  opacity: 0.5;\\n  margin-left: 1rem;\\n}\\n.json-formatter-row .json-formatter-children.json-formatter-empty:after {\\n  display: none;\\n}\\n.json-formatter-row .json-formatter-children.json-formatter-empty.json-formatter-object:after {\\n  content: \\\"No properties\\\";\\n}\\n.json-formatter-row .json-formatter-children.json-formatter-empty.json-formatter-array:after {\\n  content: \\\"[]\\\";\\n}\\n.json-formatter-row .json-formatter-string,\\n.json-formatter-row .json-formatter-stringifiable {\\n  color: green;\\n  white-space: pre;\\n  word-wrap: break-word;\\n}\\n.json-formatter-row .json-formatter-number {\\n  color: blue;\\n}\\n.json-formatter-row .json-formatter-boolean {\\n  color: red;\\n}\\n.json-formatter-row .json-formatter-null {\\n  color: #855A00;\\n}\\n.json-formatter-row .json-formatter-undefined {\\n  color: #ca0b69;\\n}\\n.json-formatter-row .json-formatter-function {\\n  color: #FF20ED;\\n}\\n.json-formatter-row .json-formatter-date {\\n  background-color: rgba(0, 0, 0, 0.05);\\n}\\n.json-formatter-row .json-formatter-url {\\n  text-decoration: underline;\\n  color: blue;\\n  cursor: pointer;\\n}\\n.json-formatter-row .json-formatter-bracket {\\n  color: blue;\\n}\\n.json-formatter-row .json-formatter-key {\\n  color: #00008B;\\n  padding-right: 0.2rem;\\n}\\n.json-formatter-row .json-formatter-toggler-link {\\n  cursor: pointer;\\n}\\n.json-formatter-row .json-formatter-toggler {\\n  line-height: 1.2rem;\\n  font-size: 0.7rem;\\n  vertical-align: middle;\\n  opacity: 0.6;\\n  cursor: pointer;\\n  padding-right: 0.2rem;\\n}\\n.json-formatter-row .json-formatter-toggler:after {\\n  display: inline-block;\\n  transition: transform 100ms ease-in;\\n  content: \\\"\\\\25BA\\\";\\n}\\n.json-formatter-row > a > .json-formatter-preview-text {\\n  opacity: 0;\\n  transition: opacity 0.15s ease-in;\\n  font-style: italic;\\n}\\n.json-formatter-row:hover > a > .json-formatter-preview-text {\\n  opacity: 0.6;\\n}\\n.json-formatter-row.json-formatter-open > .json-formatter-toggler-link .json-formatter-toggler:after {\\n  transform: rotate(90deg);\\n}\\n.json-formatter-row.json-formatter-open > .json-formatter-children:after {\\n  display: inline-block;\\n}\\n.json-formatter-row.json-formatter-open > a > .json-formatter-preview-text {\\n  display: none;\\n}\\n.json-formatter-row.json-formatter-open.json-formatter-empty:after {\\n  display: block;\\n}\\n.json-formatter-dark.json-formatter-row {\\n  font-family: monospace;\\n}\\n.json-formatter-dark.json-formatter-row,\\n.json-formatter-dark.json-formatter-row a,\\n.json-formatter-dark.json-formatter-row a:hover {\\n  color: white;\\n  text-decoration: none;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-row {\\n  margin-left: 1rem;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-children.json-formatter-empty {\\n  opacity: 0.5;\\n  margin-left: 1rem;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-children.json-formatter-empty:after {\\n  display: none;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-children.json-formatter-empty.json-formatter-object:after {\\n  content: \\\"No properties\\\";\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-children.json-formatter-empty.json-formatter-array:after {\\n  content: \\\"[]\\\";\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-string,\\n.json-formatter-dark.json-formatter-row .json-formatter-stringifiable {\\n  color: #31F031;\\n  white-space: pre;\\n  word-wrap: break-word;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-number {\\n  color: #66C2FF;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-boolean {\\n  color: #EC4242;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-null {\\n  color: #EEC97D;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-undefined {\\n  color: #ef8fbe;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-function {\\n  color: #FD48CB;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-date {\\n  background-color: rgba(255, 255, 255, 0.05);\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-url {\\n  text-decoration: underline;\\n  color: #027BFF;\\n  cursor: pointer;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-bracket {\\n  color: #9494FF;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-key {\\n  color: #23A0DB;\\n  padding-right: 0.2rem;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-toggler-link {\\n  cursor: pointer;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-toggler {\\n  line-height: 1.2rem;\\n  font-size: 0.7rem;\\n  vertical-align: middle;\\n  opacity: 0.6;\\n  cursor: pointer;\\n  padding-right: 0.2rem;\\n}\\n.json-formatter-dark.json-formatter-row .json-formatter-toggler:after {\\n  display: inline-block;\\n  transition: transform 100ms ease-in;\\n  content: \\\"\\\\25BA\\\";\\n}\\n.json-formatter-dark.json-formatter-row > a > .json-formatter-preview-text {\\n  opacity: 0;\\n  transition: opacity 0.15s ease-in;\\n  font-style: italic;\\n}\\n.json-formatter-dark.json-formatter-row:hover > a > .json-formatter-preview-text {\\n  opacity: 0.6;\\n}\\n.json-formatter-dark.json-formatter-row.json-formatter-open > .json-formatter-toggler-link .json-formatter-toggler:after {\\n  transform: rotate(90deg);\\n}\\n.json-formatter-dark.json-formatter-row.json-formatter-open > .json-formatter-children:after {\\n  display: inline-block;\\n}\\n.json-formatter-dark.json-formatter-row.json-formatter-open > a > .json-formatter-preview-text {\\n  display: none;\\n}\\n.json-formatter-dark.json-formatter-row.json-formatter-open.json-formatter-empty:after {\\n  display: block;\\n}\\n\");\n    },    function(Bokeh) {\n      inject_raw_css(\".bk.debugger-card {\\n  border: 1px solid rgba(0,0,0,1);\\n  color: rgba(255,255,255,1);\\n  background-color: rgba(0,0,0,1);\\n  border-radius: 0rem;\\n}\\n.bk.debugger-card-header {\\n  align-items: center;\\n  text-align: left;\\n  background-color: rgba(0, 0, 0, 1)!important;\\n  color: rgba(255, 255, 255, 1);\\n  border-radius: 0rem;\\n  display: inline-flex;\\n  justify-content: start;\\n  width: 100%;\\n}\\n.bk.debugger-card-button {\\n  background-color: transparent;\\n  color: rgba(255, 255, 255, 1);\\n  margin-left: 0.5em;\\n}\\n.bk.debugger-card-title {\\n  align-items: center;\\n  text-align: left;\\n  color: rgba(255, 255, 255, 1);\\n  font-size: 1em;\\n  overflow-wrap: break-word;\\n}\\n\\n/* Special debugger buttons for clearing and saving */\\n.bk button.special_btn {\\n    width: 25px;\\n    height: 25px;\\n    background-color: black;\\n    color: white;\\n    display: inline-block;\\n}\\n\\n\\n.bk button.special_btn .tooltiptext {\\n  visibility: hidden;\\n  width: 100px;\\n  background-color: darkgray;\\n  color: #fff;\\n  text-align: center;\\n  border-radius: 6px;\\n  padding: 5px 0;\\n\\n  /* Position the tooltip */\\n  position: relative;\\n  z-index: 1;\\n  top: 100%;\\n  left: 100%;\\n  margin-left: -100px;\\n  display: block;\\n}\\n\\n.bk button.special_btn:hover .tooltiptext {\\n  visibility: visible;\\n}\\n\\n\\n\\n.bk button.clear_btn:hover .shown { display: none;}\\n.bk button.clear_btn:hover:before { content: \\\"\\u2611\\\"; }\\n\");\n    },    function(Bokeh) {\n      inject_raw_css(\".bk.panel-widget-box {\\n  min-height: 20px;\\n  background-color: #f5f5f5;\\n  border: 1px solid #e3e3e3;\\n  border-radius: 4px;\\n  -webkit-box-shadow: inset 0 1px 1px rgba(0,0,0,.05);\\n  box-shadow: inset 0 1px 1px rgba(0,0,0,.05);\\n  overflow-x: hidden;\\n  overflow-y: hidden;\\n}\\n\\n.scrollable {\\n  overflow: scroll;\\n}\\n\\nprogress {\\n  appearance: none;\\n  -moz-appearance: none;\\n  -webkit-appearance: none;\\n  border: none;\\n  height: 20px;\\n  background-color: whiteSmoke;\\n  border-radius: 3px;\\n  box-shadow: 0 2px 3px rgba(0,0,0,.5) inset;\\n  color: royalblue;\\n  position: relative;\\n  margin: 0 0 1.5em;\\n}\\n\\nprogress[value]::-webkit-progress-bar {\\n  background-color: whiteSmoke;\\n  border-radius: 3px;\\n  box-shadow: 0 2px 3px rgba(0,0,0,.5) inset;\\n}\\n\\nprogress[value]::-webkit-progress-value {\\n  position: relative;\\n  background-size: 35px 20px, 100% 100%, 100% 100%;\\n  border-radius:3px;\\n}\\n\\nprogress.active:not([value])::before {\\n  background-position: 10%;\\n  animation-name: stripes;\\n  animation-duration: 3s;\\n  animation-timing-function: linear;\\n  animation-iteration-count: infinite;\\n}\\n\\nprogress[value]::-moz-progress-bar {\\n  background-size: 35px 20px, 100% 100%, 100% 100%;\\n  border-radius:3px;\\n}\\n\\nprogress:not([value])::-moz-progress-bar {\\n  border-radius:3px;\\n  background: linear-gradient(-45deg, transparent 33%, rgba(0, 0, 0, 0.2) 33%, rgba(0, 0, 0, 0.2) 66%, transparent 66%) left/2.5em 1.5em;\\n}\\n\\nprogress.active:not([value])::-moz-progress-bar {\\n  background-position: 10%;\\n  animation-name: stripes;\\n  animation-duration: 3s;\\n  animation-timing-function: linear;\\n  animation-iteration-count: infinite;\\n}\\n\\nprogress.active:not([value])::-webkit-progress-bar {\\n  background-position: 10%;\\n  animation-name: stripes;\\n  animation-duration: 3s;\\n  animation-timing-function: linear;\\n  animation-iteration-count: infinite;\\n}\\n\\nprogress.primary[value]::-webkit-progress-value { background-color: #007bff; }\\nprogress.primary:not([value])::before { background-color: #007bff; }\\nprogress.primary:not([value])::-webkit-progress-bar { background-color: #007bff; }\\nprogress.primary::-moz-progress-bar { background-color: #007bff; }\\n\\nprogress.secondary[value]::-webkit-progress-value { background-color: #6c757d; }\\nprogress.secondary:not([value])::before { background-color: #6c757d; }\\nprogress.secondary:not([value])::-webkit-progress-bar { background-color: #6c757d; }\\nprogress.secondary::-moz-progress-bar { background-color: #6c757d; }\\n\\nprogress.success[value]::-webkit-progress-value { background-color: #28a745; }\\nprogress.success:not([value])::before { background-color: #28a745; }\\nprogress.success:not([value])::-webkit-progress-bar { background-color: #28a745; }\\nprogress.success::-moz-progress-bar { background-color: #28a745; }\\n\\nprogress.danger[value]::-webkit-progress-value { background-color: #dc3545; }\\nprogress.danger:not([value])::before { background-color: #dc3545; }\\nprogress.danger:not([value])::-webkit-progress-bar { background-color: #dc3545; }\\nprogress.danger::-moz-progress-bar { background-color: #dc3545; }\\n\\nprogress.warning[value]::-webkit-progress-value { background-color: #ffc107; }\\nprogress.warning:not([value])::before { background-color: #ffc107; }\\nprogress.warning:not([value])::-webkit-progress-bar { background-color: #ffc107; }\\nprogress.warning::-moz-progress-bar { background-color: #ffc107; }\\n\\nprogress.info[value]::-webkit-progress-value { background-color: #17a2b8; }\\nprogress.info:not([value])::before { background-color: #17a2b8; }\\nprogress.info:not([value])::-webkit-progress-bar { background-color: #17a2b8; }\\nprogress.info::-moz-progress-bar { background-color: #17a2b8; }\\n\\nprogress.light[value]::-webkit-progress-value { background-color: #f8f9fa; }\\nprogress.light:not([value])::before { background-color: #f8f9fa; }\\nprogress.light:not([value])::-webkit-progress-bar { background-color: #f8f9fa; }\\nprogress.light::-moz-progress-bar { background-color: #f8f9fa; }\\n\\nprogress.dark[value]::-webkit-progress-value { background-color: #343a40; }\\nprogress.dark:not([value])::-webkit-progress-bar { background-color: #343a40; }\\nprogress.dark:not([value])::before { background-color: #343a40; }\\nprogress.dark::-moz-progress-bar { background-color: #343a40; }\\n\\nprogress:not([value])::-webkit-progress-bar {\\n  border-radius: 3px;\\n  background: linear-gradient(-45deg, transparent 33%, rgba(0, 0, 0, 0.2) 33%, rgba(0, 0, 0, 0.2) 66%, transparent 66%) left/2.5em 1.5em;\\n}\\nprogress:not([value])::before {\\n  content:\\\" \\\";\\n  position:absolute;\\n  height: 20px;\\n  top:0;\\n  left:0;\\n  right:0;\\n  bottom:0;\\n  border-radius: 3px;\\n  background: linear-gradient(-45deg, transparent 33%, rgba(0, 0, 0, 0.2) 33%, rgba(0, 0, 0, 0.2) 66%, transparent 66%) left/2.5em 1.5em;\\n}\\n\\n@keyframes stripes {\\n  from {background-position: 0%}\\n  to {background-position: 100%}\\n}\\n\\n.bk-root .bk.loader {\\n  overflow: hidden;\\n}\\n\\n.bk.loader::after {\\n  content: \\\"\\\";\\n  border-radius: 50%;\\n  -webkit-mask-image: radial-gradient(transparent 50%, rgba(0, 0, 0, 1) 54%);\\n  width: 100%;\\n  height: 100%;\\n  left: 0;\\n  top: 0;\\n  position: absolute;\\n}\\n\\n.bk-root .bk.loader.dark::after {\\n  background: #0f0f0f;\\n}\\n\\n.bk-root .bk.loader.light::after {\\n  background: #f0f0f0;\\n}\\n\\n.bk-root .bk.loader.spin::after {\\n  animation: spin 2s linear infinite;\\n}\\n\\n.bk-root div.bk.loader.spin.primary-light::after {\\n  background: linear-gradient(135deg, #f0f0f0 50%, transparent 50%), linear-gradient(45deg, #f0f0f0 50%, #007bff 50%);\\n}\\n\\n.bk-root div.bk.loader.spin.secondary-light::after {\\n  background: linear-gradient(135deg, #f0f0f0 50%, transparent 50%), linear-gradient(45deg, #f0f0f0 50%, #6c757d 50%);\\n}\\n\\n.bk-root div.bk.loader.spin.success-light::after {\\n  background: linear-gradient(135deg, #f0f0f0 50%, transparent 50%), linear-gradient(45deg, #f0f0f0 50%, #28a745 50%);\\n}\\n\\n.bk-root div.bk.loader.spin.danger-light::after {\\n  background: linear-gradient(135deg, #f0f0f0 50%, transparent 50%), linear-gradient(45deg, #f0f0f0 50%, #dc3545 50%);\\n}\\n\\n.bk-root div.bk.loader.spin.warning-light::after {\\n  background: linear-gradient(135deg, #f0f0f0 50%, transparent 50%), linear-gradient(45deg, #f0f0f0 50%, #ffc107 50%);\\n}\\n\\n.bk-root div.bk.loader.spin.info-light::after {\\n  background: linear-gradient(135deg, #f0f0f0 50%, transparent 50%), linear-gradient(45deg, #f0f0f0 50%, #17a2b8 50%);\\n}\\n\\n.bk-root div.bk.loader.spin.light-light::after {\\n  background: linear-gradient(135deg, #f0f0f0 50%, transparent 50%), linear-gradient(45deg, #f0f0f0 50%, #f8f9fa 50%);\\n}\\n\\n.bk-root div.bk.loader.dark-light::after {\\n  background: linear-gradient(135deg, #f0f0f0 50%, transparent 50%), linear-gradient(45deg, #f0f0f0 50%, #343a40 50%);\\n}\\n\\n.bk-root div.bk.loader.spin.primary-dark::after {\\n  background: linear-gradient(135deg, #0f0f0f 50%, transparent 50%), linear-gradient(45deg, #0f0f0f 50%, #007bff 50%);\\n}\\n\\n.bk-root div.bk.loader.spin.secondary-dark::after {\\n  background: linear-gradient(135deg, #0f0f0f 50%, transparent 50%), linear-gradient(45deg, #0f0f0f 50%, #6c757d 50%);\\n}\\n\\n.bk-root div.bk.loader.spin.success-dark::after {\\n  background: linear-gradient(135deg, #0f0f0f 50%, transparent 50%), linear-gradient(45deg, #0f0f0f 50%, #28a745 50%);\\n}\\n\\n.bk-root div.bk.loader.spin.danger-dark::after {\\n  background: linear-gradient(135deg, #0f0f0f 50%, transparent 50%), linear-gradient(45deg, #0f0f0f 50%, #dc3545 50%)\\n}\\n\\n.bk-root div.bk.loader.spin.warning-dark::after {\\n  background: linear-gradient(135deg, #0f0f0f 50%, transparent 50%), linear-gradient(45deg, #0f0f0f 50%, #ffc107 50%);\\n}\\n\\n.bk-root div.bk.loader.spin.info-dark::after {\\n  background: linear-gradient(135deg, #0f0f0f 50%, transparent 50%), linear-gradient(45deg, #0f0f0f 50%, #17a2b8 50%);\\n}\\n\\n.bk-root div.bk.loader.spin.light-dark::after {\\n  background: linear-gradient(135deg, #0f0f0f 50%, transparent 50%), linear-gradient(45deg, #0f0f0f 50%, #f8f9fa 50%);\\n}\\n\\n.bk-root div.bk.loader.spin.dark-dark::after {\\n  background: linear-gradient(135deg, #0f0f0f 50%, transparent 50%), linear-gradient(45deg, #0f0f0f 50%, #343a40 50%);\\n}\\n\\n/* Safari */\\n@-webkit-keyframes spin {\\n  0% { -webkit-transform: rotate(0deg); }\\n  100% { -webkit-transform: rotate(360deg); }\\n}\\n\\n@keyframes spin {\\n  0% { transform: rotate(0deg); }\\n  100% { transform: rotate(360deg); }\\n}\\n\\n.dot div {\\n  height: 100%;\\n  width: 100%;\\n  border: 1px solid #000 !important;\\n  background-color: #fff;\\n  border-radius: 50%;\\n  display: inline-block;\\n}\\n\\n.dot-filled div {\\n  height: 100%;\\n  width: 100%;\\n  border: 1px solid #000 !important;\\n  border-radius: 50%;\\n  display: inline-block;\\n}\\n\\n.dot-filled.primary div {\\n  background-color: #007bff;\\n}\\n\\n.dot-filled.secondary div {\\n  background-color: #6c757d;\\n}\\n\\n.dot-filled.success div {\\n  background-color: #28a745;\\n}\\n\\n.dot-filled.danger div {\\n  background-color: #dc3545;\\n}\\n\\n.dot-filled.warning div {\\n  background-color: #ffc107;\\n}\\n\\n.dot-filled.info div {\\n  background-color: #17a2b8;\\n}\\n\\n.dot-filled.dark div {\\n  background-color: #343a40;\\n}\\n\\n.dot-filled.light div {\\n  background-color: #f8f9fa;\\n}\\n\\n/* Slider editor */\\n.slider-edit .bk-input-group .bk-input {\\n  border: 0;\\n  border-radius: 0;\\n  min-height: 0;\\n  padding-left: 0;\\n  padding-right: 0;\\n  font-weight: bold;\\n}\\n\\n.slider-edit .bk-input-group .bk-spin-wrapper {\\n  display: contents;\\n}\\n\\n.slider-edit .bk-input-group .bk-spin-wrapper .bk.bk-spin-btn-up {\\n  top: -6px;\\n}\\n\\n.slider-edit .bk-input-group .bk-spin-wrapper .bk.bk-spin-btn-down {\\n  bottom: 3px;\\n}\\n\\n/* JSON Pane */\\n.bk-root .json-formatter-row .json-formatter-string, .bk-root .json-formatter-row .json-formatter-stringifiable {\\n  white-space: pre-wrap;\\n}\\n\\n.ql-bubble .ql-editor {\\n  border: 1px solid #ccc;\\n}\\n\");\n    },    function(Bokeh) {\n      inject_raw_css(\"table.panel-df {\\n    margin-left: auto;\\n    margin-right: auto;\\n    border: none;\\n    border-collapse: collapse;\\n    border-spacing: 0;\\n    color: black;\\n    font-size: 12px;\\n    table-layout: fixed;\\n    width: 100%;\\n}\\n\\n.panel-df tr, .panel-df th, .panel-df td {\\n    text-align: right;\\n    vertical-align: middle;\\n    padding: 0.5em 0.5em !important;\\n    line-height: normal;\\n    white-space: normal;\\n    max-width: none;\\n    border: none;\\n}\\n\\n.panel-df tbody {\\n    display: table-row-group;\\n    vertical-align: middle;\\n    border-color: inherit;\\n}\\n\\n.panel-df tbody tr:nth-child(odd) {\\n    background: #f5f5f5;\\n}\\n\\n.panel-df thead {\\n    border-bottom: 1px solid black;\\n    vertical-align: bottom;\\n}\\n\\n.panel-df tr:hover {\\n    background: lightblue !important;\\n    cursor: pointer;\\n}\\n\");\n    },    function(Bokeh) {\n      inject_raw_css(\".bk.card {\\n  border: 1px solid rgba(0,0,0,.125);\\n  border-radius: 0.25rem;\\n}\\n.bk.accordion {\\n  border: 1px solid rgba(0,0,0,.125);\\n}\\n.bk.card-header {\\n  align-items: center;\\n  background-color: rgba(0, 0, 0, 0.03);\\n  border-radius: 0.25rem;\\n  display: inline-flex;\\n  justify-content: start;\\n  width: 100%;\\n}\\n.bk.accordion-header {\\n  align-items: center;\\n  background-color: rgba(0, 0, 0, 0.03);\\n  border-radius: 0;\\n  display: flex;\\n  justify-content: start;\\n  width: 100%;\\n}\\n.bk.card-button {\\n  background-color: transparent;\\n  margin-left: 0.5em;\\n}\\n.bk.card-header-row {\\n  position: relative !important;\\n}\\n.bk.card-title {\\n  align-items: center;\\n  font-size: 1.4em;\\n  font-weight: bold;\\n  overflow-wrap: break-word;\\n}\\n.bk.card-header-row > .bk {\\n  overflow-wrap: break-word;\\n  text-align: center;\\n}\\n\");\n    },    function(Bokeh) {\n      inject_raw_css(\".bk.pn-loading {\\n  overflow: hidden;\\n}\\n.bk.pn-loading:before {\\n  position: absolute;\\n  height: 100%;\\n  width: 100%;\\n  content: '';\\n  z-index: 1000;\\n  background-color: rgb(255,255,255,0.50);\\n  border-color: lightgray;\\n  background-repeat: no-repeat;\\n  background-position: center;\\n  background-size: auto 50%;\\n  border-width: 1px;\\n  cursor: progress;\\n}\\n.bk.pn-loading.arcs:hover:before {\\n  cursor: progress;\\n}\\n.bk.pn-loading .pn-loading-msg {\\n  position: absolute;\\n  top: 72%;\\n  font-size: 2em;\\n  color: black;\\n  width: 100%;\\n  text-align: center;\\n}\\n\");\n    },    function(Bokeh) {\n      inject_raw_css(\".codehilite .hll { background-color: #ffffcc }\\n.codehilite  { background: #f8f8f8; }\\n.codehilite .c { color: #408080; font-style: italic } /* Comment */\\n.codehilite .err { border: 1px solid #FF0000 } /* Error */\\n.codehilite .k { color: #008000; font-weight: bold } /* Keyword */\\n.codehilite .o { color: #666666 } /* Operator */\\n.codehilite .ch { color: #408080; font-style: italic } /* Comment.Hashbang */\\n.codehilite .cm { color: #408080; font-style: italic } /* Comment.Multiline */\\n.codehilite .cp { color: #BC7A00 } /* Comment.Preproc */\\n.codehilite .cpf { color: #408080; font-style: italic } /* Comment.PreprocFile */\\n.codehilite .c1 { color: #408080; font-style: italic } /* Comment.Single */\\n.codehilite .cs { color: #408080; font-style: italic } /* Comment.Special */\\n.codehilite .gd { color: #A00000 } /* 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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      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s={};for(const[o,t]of(0,c.entries)(e))s[o]=d.Document.from_json(t);const a=[];for(const e of o){const o=(0,m._resolve_element)(e),d=(0,m._resolve_root_elements)(e);if(null!=e.docid)a.push(await(0,u.add_document_standalone)(s[e.docid],o,d,e.use_for_title));else{if(null==e.token)throw new Error(\"Error rendering Bokeh items: either 'docid' or 'token' was expected.\");{const s=(0,l._get_ws_url)(t,n);r.logger.debug(`embed: computed ws url: ${s}`);try{a.push(await(0,l.add_document_from_session)(s,e.token,o,d,e.use_for_title)),console.log(\"Bokeh items were rendered successfully\")}catch(e){console.log(\"Error rendering Bokeh items:\",e)}}}}return a}s(\"embed_items_notebook\",g.embed_items_notebook),s(\"kernels\",g.kernels),s(\"BOKEH_ROOT\",e(398).BOKEH_ROOT),t.embed_item=async function(e,o){const t={},n=(0,_.uuid4)();t[n]=e.doc,null==o&&(o=e.target_id);const s=document.getElementById(o);null!=s&&s.classList.add(m.BOKEH_ROOT);const d={roots:{[e.root_id]:o},root_ids:[e.root_id],docid:n};await(0,a.defer)();const[r]=await w(t,[d]);return r},t.embed_items=async function(e,o,t,n){return await(0,a.defer)(),w(e,o,t,n)}},\n      function _(t,_,o,r,n){r();const a=t(1);(0,a.__exportStar)(t(6),o),(0,a.__exportStar)(t(35),o)},\n      function _(e,t,s,o,n){o();const i=e(1),r=e(7),l=e(3),_=e(19),a=e(251),c=e(14),d=e(30),h=e(15),f=e(17),u=e(31),m=e(29),g=e(9),v=e(13),p=(0,i.__importStar)(e(77)),w=e(26),b=e(8),y=e(309),k=e(75),M=e(53),j=e(396),z=e(35);class S{constructor(e){this.document=e,this.session=null,this.subscribed_models=new Set}send_event(e){const t=new z.MessageSentEvent(this.document,\"bokeh_event\",e.to_json());this.document._trigger_on_change(t)}trigger(e){for(const t of this.subscribed_models)null!=e.origin&&e.origin!=t||t._process_event(e)}}s.EventManager=S,S.__name__=\"EventManager\",s.documents=[],s.DEFAULT_TITLE=\"Bokeh Application\";class E{constructor(e){var t;s.documents.push(this),this._init_timestamp=Date.now(),this._resolver=null!==(t=null==e?void 0:e.resolver)&&void 0!==t?t:new r.ModelResolver,this._title=s.DEFAULT_TITLE,this._roots=[],this._all_models=new Map,this._all_models_freeze_count=0,this._callbacks=new Map,this._message_callbacks=new Map,this.event_manager=new S(this),this.idle=new h.Signal0(this,\"idle\"),this._idle_roots=new WeakMap,this._interactive_timestamp=null,this._interactive_plot=null}get layoutables(){return this._roots.filter((e=>e instanceof y.LayoutDOM))}get is_idle(){for(const e of this.layoutables)if(!this._idle_roots.has(e))return!1;return!0}notify_idle(e){this._idle_roots.set(e,!0),this.is_idle&&(_.logger.info(`document idle at ${Date.now()-this._init_timestamp} ms`),this.event_manager.send_event(new a.DocumentReady),this.idle.emit())}clear(){this._push_all_models_freeze();try{for(;this._roots.length>0;)this.remove_root(this._roots[0])}finally{this._pop_all_models_freeze()}}interactive_start(e,t=null){null==this._interactive_plot&&(this._interactive_plot=e,this._interactive_plot.trigger_event(new a.LODStart)),this._interactive_finalize=t,this._interactive_timestamp=Date.now()}interactive_stop(){null!=this._interactive_plot&&(this._interactive_plot.trigger_event(new a.LODEnd),null!=this._interactive_finalize&&this._interactive_finalize()),this._interactive_plot=null,this._interactive_timestamp=null,this._interactive_finalize=null}interactive_duration(){return null==this._interactive_timestamp?-1:Date.now()-this._interactive_timestamp}destructively_move(e){if(e===this)throw new Error(\"Attempted to overwrite a document with itself\");e.clear();const t=(0,g.copy)(this._roots);this.clear();for(const e of t)if(null!=e.document)throw new Error(`Somehow we didn't detach ${e}`);if(0!=this._all_models.size)throw new Error(`this._all_models still had stuff in it: ${this._all_models}`);for(const s of t)e.add_root(s);e.set_title(this._title)}_push_all_models_freeze(){this._all_models_freeze_count+=1}_pop_all_models_freeze(){this._all_models_freeze_count-=1,0===this._all_models_freeze_count&&this._recompute_all_models()}_invalidate_all_models(){_.logger.debug(\"invalidating document models\"),0===this._all_models_freeze_count&&this._recompute_all_models()}_recompute_all_models(){let e=new Set;for(const t of this._roots)e=p.union(e,t.references());const t=new Set(this._all_models.values()),s=p.difference(t,e),o=p.difference(e,t),n=new Map;for(const t of e)n.set(t.id,t);for(const e of s)e.detach_document();for(const e of o)e.attach_document(this);this._all_models=n}roots(){return this._roots}add_root(e,t){if(_.logger.debug(`Adding root: ${e}`),!(0,g.includes)(this._roots,e)){this._push_all_models_freeze();try{this._roots.push(e)}finally{this._pop_all_models_freeze()}this._trigger_on_change(new z.RootAddedEvent(this,e,t))}}remove_root(e,t){const s=this._roots.indexOf(e);if(!(s<0)){this._push_all_models_freeze();try{this._roots.splice(s,1)}finally{this._pop_all_models_freeze()}this._trigger_on_change(new z.RootRemovedEvent(this,e,t))}}title(){return this._title}set_title(e,t){e!==this._title&&(this._title=e,this._trigger_on_change(new z.TitleChangedEvent(this,e,t)))}get_model_by_id(e){var t;return null!==(t=this._all_models.get(e))&&void 0!==t?t:null}get_model_by_name(e){const t=[];for(const s of this._all_models.values())s instanceof M.Model&&s.name==e&&t.push(s);switch(t.length){case 0:return null;case 1:return t[0];default:throw new Error(`Multiple models are named '${e}'`)}}on_message(e,t){const s=this._message_callbacks.get(e);null==s?this._message_callbacks.set(e,new Set([t])):s.add(t)}remove_on_message(e,t){var s;null===(s=this._message_callbacks.get(e))||void 0===s||s.delete(t)}_trigger_on_message(e,t){const s=this._message_callbacks.get(e);if(null!=s)for(const e of s)e(t)}on_change(e,t=!1){this._callbacks.has(e)||this._callbacks.set(e,t)}remove_on_change(e){this._callbacks.delete(e)}_trigger_on_change(e){for(const[t,s]of this._callbacks)if(!s&&e instanceof z.DocumentEventBatch)for(const s of e.events)t(s);else t(e)}_notify_change(e,t,s,o,n){this._trigger_on_change(new z.ModelChangedEvent(this,e,t,s,o,null==n?void 0:n.setter_id,null==n?void 0:n.hint))}static _instantiate_object(e,t,s,o){const n=Object.assign(Object.assign({},s),{id:e,__deferred__:!0});return new(o.get(t))(n)}static _instantiate_references_json(e,t,s){var o;const n=new Map;for(const i of e){const e=i.id,r=i.type,l=null!==(o=i.attributes)&&void 0!==o?o:{};let _=t.get(e);null==_&&(_=E._instantiate_object(e,r,l,s),null!=i.subtype&&_.set_subtype(i.subtype)),n.set(_.id,_)}return n}static _resolve_refs(e,t,s,o){function n(e){var i;if((0,f.is_ref)(e)){const o=null!==(i=t.get(e.id))&&void 0!==i?i:s.get(e.id);if(null!=o)return o;throw new Error(`reference ${JSON.stringify(e)} isn't known (not in Document?)`)}if((0,u.is_NDArray_ref)(e)){const{buffer:t,dtype:s,shape:n}=(0,u.decode_NDArray)(e,o);return(0,m.ndarray)(t,{dtype:s,shape:n})}return(0,b.isArray)(e)?function(e){const t=[];for(const s of e)t.push(n(s));return t}(e):(0,b.isPlainObject)(e)?function(e){const t={};for(const[s,o]of(0,v.entries)(e))t[s]=n(o);return t}(e):e}return n(e)}static _initialize_references_json(e,t,s,o){const n=new Map;for(const{id:i,attributes:r}of e){const e=!t.has(i),l=e?s.get(i):t.get(i),_=E._resolve_refs(r,t,s,o);l.setv(_,{silent:!0}),n.set(i,{instance:l,is_new:e})}const i=[],r=new Set;function l(e){if(e instanceof c.HasProps){if(n.has(e.id)&&!r.has(e.id)){r.add(e.id);const{instance:t,is_new:s}=n.get(e.id),{attributes:o}=t;for(const e of(0,v.values)(o))l(e);s&&(t.finalize(),i.push(t))}}else if((0,b.isArray)(e))for(const t of e)l(t);else if((0,b.isPlainObject)(e))for(const t of(0,v.values)(e))l(t)}for(const e of n.values())l(e.instance);for(const e of i)e.connect_signals()}static _event_for_attribute_change(e,t,s,o,n){if(o.get_model_by_id(e.id).property(t).syncable){const i={kind:\"ModelChanged\",model:{id:e.id},attr:t,new:s};return c.HasProps._json_record_references(o,s,n,{recursive:!0}),i}return null}static _events_to_sync_objects(e,t,s,o){const n=Object.keys(e.attributes),i=Object.keys(t.attributes),r=(0,g.difference)(n,i),l=(0,g.difference)(i,n),a=(0,g.intersection)(n,i),c=[];for(const e of r)_.logger.warn(`Server sent key ${e} but we don't seem to have it in our JSON`);for(const n of l){const i=t.attributes[n];c.push(E._event_for_attribute_change(e,n,i,s,o))}for(const n of a){const i=e.attributes[n],r=t.attributes[n];null==i&&null==r||(null==i||null==r?c.push(E._event_for_attribute_change(e,n,r,s,o)):\"data\"==n||(0,w.is_equal)(i,r)||c.push(E._event_for_attribute_change(e,n,r,s,o)))}return c.filter((e=>null!=e))}static _compute_patch_since_json(e,t){const s=t.to_json(!1);function o(e){const t=new Map;for(const s of e.roots.references)t.set(s.id,s);return t}const n=o(e),i=new Map,r=[];for(const t of e.roots.root_ids)i.set(t,n.get(t)),r.push(t);const l=o(s),_=new Map,a=[];for(const e of s.roots.root_ids)_.set(e,l.get(e)),a.push(e);if(r.sort(),a.sort(),(0,g.difference)(r,a).length>0||(0,g.difference)(a,r).length>0)throw new Error(\"Not implemented: computing add/remove of document roots\");const c=new Set;let h=[];for(const e of t._all_models.keys())if(n.has(e)){const s=E._events_to_sync_objects(n.get(e),l.get(e),t,c);h=h.concat(s)}const f=new d.Serializer({include_defaults:!1});return f.to_serializable([...c]),{references:[...f.definitions],events:h}}to_json_string(e=!0){return JSON.stringify(this.to_json(e))}to_json(e=!0){const t=new d.Serializer({include_defaults:e}),s=t.to_serializable(this._roots);return{version:l.version,title:this._title,roots:{root_ids:s.map((e=>e.id)),references:[...t.definitions]}}}static from_json_string(e){const t=JSON.parse(e);return E.from_json(t)}static from_json(e){_.logger.debug(\"Creating Document from JSON\");const t=e.version,s=-1!==t.indexOf(\"+\")||-1!==t.indexOf(\"-\"),o=`Library versions: JS (${l.version}) / Python (${t})`;s||l.version.replace(/-(dev|rc)\\./,\"$1\")==t?_.logger.debug(o):(_.logger.warn(\"JS/Python version mismatch\"),_.logger.warn(o));const n=new r.ModelResolver;null!=e.defs&&(0,j.resolve_defs)(e.defs,n);const i=e.roots,a=i.root_ids,c=i.references,d=E._instantiate_references_json(c,new Map,n);E._initialize_references_json(c,new Map,d,new Map);const h=new E({resolver:n});h._push_all_models_freeze();for(const e of a){const t=d.get(e);null!=t&&h.add_root(t)}return h._pop_all_models_freeze(),h.set_title(e.title),h}replace_with_json(e){E.from_json(e).destructively_move(this)}create_json_patch_string(e){return JSON.stringify(this.create_json_patch(e))}create_json_patch(e){for(const t of e)if(t.document!=this)throw new Error(\"Cannot create a patch using events from a different document\");const t=new d.Serializer,s=t.to_serializable(e);for(const e of this._all_models.values())t.remove_def(e);return{events:s,references:[...t.definitions]}}apply_json_patch(e,t=new Map,s){const o=e.references,n=e.events,i=E._instantiate_references_json(o,this._all_models,this._resolver);t instanceof Map||(t=new Map(t));for(const e of n)switch(e.kind){case\"RootAdded\":case\"RootRemoved\":case\"ModelChanged\":{const t=e.model.id,s=this._all_models.get(t);if(null!=s)i.set(t,s);else if(!i.has(t))throw _.logger.warn(`Got an event for unknown model ${e.model}\"`),new Error(\"event model wasn't known\");break}}const r=new Map(this._all_models),l=new Map;for(const[e,t]of i)r.has(e)||l.set(e,t);E._initialize_references_json(o,r,l,t);for(const e of n)switch(e.kind){case\"MessageSent\":{const{msg_type:s,msg_data:o}=e;let n;if(void 0===o){if(1!=t.size)throw new Error(\"expected exactly one buffer\");{const[[,e]]=t;n=e}}else n=E._resolve_refs(o,r,l,t);this._trigger_on_message(s,n);break}case\"ModelChanged\":{const o=e.model.id,n=this._all_models.get(o);if(null==n)throw new Error(`Cannot apply patch to ${o} which is not in the document`);const i=e.attr,_=E._resolve_refs(e.new,r,l,t);n.setv({[i]:_},{setter_id:s});break}case\"ColumnDataChanged\":{const o=e.column_source.id,n=this._all_models.get(o);if(null==n)throw new Error(`Cannot stream to ${o} which is not in the document`);const i=E._resolve_refs(e.new,new Map,new Map,t);if(null!=e.cols)for(const e in n.data)e in i||(i[e]=n.data[e]);n.setv({data:i},{setter_id:s,check_eq:!1});break}case\"ColumnsStreamed\":{const t=e.column_source.id,o=this._all_models.get(t);if(null==o)throw new Error(`Cannot stream to ${t} which is not in the document`);if(!(o instanceof k.ColumnDataSource))throw new Error(\"Cannot stream to non-ColumnDataSource\");const n=e.data,i=e.rollover;o.stream(n,i,s);break}case\"ColumnsPatched\":{const t=e.column_source.id,o=this._all_models.get(t);if(null==o)throw new Error(`Cannot patch ${t} which is not in the document`);if(!(o instanceof k.ColumnDataSource))throw new Error(\"Cannot patch non-ColumnDataSource\");const n=e.patches;o.patch(n,s);break}case\"RootAdded\":{const t=e.model.id,o=i.get(t);this.add_root(o,s);break}case\"RootRemoved\":{const t=e.model.id,o=i.get(t);this.remove_root(o,s);break}case\"TitleChanged\":this.set_title(e.title,s);break;default:throw new Error(`Unknown patch event ${JSON.stringify(e)}`)}}}s.Document=E,E.__name__=\"Document\"},\n      function _(e,o,s,r,t){r();const l=e(1),i=e(8),d=e(13),n=e(14);s.overrides={};const a=new Map;s.Models=e=>{const o=s.Models.get(e);if(null!=o)return o;throw new Error(`Model '${e}' does not exist. This could be due to a widget or a custom model not being registered before first usage.`)},s.Models.get=e=>{var o;return null!==(o=s.overrides[e])&&void 0!==o?o:a.get(e)},s.Models.register=(e,o)=>{s.overrides[e]=o},s.Models.unregister=e=>{delete s.overrides[e]},s.Models.register_models=(e,o=!1,s)=>{var r;if(null!=e)for(const t of(0,i.isArray)(e)?e:(0,d.values)(e))if(r=t,(0,i.isObject)(r)&&r.prototype instanceof n.HasProps){const e=t.__qualified__;o||!a.has(e)?a.set(e,t):null!=s?s(e):console.warn(`Model '${e}' was already registered`)}},s.register_models=s.Models.register_models,s.Models.registered_names=()=>[...a.keys()];class _{constructor(){this._known_models=new Map}get(e,o){var r;const t=null!==(r=s.Models.get(e))&&void 0!==r?r:this._known_models.get(e);if(null!=t)return t;if(void 0!==o)return o;throw new Error(`Model '${e}' does not exist. This could be due to a widget or a custom model not being registered before first usage.`)}register(e){const o=e.__qualified__;null==this.get(o,null)?this._known_models.set(o,e):console.warn(`Model '${o}' was already registered with this resolver`)}}s.ModelResolver=_,_.__name__=\"ModelResolver\";const g=(0,l.__importStar)(e(38));(0,s.register_models)(g);const u=(0,l.__importStar)(e(392));(0,s.register_models)(u)},\n      function _(n,t,r,e,i){e();\n      //     (c) 2009-2015 Jeremy Ashkenas, DocumentCloud and Investigative Reporters & Editors\n      //     Underscore may be freely distributed under the MIT license.\n      const o=n(9),u=Object.prototype.toString;function c(n){return!0===n||!1===n||\"[object Boolean]\"===u.call(n)}function f(n){return\"[object Number]\"===u.call(n)}function l(n){return\"[object String]\"===u.call(n)}function s(n){return\"symbol\"==typeof n}function a(n){const t=typeof n;return\"function\"===t||\"object\"===t&&!!n}function b(n){return a(n)&&void 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null==t&&(this._count=t=this._get_count()),t}_get_count(){const{_array:t,_nwords:s,size:r}=this;let e=0;for(let i=0,n=0;n<s;n++){const s=t[n];if(0==s)i+=32;else for(let t=0;t<32&&i<r;t++,i++)s>>>t&1&&(e+=1)}return e}*ones(){const{_array:t,_nwords:s,size:r}=this;for(let e=0,i=0;i<s;i++){const s=t[i];if(0!=s)for(let t=0;t<32&&e<r;t++,e++)s>>>t&1&&(yield e);else e+=32}}*zeros(){const{_array:t,_nwords:s,size:r}=this;for(let e=0,i=0;i<s;i++){const s=t[i];if(4294967295!=s)for(let t=0;t<32&&e<r;t++,e++)s>>>t&1||(yield e);else e+=32}}_check_size(t){(0,a.assert)(this.size==t.size,\"Size mismatch\")}add(t){this._check_size(t);for(let s=0;s<this._nwords;s++)this._array[s]|=t._array[s]}intersect(t){this._check_size(t);for(let s=0;s<this._nwords;s++)this._array[s]&=t._array[s]}subtract(t){this._check_size(t);for(let s=0;s<this._nwords;s++){const r=this._array[s],e=t._array[s];this._array[s]=(r^e)&r}}union(t){this._check_size(t);const s=this.clone();for(let 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u{constructor(t=1e-4){super(),this.tolerance=t}numbers(t,e){return super.numbers(t,e)||l(t-e)<this.tolerance}}function f(t,e){return(new u).eq(t,e)}r.SimilarComparator=b,b.__name__=\"SimilarComparator\",r.is_equal=f,r.is_similar=function(t,e,r){return new b(r).eq(t,e)},r.isEqual=f},\n      function _(n,i,e,t,r){t(),e.is_windows=navigator.appVersion.includes(\"Windows\"),e.is_ie=(()=>{const n=navigator.userAgent;return n.includes(\"MSIE\")||n.includes(\"Trident\")||n.includes(\"Edge\")})(),e.is_mobile=\"undefined\"!=typeof window&&(\"ontouchstart\"in window||navigator.maxTouchPoints>0),e.is_little_endian=(()=>{const n=new ArrayBuffer(4),i=new Uint8Array(n);new Uint32Array(n)[1]=168496141;let e=!0;return 10==i[4]&&11==i[5]&&12==i[6]&&13==i[7]&&(e=!1),e})(),e.BYTE_ORDER=e.is_little_endian?\"little\":\"big\",e.to_big_endian=function(n){if(e.is_little_endian){const i=new Uint32Array(n.length),e=new DataView(i.buffer);let t=0;for(const i of n)e.setUint32(t,i),t+=4;return i}return n}},\n      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n=e(1),l=e(46);c(\"Line\",l.Line),c(\"LineScalar\",l.LineScalar),c(\"LineVector\",l.LineVector);const i=e(49);c(\"Fill\",i.Fill),c(\"FillScalar\",i.FillScalar),c(\"FillVector\",i.FillVector);const s=e(50);c(\"Text\",s.Text),c(\"TextScalar\",s.TextScalar),c(\"TextVector\",s.TextVector);const o=e(51);c(\"Hatch\",o.Hatch),c(\"HatchScalar\",o.HatchScalar),c(\"HatchVector\",o.HatchVector);const u=(0,n.__importStar)(e(48)),V=e(47);c(\"VisualProperties\",V.VisualProperties),c(\"VisualUniforms\",V.VisualUniforms);class h{constructor(e){this._visuals=[];for(const[t,r]of e.model._mixins){const a=(()=>{switch(r){case u.Line:return new l.Line(e,t);case u.LineScalar:return new l.LineScalar(e,t);case u.LineVector:return new l.LineVector(e,t);case u.Fill:return new i.Fill(e,t);case u.FillScalar:return new i.FillScalar(e,t);case u.FillVector:return new i.FillVector(e,t);case u.Text:return new s.Text(e,t);case u.TextScalar:return new s.TextScalar(e,t);case u.TextVector:return new s.TextVector(e,t);case u.Hatch:return new o.Hatch(e,t);case u.HatchScalar:return new o.HatchScalar(e,t);case u.HatchVector:return new o.HatchVector(e,t);default:throw new Error(\"unknown visual\")}})();a instanceof V.VisualProperties&&a.update(),this._visuals.push(a),Object.defineProperty(this,t+a.type,{get:()=>a,configurable:!1,enumerable:!0})}}*[Symbol.iterator](){yield*this._visuals}}r.Visuals=h,h.__name__=\"Visuals\"},\n      function _(e,t,i,l,s){l();const a=e(1),n=e(47),h=(0,a.__importStar)(e(48)),o=e(22),_=e(8);function r(e){if((0,_.isArray)(e))return e;switch(e){case\"solid\":return[];case\"dashed\":return[6];case\"dotted\":return[2,4];case\"dotdash\":return[2,4,6,4];case\"dashdot\":return[6,4,2,4];default:return e.split(\" \").map(Number).filter(_.isInteger)}}i.resolve_line_dash=r;class u extends n.VisualProperties{get doit(){const e=this.line_color.get_value(),t=this.line_alpha.get_value(),i=this.line_width.get_value();return!(null==e||0==t||0==i)}apply(e){const{doit:t}=this;return t&&(this.set_value(e),e.stroke()),t}values(){return{color:this.line_color.get_value(),alpha:this.line_alpha.get_value(),width:this.line_width.get_value(),join:this.line_join.get_value(),cap:this.line_cap.get_value(),dash:this.line_dash.get_value(),offset:this.line_dash_offset.get_value()}}set_value(e){const t=this.line_color.get_value(),i=this.line_alpha.get_value();e.strokeStyle=(0,o.color2css)(t,i),e.lineWidth=this.line_width.get_value(),e.lineJoin=this.line_join.get_value(),e.lineCap=this.line_cap.get_value(),e.lineDash=r(this.line_dash.get_value()),e.lineDashOffset=this.line_dash_offset.get_value()}}i.Line=u,u.__name__=\"Line\";class c extends n.VisualUniforms{get doit(){const e=this.line_color.value,t=this.line_alpha.value,i=this.line_width.value;return!(0==e||0==t||0==i)}apply(e){const{doit:t}=this;return t&&(this.set_value(e),e.stroke()),t}values(){return{color:this.line_color.value,alpha:this.line_alpha.value,width:this.line_width.value,join:this.line_join.value,cap:this.line_cap.value,dash:this.line_dash.value,offset:this.line_dash_offset.value}}set_value(e){const t=this.line_color.value,i=this.line_alpha.value;e.strokeStyle=(0,o.color2css)(t,i),e.lineWidth=this.line_width.value,e.lineJoin=this.line_join.value,e.lineCap=this.line_cap.value,e.lineDash=r(this.line_dash.value),e.lineDashOffset=this.line_dash_offset.value}}i.LineScalar=c,c.__name__=\"LineScalar\";class d extends n.VisualUniforms{get doit(){const{line_color:e}=this;if(e.is_Scalar()&&0==e.value)return!1;const{line_alpha:t}=this;if(t.is_Scalar()&&0==t.value)return!1;const{line_width:i}=this;return!i.is_Scalar()||0!=i.value}apply(e,t){const{doit:i}=this;return i&&(this.set_vectorize(e,t),e.stroke()),i}values(e){return{color:this.line_color.get(e),alpha:this.line_alpha.get(e),width:this.line_width.get(e),join:this.line_join.get(e),cap:this.line_cap.get(e),dash:this.line_dash.get(e),offset:this.line_dash_offset.get(e)}}set_vectorize(e,t){const i=this.line_color.get(t),l=this.line_alpha.get(t),s=this.line_width.get(t),a=this.line_join.get(t),n=this.line_cap.get(t),h=this.line_dash.get(t),_=this.line_dash_offset.get(t);e.strokeStyle=(0,o.color2css)(i,l),e.lineWidth=s,e.lineJoin=a,e.lineCap=n,e.lineDash=r(h),e.lineDashOffset=_}}i.LineVector=d,d.__name__=\"LineVector\",u.prototype.type=\"line\",u.prototype.attrs=Object.keys(h.Line),c.prototype.type=\"line\",c.prototype.attrs=Object.keys(h.LineScalar),d.prototype.type=\"line\",d.prototype.attrs=Object.keys(h.LineVector)},\n      function _(t,s,o,i,r){i();class e{constructor(t,s=\"\"){this.obj=t,this.prefix=s;const o=this;this._props=[];for(const i of this.attrs){const r=t.model.properties[s+i];r.change.connect((()=>this.update())),o[i]=r,this._props.push(r)}}*[Symbol.iterator](){yield*this._props}update(){}}o.VisualProperties=e,e.__name__=\"VisualProperties\";class p{constructor(t,s=\"\"){this.obj=t,this.prefix=s;for(const o of this.attrs)Object.defineProperty(this,o,{get:()=>t[s+o]})}*[Symbol.iterator](){for(const t of this.attrs)yield this.obj.model.properties[this.prefix+t]}update(){}}o.VisualUniforms=p,p.__name__=\"VisualUniforms\"},\n      function _(e,l,t,a,c){a();const r=e(1),o=(0,r.__importStar)(e(18)),n=e(20),i=(0,r.__importStar)(e(21)),_=e(13);t.Line={line_color:[i.Nullable(i.Color),\"black\"],line_alpha:[i.Alpha,1],line_width:[i.Number,1],line_join:[n.LineJoin,\"bevel\"],line_cap:[n.LineCap,\"butt\"],line_dash:[i.Or(n.LineDash,i.Array(i.Number)),[]],line_dash_offset:[i.Number,0]},t.Fill={fill_color:[i.Nullable(i.Color),\"gray\"],fill_alpha:[i.Alpha,1]},t.Hatch={hatch_color:[i.Nullable(i.Color),\"black\"],hatch_alpha:[i.Alpha,1],hatch_scale:[i.Number,12],hatch_pattern:[i.Nullable(i.Or(n.HatchPatternType,i.String)),null],hatch_weight:[i.Number,1],hatch_extra:[i.Dict(i.AnyRef()),{}]},t.Text={text_color:[i.Nullable(i.Color),\"#444444\"],text_alpha:[i.Alpha,1],text_font:[o.Font,\"helvetica\"],text_font_size:[i.FontSize,\"16px\"],text_font_style:[n.FontStyle,\"normal\"],text_align:[n.TextAlign,\"left\"],text_baseline:[n.TextBaseline,\"bottom\"],text_line_height:[i.Number,1.2]},t.LineScalar={line_color:[o.ColorScalar,\"black\"],line_alpha:[o.NumberScalar,1],line_width:[o.NumberScalar,1],line_join:[o.LineJoinScalar,\"bevel\"],line_cap:[o.LineCapScalar,\"butt\"],line_dash:[o.LineDashScalar,[]],line_dash_offset:[o.NumberScalar,0]},t.FillScalar={fill_color:[o.ColorScalar,\"gray\"],fill_alpha:[o.NumberScalar,1]},t.HatchScalar={hatch_color:[o.ColorScalar,\"black\"],hatch_alpha:[o.NumberScalar,1],hatch_scale:[o.NumberScalar,12],hatch_pattern:[o.NullStringScalar,null],hatch_weight:[o.NumberScalar,1],hatch_extra:[o.AnyScalar,{}]},t.TextScalar={text_color:[o.ColorScalar,\"#444444\"],text_alpha:[o.NumberScalar,1],text_font:[o.FontScalar,\"helvetica\"],text_font_size:[o.FontSizeScalar,\"16px\"],text_font_style:[o.FontStyleScalar,\"normal\"],text_align:[o.TextAlignScalar,\"left\"],text_baseline:[o.TextBaselineScalar,\"bottom\"],text_line_height:[o.NumberScalar,1.2]},t.LineVector={line_color:[o.ColorSpec,\"black\"],line_alpha:[o.NumberSpec,1],line_width:[o.NumberSpec,1],line_join:[o.LineJoinSpec,\"bevel\"],line_cap:[o.LineCapSpec,\"butt\"],line_dash:[o.LineDashSpec,[]],line_dash_offset:[o.NumberSpec,0]},t.FillVector={fill_color:[o.ColorSpec,\"gray\"],fill_alpha:[o.NumberSpec,1]},t.HatchVector={hatch_color:[o.ColorSpec,\"black\"],hatch_alpha:[o.NumberSpec,1],hatch_scale:[o.NumberSpec,12],hatch_pattern:[o.NullStringSpec,null],hatch_weight:[o.NumberSpec,1],hatch_extra:[o.AnyScalar,{}]},t.TextVector={text_color:[o.ColorSpec,\"#444444\"],text_alpha:[o.NumberSpec,1],text_font:[o.FontSpec,\"helvetica\"],text_font_size:[o.FontSizeSpec,\"16px\"],text_font_style:[o.FontStyleSpec,\"normal\"],text_align:[o.TextAlignSpec,\"left\"],text_baseline:[o.TextBaselineSpec,\"bottom\"],text_line_height:[o.NumberSpec,1.2]},t.attrs_of=function(e,l,t,a=!1){const c={};for(const r of(0,_.keys)(t)){const t=`${l}${r}`,o=e[t];c[a?t:r]=o}return c}},\n      function _(l,t,e,i,s){i();const a=l(1),o=l(47),r=(0,a.__importStar)(l(48)),_=l(22);class c extends o.VisualProperties{get doit(){const l=this.fill_color.get_value(),t=this.fill_alpha.get_value();return!(null==l||0==t)}apply(l,t){const{doit:e}=this;return e&&(this.set_value(l),l.fill(t)),e}values(){return{color:this.fill_color.get_value(),alpha:this.fill_alpha.get_value()}}set_value(l){const t=this.fill_color.get_value(),e=this.fill_alpha.get_value();l.fillStyle=(0,_.color2css)(t,e)}}e.Fill=c,c.__name__=\"Fill\";class h extends o.VisualUniforms{get doit(){const l=this.fill_color.value,t=this.fill_alpha.value;return!(0==l||0==t)}apply(l,t){const{doit:e}=this;return e&&(this.set_value(l),l.fill(t)),e}values(){return{color:this.fill_color.value,alpha:this.fill_alpha.value}}set_value(l){const t=this.fill_color.value,e=this.fill_alpha.value;l.fillStyle=(0,_.color2css)(t,e)}}e.FillScalar=h,h.__name__=\"FillScalar\";class u extends o.VisualUniforms{get doit(){const{fill_color:l}=this;if(l.is_Scalar()&&0==l.value)return!1;const{fill_alpha:t}=this;return!t.is_Scalar()||0!=t.value}apply(l,t,e){const{doit:i}=this;return i&&(this.set_vectorize(l,t),l.fill(e)),i}values(l){return{color:this.fill_color.get(l),alpha:this.fill_alpha.get(l)}}set_vectorize(l,t){const e=this.fill_color.get(t),i=this.fill_alpha.get(t);l.fillStyle=(0,_.color2css)(e,i)}}e.FillVector=u,u.__name__=\"FillVector\",c.prototype.type=\"fill\",c.prototype.attrs=Object.keys(r.Fill),h.prototype.type=\"fill\",h.prototype.attrs=Object.keys(r.FillScalar),u.prototype.type=\"fill\",u.prototype.attrs=Object.keys(r.FillVector)},\n      function _(t,e,l,s,_){s();const i=t(1),a=t(47),o=(0,i.__importStar)(t(48)),n=t(22);class h extends a.VisualProperties{get doit(){const t=this.text_color.get_value(),e=this.text_alpha.get_value();return!(null==t||0==e)}values(){return{color:this.text_color.get_value(),alpha:this.text_alpha.get_value(),font:this.text_font.get_value(),font_size:this.text_font_size.get_value(),font_style:this.text_font_style.get_value(),align:this.text_align.get_value(),baseline:this.text_baseline.get_value(),line_height:this.text_line_height.get_value()}}set_value(t){const e=this.text_color.get_value(),l=this.text_alpha.get_value();t.fillStyle=(0,n.color2css)(e,l),t.font=this.font_value(),t.textAlign=this.text_align.get_value(),t.textBaseline=this.text_baseline.get_value()}font_value(){return`${this.text_font_style.get_value()} ${this.text_font_size.get_value()} ${this.text_font.get_value()}`}}l.Text=h,h.__name__=\"Text\";class x extends a.VisualUniforms{get doit(){const t=this.text_color.value,e=this.text_alpha.value;return!(0==t||0==e)}values(){return{color:this.text_color.value,alpha:this.text_alpha.value,font:this.text_font.value,font_size:this.text_font_size.value,font_style:this.text_font_style.value,align:this.text_align.value,baseline:this.text_baseline.value,line_height:this.text_line_height.value}}set_value(t){const e=this.text_color.value,l=this.text_alpha.value,s=this.font_value(),_=this.text_align.value,i=this.text_baseline.value;t.fillStyle=(0,n.color2css)(e,l),t.font=s,t.textAlign=_,t.textBaseline=i}font_value(){return`${this.text_font_style.value} ${this.text_font_size.value} ${this.text_font.value}`}}l.TextScalar=x,x.__name__=\"TextScalar\";class u extends a.VisualUniforms{values(t){return{color:this.text_color.get(t),alpha:this.text_alpha.get(t),font:this.text_font.get(t),font_size:this.text_font_size.get(t),font_style:this.text_font_style.get(t),align:this.text_align.get(t),baseline:this.text_baseline.get(t),line_height:this.text_line_height.get(t)}}get doit(){const{text_color:t}=this;if(t.is_Scalar()&&0==t.value)return!1;const{text_alpha:e}=this;return!e.is_Scalar()||0!=e.value}set_vectorize(t,e){const l=this.text_color.get(e),s=this.text_alpha.get(e),_=this.font_value(e),i=this.text_align.get(e),a=this.text_baseline.get(e);t.fillStyle=(0,n.color2css)(l,s),t.font=_,t.textAlign=i,t.textBaseline=a}font_value(t){return`${this.text_font_style.get(t)} ${this.text_font_size.get(t)} ${this.text_font.get(t)}`}}l.TextVector=u,u.__name__=\"TextVector\",h.prototype.type=\"text\",h.prototype.attrs=Object.keys(o.Text),x.prototype.type=\"text\",x.prototype.attrs=Object.keys(o.TextScalar),u.prototype.type=\"text\",u.prototype.attrs=Object.keys(o.TextVector)},\n      function _(t,e,a,r,i){r();const h=t(1),s=t(47),n=t(52),c=(0,h.__importStar)(t(18)),_=(0,h.__importStar)(t(48));class l extends s.VisualProperties{constructor(){super(...arguments),this._update_iteration=0}update(){if(this._update_iteration++,this._hatch_image=null,!this.doit)return;const t=this.hatch_color.get_value(),e=this.hatch_alpha.get_value(),a=this.hatch_scale.get_value(),r=this.hatch_pattern.get_value(),i=this.hatch_weight.get_value(),h=t=>{this._hatch_image=t},s=this.hatch_extra.get_value()[r];if(null!=s){const r=s.get_pattern(t,e,a,i);if(r instanceof Promise){const{_update_iteration:t}=this;r.then((e=>{this._update_iteration==t&&(h(e),this.obj.request_render())}))}else h(r)}else{const s=this.obj.canvas.create_layer(),c=(0,n.get_pattern)(s,r,t,e,a,i);h(c)}}get doit(){const t=this.hatch_color.get_value(),e=this.hatch_alpha.get_value(),a=this.hatch_pattern.get_value();return!(null==t||0==e||\" \"==a||\"blank\"==a||null==a)}apply(t,e){const{doit:a}=this;return a&&(this.set_value(t),t.layer.undo_transform((()=>t.fill(e)))),a}set_value(t){const e=this.pattern(t);t.fillStyle=null!=e?e:\"transparent\"}pattern(t){const e=this._hatch_image;return null==e?null:t.createPattern(e,this.repetition())}repetition(){const t=this.hatch_pattern.get_value(),e=this.hatch_extra.get_value()[t];if(null==e)return\"repeat\";switch(e.repetition){case\"repeat\":return\"repeat\";case\"repeat_x\":return\"repeat-x\";case\"repeat_y\":return\"repeat-y\";case\"no_repeat\":return\"no-repeat\"}}}a.Hatch=l,l.__name__=\"Hatch\";class o extends s.VisualUniforms{constructor(){super(...arguments),this._static_doit=!1,this._update_iteration=0}_compute_static_doit(){const t=this.hatch_color.value,e=this.hatch_alpha.value,a=this.hatch_pattern.value;return!(null==t||0==e||\" \"==a||\"blank\"==a||null==a)}update(){this._update_iteration++;const t=this.hatch_color.length;if(this._hatch_image=new c.UniformScalar(null,t),this._static_doit=this._compute_static_doit(),!this._static_doit)return;const e=this.hatch_color.value,a=this.hatch_alpha.value,r=this.hatch_scale.value,i=this.hatch_pattern.value,h=this.hatch_weight.value,s=e=>{this._hatch_image=new c.UniformScalar(e,t)},_=this.hatch_extra.value[i];if(null!=_){const t=_.get_pattern(e,a,r,h);if(t instanceof Promise){const{_update_iteration:e}=this;t.then((t=>{this._update_iteration==e&&(s(t),this.obj.request_render())}))}else s(t)}else{const t=this.obj.canvas.create_layer(),c=(0,n.get_pattern)(t,i,e,a,r,h);s(c)}}get doit(){return this._static_doit}apply(t,e){const{doit:a}=this;return a&&(this.set_value(t),t.layer.undo_transform((()=>t.fill(e)))),a}set_value(t){var e;t.fillStyle=null!==(e=this.pattern(t))&&void 0!==e?e:\"transparent\"}pattern(t){const e=this._hatch_image.value;return null==e?null:t.createPattern(e,this.repetition())}repetition(){const t=this.hatch_pattern.value,e=this.hatch_extra.value[t];if(null==e)return\"repeat\";switch(e.repetition){case\"repeat\":return\"repeat\";case\"repeat_x\":return\"repeat-x\";case\"repeat_y\":return\"repeat-y\";case\"no_repeat\":return\"no-repeat\"}}}a.HatchScalar=o,o.__name__=\"HatchScalar\";class u extends s.VisualUniforms{constructor(){super(...arguments),this._static_doit=!1,this._update_iteration=0}_compute_static_doit(){const{hatch_color:t}=this;if(t.is_Scalar()&&0==t.value)return!1;const{hatch_alpha:e}=this;if(e.is_Scalar()&&0==e.value)return!1;const{hatch_pattern:a}=this;if(a.is_Scalar()){const t=a.value;if(\" \"==t||\"blank\"==t||null==t)return!1}return!0}update(){this._update_iteration++;const t=this.hatch_color.length;if(this._hatch_image=new c.UniformScalar(null,t),this._static_doit=this._compute_static_doit(),!this._static_doit)return;const e=(t,e,a,r,i,h)=>{const s=this.hatch_extra.value[t];if(null!=s){const t=s.get_pattern(e,a,r,i);if(t instanceof Promise){const{_update_iteration:e}=this;t.then((t=>{this._update_iteration==e&&(h(t),this.obj.request_render())}))}else h(t)}else{const s=this.obj.canvas.create_layer(),c=(0,n.get_pattern)(s,t,e,a,r,i);h(c)}};if(this.hatch_color.is_Scalar()&&this.hatch_alpha.is_Scalar()&&this.hatch_scale.is_Scalar()&&this.hatch_pattern.is_Scalar()&&this.hatch_weight.is_Scalar()){const a=this.hatch_color.value,r=this.hatch_alpha.value,i=this.hatch_scale.value;e(this.hatch_pattern.value,a,r,i,this.hatch_weight.value,(e=>{this._hatch_image=new c.UniformScalar(e,t)}))}else{const a=new Array(t);a.fill(null),this._hatch_image=new c.UniformVector(a);for(let r=0;r<t;r++){const t=this.hatch_color.get(r),i=this.hatch_alpha.get(r),h=this.hatch_scale.get(r);e(this.hatch_pattern.get(r),t,i,h,this.hatch_weight.get(r),(t=>{a[r]=t}))}}}get doit(){return this._static_doit}apply(t,e,a){const{doit:r}=this;return r&&(this.set_vectorize(t,e),t.layer.undo_transform((()=>t.fill(a)))),r}set_vectorize(t,e){var a;t.fillStyle=null!==(a=this.pattern(t,e))&&void 0!==a?a:\"transparent\"}pattern(t,e){const a=this._hatch_image.get(e);return null==a?null:t.createPattern(a,this.repetition(e))}repetition(t){const e=this.hatch_pattern.get(t),a=this.hatch_extra.value[e];if(null==a)return\"repeat\";switch(a.repetition){case\"repeat\":return\"repeat\";case\"repeat_x\":return\"repeat-x\";case\"repeat_y\":return\"repeat-y\";case\"no_repeat\":return\"no-repeat\"}}}a.HatchVector=u,u.__name__=\"HatchVector\",l.prototype.type=\"hatch\",l.prototype.attrs=Object.keys(_.Hatch),o.prototype.type=\"hatch\",o.prototype.attrs=Object.keys(_.HatchScalar),u.prototype.type=\"hatch\",u.prototype.attrs=Object.keys(_.HatchVector)},\n      function _(e,o,a,s,r){s();const i=e(22);function l(e,o,a){e.moveTo(0,a+.5),e.lineTo(o,a+.5),e.stroke()}function n(e,o,a){e.moveTo(a+.5,0),e.lineTo(a+.5,o),e.stroke()}function t(e,o){e.moveTo(0,o),e.lineTo(o,0),e.stroke(),e.moveTo(0,0),e.lineTo(o,o),e.stroke()}a.hatch_aliases={\" \":\"blank\",\".\":\"dot\",o:\"ring\",\"-\":\"horizontal_line\",\"|\":\"vertical_line\",\"+\":\"cross\",'\"':\"horizontal_dash\",\":\":\"vertical_dash\",\"@\":\"spiral\",\"/\":\"right_diagonal_line\",\"\\\\\":\"left_diagonal_line\",x:\"diagonal_cross\",\",\":\"right_diagonal_dash\",\"`\":\"left_diagonal_dash\",v:\"horizontal_wave\",\">\":\"vertical_wave\",\"*\":\"criss_cross\"},a.get_pattern=function(e,o,s,r,c,k){return e.resize(c,c),e.prepare(),function(e,o,s,r,c,k){var _;const T=c,v=T/2,h=v/2,d=(0,i.color2css)(s,r);switch(e.strokeStyle=d,e.fillStyle=d,e.lineCap=\"square\",e.lineWidth=k,null!==(_=a.hatch_aliases[o])&&void 0!==_?_:o){case\"blank\":break;case\"dot\":e.arc(v,v,v/2,0,2*Math.PI,!0),e.fill();break;case\"ring\":e.arc(v,v,v/2,0,2*Math.PI,!0),e.stroke();break;case\"horizontal_line\":l(e,T,v);break;case\"vertical_line\":n(e,T,v);break;case\"cross\":l(e,T,v),n(e,T,v);break;case\"horizontal_dash\":l(e,v,v);break;case\"vertical_dash\":n(e,v,v);break;case\"spiral\":{const o=T/30;e.moveTo(v,v);for(let a=0;a<360;a++){const s=.1*a,r=v+o*s*Math.cos(s),i=v+o*s*Math.sin(s);e.lineTo(r,i)}e.stroke();break}case\"right_diagonal_line\":e.moveTo(.5-h,T),e.lineTo(h+.5,0),e.stroke(),e.moveTo(h+.5,T),e.lineTo(3*h+.5,0),e.stroke(),e.moveTo(3*h+.5,T),e.lineTo(5*h+.5,0),e.stroke(),e.stroke();break;case\"left_diagonal_line\":e.moveTo(h+.5,T),e.lineTo(.5-h,0),e.stroke(),e.moveTo(3*h+.5,T),e.lineTo(h+.5,0),e.stroke(),e.moveTo(5*h+.5,T),e.lineTo(3*h+.5,0),e.stroke(),e.stroke();break;case\"diagonal_cross\":t(e,T);break;case\"right_diagonal_dash\":e.moveTo(h+.5,3*h+.5),e.lineTo(3*h+.5,h+.5),e.stroke();break;case\"left_diagonal_dash\":e.moveTo(h+.5,h+.5),e.lineTo(3*h+.5,3*h+.5),e.stroke();break;case\"horizontal_wave\":e.moveTo(0,h),e.lineTo(v,3*h),e.lineTo(T,h),e.stroke();break;case\"vertical_wave\":e.moveTo(h,0),e.lineTo(3*h,v),e.lineTo(h,T),e.stroke();break;case\"criss_cross\":t(e,T),l(e,T,v),n(e,T,v)}}(e.ctx,o,s,r,c,k),e.canvas}},\n      function _(e,t,s,n,c){var a;n();const i=e(14),r=e(8),l=e(13),o=e(26),_=e(19);class h extends i.HasProps{constructor(e){super(e)}get is_syncable(){return this.syncable}[o.equals](e,t){return t.eq(this.id,e.id)&&super[o.equals](e,t)}initialize(){super.initialize(),this._js_callbacks=new Map}connect_signals(){super.connect_signals(),this._update_property_callbacks(),this.connect(this.properties.js_property_callbacks.change,(()=>this._update_property_callbacks())),this.connect(this.properties.js_event_callbacks.change,(()=>this._update_event_callbacks())),this.connect(this.properties.subscribed_events.change,(()=>this._update_event_callbacks()))}_process_event(e){var t;for(const s of null!==(t=this.js_event_callbacks[e.event_name])&&void 0!==t?t:[])s.execute(e);null!=this.document&&this.subscribed_events.some((t=>t==e.event_name))&&this.document.event_manager.send_event(e)}trigger_event(e){null!=this.document&&(e.origin=this,this.document.event_manager.trigger(e))}_update_event_callbacks(){null!=this.document?this.document.event_manager.subscribed_models.add(this):_.logger.warn(\"WARNING: Document not defined for updating event callbacks\")}_update_property_callbacks(){const e=e=>{const[t,s=null]=e.split(\":\");return null!=s?this.properties[s][t]:this[t]};for(const[t,s]of this._js_callbacks){const n=e(t);for(const e of s)this.disconnect(n,e)}this._js_callbacks.clear();for(const[t,s]of(0,l.entries)(this.js_property_callbacks)){const n=s.map((e=>()=>e.execute(this)));this._js_callbacks.set(t,n);const c=e(t);for(const e of n)this.connect(c,e)}}_doc_attached(){(0,l.isEmpty)(this.js_event_callbacks)&&0==this.subscribed_events.length||this._update_event_callbacks()}_doc_detached(){this.document.event_manager.subscribed_models.delete(this)}select(e){if((0,r.isString)(e))return[...this.references()].filter((t=>t instanceof h&&t.name===e));if(e.prototype instanceof i.HasProps)return[...this.references()].filter((t=>t instanceof e));throw new Error(\"invalid selector\")}select_one(e){const t=this.select(e);switch(t.length){case 0:return null;case 1:return t[0];default:throw new Error(\"found more than one object matching given selector\")}}}s.Model=h,a=h,h.__name__=\"Model\",a.define((({Any:e,Unknown:t,Boolean:s,String:n,Array:c,Dict:a,Nullable:i})=>({tags:[c(t),[]],name:[i(n),null],js_property_callbacks:[a(c(e)),{}],js_event_callbacks:[a(c(e)),{}],subscribed_events:[c(n),[]],syncable:[s,!0]})))},\n      function _(e,t,s,a,r){var c,n;a();const _=e(12),o=e(53),i=e(55),l=e(59),u=e(61),g=e(62),h=e(57),p=e(63),m=e(67);class x{constructor(e,t){this.x_scale=e,this.y_scale=t,this.x_source=this.x_scale.source_range,this.y_source=this.y_scale.source_range,this.ranges=[this.x_source,this.y_source],this.scales=[this.x_scale,this.y_scale]}map_to_screen(e,t){return[this.x_scale.v_compute(e),this.y_scale.v_compute(t)]}map_from_screen(e,t){return[this.x_scale.v_invert(e),this.y_scale.v_invert(t)]}}s.CoordinateTransform=x,x.__name__=\"CoordinateTransform\";class y extends o.Model{constructor(e){super(e)}get x_ranges(){return new Map([[\"default\",this.x_source]])}get y_ranges(){return new Map([[\"default\",this.y_source]])}_get_scale(e,t,s){if(e instanceof m.FactorRange!=t instanceof g.CategoricalScale)throw new Error(`Range ${e.type} is incompatible is Scale ${t.type}`);t instanceof u.LogScale&&e instanceof p.DataRange1d&&(e.scale_hint=\"log\");const a=t.clone();return a.setv({source_range:e,target_range:s}),a}get_transform(e){const{x_source:t,x_scale:s,x_target:a}=this,r=this._get_scale(t,s,a),{y_source:c,y_scale:n,y_target:_}=this,o=this._get_scale(c,n,_),i=new v({source_scale:r,source_range:r.source_range,target_scale:e.x_scale,target_range:e.x_target}),l=new v({source_scale:o,source_range:o.source_range,target_scale:e.y_scale,target_range:e.y_target});return new x(i,l)}}s.CoordinateMapping=y,c=y,y.__name__=\"CoordinateMapping\",c.define((({Ref:e})=>({x_source:[e(h.Range),()=>new p.DataRange1d],y_source:[e(h.Range),()=>new p.DataRange1d],x_scale:[e(i.Scale),()=>new l.LinearScale],y_scale:[e(i.Scale),()=>new l.LinearScale],x_target:[e(h.Range)],y_target:[e(h.Range)]})));class v extends i.Scale{constructor(e){super(e)}get s_compute(){const e=this.source_scale.s_compute,t=this.target_scale.s_compute;return s=>t(e(s))}get s_invert(){const e=this.source_scale.s_invert,t=this.target_scale.s_invert;return s=>e(t(s))}compute(e){return this.s_compute(e)}v_compute(e){const{s_compute:t}=this;return(0,_.map)(e,t)}invert(e){return this.s_invert(e)}v_invert(e){const{s_invert:t}=this;return(0,_.map)(e,t)}}s.CompositeScale=v,n=v,v.__name__=\"CompositeScale\",n.internal((({Ref:e})=>({source_scale:[e(i.Scale)],target_scale:[e(i.Scale)]})))},\n      function _(e,t,r,n,s){var _;n();const a=e(56),c=e(57),o=e(58),i=e(24);class u extends a.Transform{constructor(e){super(e)}compute(e){return this.s_compute(e)}v_compute(e){const t=new i.ScreenArray(e.length),{s_compute:r}=this;for(let n=0;n<e.length;n++)t[n]=r(e[n]);return t}invert(e){return this.s_invert(e)}v_invert(e){const t=new Float64Array(e.length),{s_invert:r}=this;for(let n=0;n<e.length;n++)t[n]=r(e[n]);return t}r_compute(e,t){const{s_compute:r}=this;return this.target_range.is_reversed?[r(t),r(e)]:[r(e),r(t)]}r_invert(e,t){const{s_invert:r}=this;return this.target_range.is_reversed?[r(t),r(e)]:[r(e),r(t)]}}r.Scale=u,_=u,u.__name__=\"Scale\",_.internal((({Ref:e})=>({source_range:[e(c.Range)],target_range:[e(o.Range1d)]})))},\n      function _(n,s,o,r,c){r();const e=n(53);class t extends e.Model{constructor(n){super(n)}}o.Transform=t,t.__name__=\"Transform\"},\n      function _(e,t,n,i,s){var r;i();const a=e(53);class l extends a.Model{constructor(e){super(e),this.have_updated_interactively=!1}get is_reversed(){return this.start>this.end}get is_valid(){return isFinite(this.min)&&isFinite(this.max)}get span(){return Math.abs(this.end-this.start)}}n.Range=l,r=l,l.__name__=\"Range\",r.define((({Number:e,Tuple:t,Or:n,Auto:i,Nullable:s})=>({bounds:[s(n(t(s(e),s(e)),i)),null],min_interval:[s(e),null],max_interval:[s(e),null]}))),r.internal((({Array:e,AnyRef:t})=>({plots:[e(t()),[]]})))},\n      function _(t,e,s,n,r){var a;n();const i=t(57);class _ extends i.Range{constructor(t){super(t)}_set_auto_bounds(){if(\"auto\"==this.bounds){const 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})}}initialize(){super.initialize(),this._set_auto_bounds()}get min(){return Math.min(this.start,this.end)}get max(){return Math.max(this.start,this.end)}reset(){this._set_auto_bounds();const{_reset_start:t,_reset_end:e}=this;this.start!=t||this.end!=e?this.setv({start:t,end:e}):this.change.emit()}map(t){return new _({start:t(this.start),end:t(this.end)})}widen(t){let{start:e,end:s}=this;return this.is_reversed?(e+=t,s-=t):(e-=t,s+=t),new _({start:e,end:s})}}s.Range1d=_,a=_,_.__name__=\"Range1d\",a.define((({Number:t,Nullable:e})=>({start:[t,0],end:[t,1],reset_start:[e(t),null,{on_update(t,e){e._reset_start=null!=t?t:e.start}}],reset_end:[e(t),null,{on_update(t,e){e._reset_end=null!=t?t:e.end}}]})))},\n      function _(t,e,n,r,s){r();const a=t(60);class _ extends a.ContinuousScale{constructor(t){super(t)}get s_compute(){const[t,e]=this._linear_compute_state();return n=>t*n+e}get s_invert(){const[t,e]=this._linear_compute_state();return n=>(n-e)/t}_linear_compute_state(){const t=this.source_range.start,e=this.source_range.end,n=this.target_range.start,r=(this.target_range.end-n)/(e-t);return[r,-r*t+n]}}n.LinearScale=_,_.__name__=\"LinearScale\"},\n      function _(n,c,o,s,e){s();const t=n(55);class u extends t.Scale{constructor(n){super(n)}}o.ContinuousScale=u,u.__name__=\"ContinuousScale\"},\n      function _(t,e,a,o,s){o();const r=t(60);class n extends r.ContinuousScale{constructor(t){super(t)}get s_compute(){const[t,e,a,o]=this._compute_state();return s=>{if(0==a)return 0;{const r=(Math.log(s)-o)/a;return isFinite(r)?r*t+e:NaN}}}get s_invert(){const[t,e,a,o]=this._compute_state();return s=>{const r=(s-e)/t;return Math.exp(a*r+o)}}_get_safe_factor(t,e){let a=t<0?0:t,o=e<0?0:e;if(a==o)if(0==a)[a,o]=[1,10];else{const t=Math.log(a)/Math.log(10);a=10**Math.floor(t),o=Math.ceil(t)!=Math.floor(t)?10**Math.ceil(t):10**(Math.ceil(t)+1)}return[a,o]}_compute_state(){const t=this.source_range.start,e=this.source_range.end,a=this.target_range.start,o=this.target_range.end-a,[s,r]=this._get_safe_factor(t,e);let n,c;0==s?(n=Math.log(r),c=0):(n=Math.log(r)-Math.log(s),c=Math.log(s));return[o,a,n,c]}}a.LogScale=n,n.__name__=\"LogScale\"},\n      function _(t,e,c,a,s){a();const n=t(55),r=t(59),{_linear_compute_state:o}=r.LinearScale.prototype;class l extends n.Scale{constructor(t){super(t)}get s_compute(){const[t,e]=o.call(this),c=this.source_range;return a=>t*c.synthetic(a)+e}get s_invert(){const[t,e]=o.call(this);return c=>(c-e)/t}}c.CategoricalScale=l,l.__name__=\"CategoricalScale\"},\n      function _(t,i,n,e,a){e();const s=t(1);var l;const _=t(64),o=t(20),r=t(9),h=t(19),d=(0,s.__importStar)(t(65)),u=t(66);class g extends _.DataRange{constructor(t){super(t),this.have_updated_interactively=!1}initialize(){super.initialize(),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,this._plot_bounds=new Map}get min(){return Math.min(this.start,this.end)}get max(){return Math.max(this.start,this.end)}computed_renderers(){const{renderers:t,names:i}=this,n=(0,r.concat)(this.plots.map((t=>t.data_renderers)));return(0,u.compute_renderers)(0==t.length?\"auto\":t,n,i)}_compute_plot_bounds(t,i){let n=d.empty();for(const e of t){const t=i.get(e);null==t||!e.visible&&this.only_visible||(n=d.union(n,t))}return n}adjust_bounds_for_aspect(t,i){const n=d.empty();let e=t.x1-t.x0;e<=0&&(e=1);let a=t.y1-t.y0;a<=0&&(a=1);const s=.5*(t.x1+t.x0),l=.5*(t.y1+t.y0);return e<i*a?e=i*a:a=e/i,n.x1=s+.5*e,n.x0=s-.5*e,n.y1=l+.5*a,n.y0=l-.5*a,n}_compute_min_max(t,i){let n,e,a=d.empty();for(const[i,n]of t)i.visible&&(a=d.union(a,n));return[n,e]=0==i?[a.x0,a.x1]:[a.y0,a.y1],[n,e]}_compute_range(t,i){const n=this.range_padding;let e,a;if(null!=this._initial_start&&(t=this._initial_start),null!=this._initial_end&&(i=this._initial_end),\"log\"==this.scale_hint){let s,l;if((isNaN(t)||!isFinite(t)||t<=0)&&(t=isNaN(i)||!isFinite(i)||i<=0?.1:i/100,h.logger.warn(`could not determine minimum data value for log axis, DataRange1d using value ${t}`)),(isNaN(i)||!isFinite(i)||i<=0)&&(i=isNaN(t)||!isFinite(t)||t<=0?10:100*t,h.logger.warn(`could not determine maximum data value for log axis, DataRange1d using value ${i}`)),i==t)l=this.default_span+.001,s=Math.log(t)/Math.log(10);else{let e,a;\"percent\"==this.range_padding_units?(e=Math.log(t)/Math.log(10),a=Math.log(i)/Math.log(10),l=(a-e)*(1+n)):(e=Math.log(t-n)/Math.log(10),a=Math.log(i+n)/Math.log(10),l=a-e),s=(e+a)/2}e=10**(s-l/2),a=10**(s+l/2)}else{let s;s=i==t?this.default_span:\"percent\"==this.range_padding_units?(i-t)*(1+n):i-t+2*n;const l=(i+t)/2;e=l-s/2,a=l+s/2}let s=1;this.flipped&&([e,a]=[a,e],s=-1);const l=this.follow_interval;return null!=l&&Math.abs(e-a)>l&&(\"start\"==this.follow?a=e+s*l:\"end\"==this.follow&&(e=a-s*l)),[e,a]}update(t,i,n,e){if(this.have_updated_interactively)return;const a=this.computed_renderers();let s=this._compute_plot_bounds(a,t);null!=e&&(s=this.adjust_bounds_for_aspect(s,e)),this._plot_bounds.set(n,s);const[l,_]=this._compute_min_max(this._plot_bounds.entries(),i);let[o,r]=this._compute_range(l,_);null!=this._initial_start&&(\"log\"==this.scale_hint?this._initial_start>0&&(o=this._initial_start):o=this._initial_start),null!=this._initial_end&&(\"log\"==this.scale_hint?this._initial_end>0&&(r=this._initial_end):r=this._initial_end);let h=!1;\"auto\"==this.bounds&&(this.setv({bounds:[o,r]},{silent:!0}),h=!0);const[d,u]=[this.start,this.end];if(o!=d||r!=u){const t={};o!=d&&(t.start=o),r!=u&&(t.end=r),this.setv(t),h=!1}h&&this.change.emit()}reset(){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()}}n.DataRange1d=g,l=g,g.__name__=\"DataRange1d\",l.define((({Boolean:t,Number:i,Nullable:n})=>({start:[i],end:[i],range_padding:[i,.1],range_padding_units:[o.PaddingUnits,\"percent\"],flipped:[t,!1],follow:[n(o.StartEnd),null],follow_interval:[n(i),null],default_span:[i,2],only_visible:[t,!1]}))),l.internal((({Enum:t})=>({scale_hint:[t(\"log\",\"auto\"),\"auto\"]})))},\n      function _(e,n,a,r,s){var t;r();const c=e(57);class _ extends c.Range{constructor(e){super(e)}}a.DataRange=_,t=_,_.__name__=\"DataRange\",t.define((({String:e,Array:n,AnyRef:a})=>({names:[n(e),[]],renderers:[n(a()),[]]})))},\n      function _(t,i,e,h,r){h();const s=t(24),n=t(26),{min:x,max:y}=Math;e.empty=function(){return{x0:1/0,y0:1/0,x1:-1/0,y1:-1/0}},e.positive_x=function(){return{x0:Number.MIN_VALUE,y0:-1/0,x1:1/0,y1:1/0}},e.positive_y=function(){return{x0:-1/0,y0:Number.MIN_VALUE,x1:1/0,y1:1/0}},e.union=function(t,i){return{x0:x(t.x0,i.x0),x1:y(t.x1,i.x1),y0:x(t.y0,i.y0),y1:y(t.y1,i.y1)}};class o{constructor(t){if(null==t)this.x0=0,this.y0=0,this.x1=0,this.y1=0;else if(\"x0\"in t){const{x0:i,y0:e,x1:h,y1:r}=t;if(!(i<=h&&e<=r))throw new Error(`invalid bbox {x0: ${i}, y0: ${e}, x1: ${h}, y1: ${r}}`);this.x0=i,this.y0=e,this.x1=h,this.y1=r}else if(\"x\"in t){const{x:i,y:e,width:h,height:r}=t;if(!(h>=0&&r>=0))throw new Error(`invalid bbox {x: ${i}, y: ${e}, width: ${h}, height: ${r}}`);this.x0=i,this.y0=e,this.x1=i+h,this.y1=e+r}else{let i,e,h,r;if(\"width\"in t)if(\"left\"in t)i=t.left,e=i+t.width;else if(\"right\"in t)e=t.right,i=e-t.width;else{const h=t.width/2;i=t.hcenter-h,e=t.hcenter+h}else i=t.left,e=t.right;if(\"height\"in t)if(\"top\"in t)h=t.top,r=h+t.height;else if(\"bottom\"in t)r=t.bottom,h=r-t.height;else{const i=t.height/2;h=t.vcenter-i,r=t.vcenter+i}else h=t.top,r=t.bottom;if(!(i<=e&&h<=r))throw new Error(`invalid bbox {left: ${i}, top: ${h}, right: ${e}, bottom: ${r}}`);this.x0=i,this.y0=h,this.x1=e,this.y1=r}}static from_rect({left:t,right:i,top:e,bottom:h}){return new o({x0:Math.min(t,i),y0:Math.min(e,h),x1:Math.max(t,i),y1:Math.max(e,h)})}equals(t){return this.x0==t.x0&&this.y0==t.y0&&this.x1==t.x1&&this.y1==t.y1}[n.equals](t,i){return i.eq(this.x0,t.x0)&&i.eq(this.y0,t.y0)&&i.eq(this.x1,t.x1)&&i.eq(this.y1,t.y1)}toString(){return`BBox({left: ${this.left}, top: ${this.top}, width: ${this.width}, height: ${this.height}})`}get left(){return this.x0}get top(){return this.y0}get right(){return this.x1}get bottom(){return this.y1}get p0(){return[this.x0,this.y0]}get p1(){return[this.x1,this.y1]}get x(){return this.x0}get y(){return this.y0}get width(){return this.x1-this.x0}get height(){return this.y1-this.y0}get size(){return{width:this.width,height:this.height}}get rect(){const{x0:t,y0:i,x1:e,y1:h}=this;return{p0:{x:t,y:i},p1:{x:e,y:i},p2:{x:e,y:h},p3:{x:t,y:h}}}get box(){const{x:t,y:i,width:e,height:h}=this;return{x:t,y:i,width:e,height:h}}get h_range(){return{start:this.x0,end:this.x1}}get v_range(){return{start:this.y0,end:this.y1}}get ranges(){return[this.h_range,this.v_range]}get aspect(){return this.width/this.height}get hcenter(){return(this.left+this.right)/2}get vcenter(){return(this.top+this.bottom)/2}get area(){return this.width*this.height}relative(){const{width:t,height:i}=this;return new o({x:0,y:0,width:t,height:i})}translate(t,i){const{x:e,y:h,width:r,height:s}=this;return new o({x:t+e,y:i+h,width:r,height:s})}relativize(t,i){return[t-this.x,i-this.y]}contains(t,i){return this.x0<=t&&t<=this.x1&&this.y0<=i&&i<=this.y1}clip(t,i){return t<this.x0?t=this.x0:t>this.x1&&(t=this.x1),i<this.y0?i=this.y0:i>this.y1&&(i=this.y1),[t,i]}grow_by(t){return new o({left:this.left-t,right:this.right+t,top:this.top-t,bottom:this.bottom+t})}shrink_by(t){return new o({left:this.left+t,right:this.right-t,top:this.top+t,bottom:this.bottom-t})}union(t){return new o({x0:x(this.x0,t.x0),y0:x(this.y0,t.y0),x1:y(this.x1,t.x1),y1:y(this.y1,t.y1)})}intersection(t){return this.intersects(t)?new o({x0:y(this.x0,t.x0),y0:y(this.y0,t.y0),x1:x(this.x1,t.x1),y1:x(this.y1,t.y1)}):null}intersects(t){return!(t.x1<this.x0||t.x0>this.x1||t.y1<this.y0||t.y0>this.y1)}get xview(){return{compute:t=>this.left+t,v_compute:t=>{const i=new s.ScreenArray(t.length),e=this.left;for(let h=0;h<t.length;h++)i[h]=e+t[h];return i}}}get yview(){return{compute:t=>this.bottom-t,v_compute:t=>{const i=new s.ScreenArray(t.length),e=this.bottom;for(let h=0;h<t.length;h++)i[h]=e-t[h];return i}}}}e.BBox=o,o.__name__=\"BBox\"},\n      function _(n,e,t,r,u){r();const l=n(9);t.compute_renderers=function(n,e,t){if(null==n)return[];let r=\"auto\"==n?e:n;return t.length>0&&(r=r.filter((n=>(0,l.includes)(t,n.name)))),r}},\n      function _(t,n,e,i,s){var r;i();const a=t(57),o=t(20),g=t(21),p=t(24),c=t(9),l=t(8),u=t(11);function h(t,n,e=0){const i=new Map;for(let s=0;s<t.length;s++){const r=t[s];if(i.has(r))throw new Error(`duplicate factor or subfactor: ${r}`);i.set(r,{value:.5+s*(1+n)+e})}return[i,(t.length-1)*n]}function d(t,n,e,i=0){var s;const r=new Map,a=new Map;for(const[n,e]of t){const t=null!==(s=a.get(n))&&void 0!==s?s:[];a.set(n,[...t,e])}let o=i,g=0;for(const[t,i]of a){const s=i.length,[a,p]=h(i,e,o);g+=p;const l=(0,c.sum)(i.map((t=>a.get(t).value)));r.set(t,{value:l/s,mapping:a}),o+=s+n+p}return[r,(a.size-1)*n+g]}function _(t,n,e,i,s=0){var r;const a=new Map,o=new Map;for(const[n,e,i]of t){const t=null!==(r=o.get(n))&&void 0!==r?r:[];o.set(n,[...t,[e,i]])}let g=s,p=0;for(const[t,s]of o){const r=s.length,[o,l]=d(s,e,i,g);p+=l;const u=(0,c.sum)(s.map((([t])=>o.get(t).value)));a.set(t,{value:u/r,mapping:o}),g+=r+n+l}return[a,(o.size-1)*n+p]}e.Factor=(0,g.Or)(g.String,(0,g.Tuple)(g.String,g.String),(0,g.Tuple)(g.String,g.String,g.String)),e.FactorSeq=(0,g.Or)((0,g.Array)(g.String),(0,g.Array)((0,g.Tuple)(g.String,g.String)),(0,g.Array)((0,g.Tuple)(g.String,g.String,g.String))),e.map_one_level=h,e.map_two_levels=d,e.map_three_levels=_;class f extends a.Range{constructor(t){super(t)}get min(){return this.start}get max(){return this.end}initialize(){super.initialize(),this._init(!0)}connect_signals(){super.connect_signals(),this.connect(this.properties.factors.change,(()=>this.reset())),this.connect(this.properties.factor_padding.change,(()=>this.reset())),this.connect(this.properties.group_padding.change,(()=>this.reset())),this.connect(this.properties.subgroup_padding.change,(()=>this.reset())),this.connect(this.properties.range_padding.change,(()=>this.reset())),this.connect(this.properties.range_padding_units.change,(()=>this.reset()))}reset(){this._init(!1),this.change.emit()}_lookup(t){switch(t.length){case 1:{const[n]=t,e=this._mapping.get(n);return null!=e?e.value:NaN}case 2:{const[n,e]=t,i=this._mapping.get(n);if(null!=i){const t=i.mapping.get(e);if(null!=t)return t.value}return NaN}case 3:{const[n,e,i]=t,s=this._mapping.get(n);if(null!=s){const t=s.mapping.get(e);if(null!=t){const n=t.mapping.get(i);if(null!=n)return n.value}}return NaN}default:(0,u.unreachable)()}}synthetic(t){if((0,l.isNumber)(t))return t;if((0,l.isString)(t))return this._lookup([t]);let n=0;const e=t[t.length-1];return(0,l.isNumber)(e)&&(n=e,t=t.slice(0,-1)),this._lookup(t)+n}v_synthetic(t){const n=t.length,e=new p.ScreenArray(n);for(let i=0;i<n;i++)e[i]=this.synthetic(t[i]);return e}_init(t){const{levels:n,mapping:e,tops:i,mids:s,inside_padding:r}=(()=>{if((0,c.every)(this.factors,l.isString)){const t=this.factors,[n,e]=h(t,this.factor_padding);return{levels:1,mapping:n,tops:null,mids:null,inside_padding:e}}if((0,c.every)(this.factors,(t=>(0,l.isArray)(t)&&2==t.length&&(0,l.isString)(t[0])&&(0,l.isString)(t[1])))){const t=this.factors,[n,e]=d(t,this.group_padding,this.factor_padding),i=[...n.keys()];return{levels:2,mapping:n,tops:i,mids:null,inside_padding:e}}if((0,c.every)(this.factors,(t=>(0,l.isArray)(t)&&3==t.length&&(0,l.isString)(t[0])&&(0,l.isString)(t[1])&&(0,l.isString)(t[2])))){const t=this.factors,[n,e]=_(t,this.group_padding,this.subgroup_padding,this.factor_padding),i=[...n.keys()],s=[];for(const[t,e]of n)for(const n of e.mapping.keys())s.push([t,n]);return{levels:3,mapping:n,tops:i,mids:s,inside_padding:e}}(0,u.unreachable)()})();this._mapping=e,this.tops=i,this.mids=s;let a=0,o=this.factors.length+r;if(\"percent\"==this.range_padding_units){const t=(o-a)*this.range_padding/2;a-=t,o+=t}else a-=this.range_padding,o+=this.range_padding;this.setv({start:a,end:o,levels:n},{silent:t}),\"auto\"==this.bounds&&this.setv({bounds:[a,o]},{silent:!0})}}e.FactorRange=f,r=f,f.__name__=\"FactorRange\",r.define((({Number:t})=>({factors:[e.FactorSeq,[]],factor_padding:[t,0],subgroup_padding:[t,.8],group_padding:[t,1.4],range_padding:[t,0],range_padding_units:[o.PaddingUnits,\"percent\"],start:[t],end:[t]}))),r.internal((({Number:t,String:n,Array:e,Tuple:i,Nullable:s})=>({levels:[t],mids:[s(e(i(n,n))),null],tops:[s(e(n)),null]})))},\n      function _(t,e,s,a,i){a();const n=t(1);var _;const r=t(69),o=t(112),l=t(48),d=t(20),h=t(24),c=t(113),u=(0,n.__importStar)(t(18)),v=t(10);class p extends r.DataAnnotationView{async lazy_initialize(){await super.lazy_initialize();const{start:t,end:e}=this.model;null!=t&&(this.start=await(0,c.build_view)(t,{parent:this})),null!=e&&(this.end=await(0,c.build_view)(e,{parent:this}))}set_data(t){var e,s;super.set_data(t),null===(e=this.start)||void 0===e||e.set_data(t),null===(s=this.end)||void 0===s||s.set_data(t)}remove(){var t,e;null===(t=this.start)||void 0===t||t.remove(),null===(e=this.end)||void 0===e||e.remove(),super.remove()}map_data(){const{frame:t}=this.plot_view;\"data\"==this.model.start_units?(this._sx_start=this.coordinates.x_scale.v_compute(this._x_start),this._sy_start=this.coordinates.y_scale.v_compute(this._y_start)):(this._sx_start=t.bbox.xview.v_compute(this._x_start),this._sy_start=t.bbox.yview.v_compute(this._y_start)),\"data\"==this.model.end_units?(this._sx_end=this.coordinates.x_scale.v_compute(this._x_end),this._sy_end=this.coordinates.y_scale.v_compute(this._y_end)):(this._sx_end=t.bbox.xview.v_compute(this._x_end),this._sy_end=t.bbox.yview.v_compute(this._y_end));const{_sx_start:e,_sy_start:s,_sx_end:a,_sy_end:i}=this,n=e.length,_=this._angles=new h.ScreenArray(n);for(let t=0;t<n;t++)_[t]=Math.PI/2+(0,v.atan2)([e[t],s[t]],[a[t],i[t]])}paint(t){const{start:e,end:s}=this,{_sx_start:a,_sy_start:i,_sx_end:n,_sy_end:_,_angles:r}=this,{x:o,y:l,width:d,height:h}=this.plot_view.frame.bbox;for(let c=0,u=a.length;c<u;c++)null!=s&&(t.save(),t.translate(n[c],_[c]),t.rotate(r[c]),s.render(t,c),t.restore()),null!=e&&(t.save(),t.translate(a[c],i[c]),t.rotate(r[c]+Math.PI),e.render(t,c),t.restore()),this.visuals.line.doit&&(t.save(),null==e&&null==s||(t.beginPath(),t.rect(o,l,d,h),null!=s&&(t.save(),t.translate(n[c],_[c]),t.rotate(r[c]),s.clip(t,c),t.restore()),null!=e&&(t.save(),t.translate(a[c],i[c]),t.rotate(r[c]+Math.PI),e.clip(t,c),t.restore()),t.closePath(),t.clip()),this.visuals.line.set_vectorize(t,c),t.beginPath(),t.moveTo(a[c],i[c]),t.lineTo(n[c],_[c]),t.stroke(),t.restore())}}s.ArrowView=p,p.__name__=\"ArrowView\";class x extends r.DataAnnotation{constructor(t){super(t)}}s.Arrow=x,_=x,x.__name__=\"Arrow\",_.prototype.default_view=p,_.mixins(l.LineVector),_.define((({Ref:t,Nullable:e})=>({x_start:[u.XCoordinateSpec,{field:\"x_start\"}],y_start:[u.YCoordinateSpec,{field:\"y_start\"}],start_units:[d.SpatialUnits,\"data\"],start:[e(t(o.ArrowHead)),null],x_end:[u.XCoordinateSpec,{field:\"x_end\"}],y_end:[u.YCoordinateSpec,{field:\"y_end\"}],end_units:[d.SpatialUnits,\"data\"],end:[e(t(o.ArrowHead)),()=>new o.OpenHead]})))},\n      function _(t,e,n,s,a){s();const o=t(1);var i;const c=t(40),r=t(70),_=t(75),l=t(78),h=(0,o.__importStar)(t(18));class d extends c.AnnotationView{constructor(){super(...arguments),this._initial_set_data=!1}connect_signals(){super.connect_signals();const t=()=>{this.set_data(this.model.source),this._rerender()};this.connect(this.model.change,t),this.connect(this.model.source.streaming,t),this.connect(this.model.source.patching,t),this.connect(this.model.source.change,t)}_rerender(){this.request_render()}set_data(t){const e=this;for(const n of this.model)if(n instanceof h.VectorSpec||n instanceof h.ScalarSpec)if(n instanceof h.BaseCoordinateSpec){const s=n.array(t);e[`_${n.attr}`]=s}else{const s=n.uniform(t);e[`${n.attr}`]=s}this.plot_model.use_map&&(null!=e._x&&l.inplace.project_xy(e._x,e._y),null!=e._xs&&l.inplace.project_xsys(e._xs,e._ys));for(const t of this.visuals)t.update()}_render(){this._initial_set_data||(this.set_data(this.model.source),this._initial_set_data=!0),this.map_data(),this.paint(this.layer.ctx)}}n.DataAnnotationView=d,d.__name__=\"DataAnnotationView\";class u extends c.Annotation{constructor(t){super(t)}}n.DataAnnotation=u,i=u,u.__name__=\"DataAnnotation\",i.define((({Ref:t})=>({source:[t(r.ColumnarDataSource),()=>new _.ColumnDataSource]})))},\n      function _(t,e,n,s,a){var i;s();const r=t(71),l=t(15),c=t(19),o=t(73),h=t(8),u=t(9),g=t(13),d=t(72),_=t(74),m=t(29);class w extends r.DataSource{constructor(t){super(t),this.selection_manager=new o.SelectionManager(this)}get_array(t){let e=this.data[t];return null==e?this.data[t]=e=[]:(0,h.isArray)(e)||(this.data[t]=e=Array.from(e)),e}initialize(){super.initialize(),this._select=new l.Signal0(this,\"select\"),this.inspect=new l.Signal(this,\"inspect\"),this.streaming=new l.Signal0(this,\"streaming\"),this.patching=new l.Signal(this,\"patching\")}get_column(t){const e=this.data[t];return null!=e?e:null}columns(){return(0,g.keys)(this.data)}get_length(t=!0){const e=(0,u.uniq)((0,g.values)(this.data).map((t=>(0,m.is_NDArray)(t)?t.shape[0]:t.length)));switch(e.length){case 0:return null;case 1:return e[0];default:{const n=\"data source has columns of inconsistent lengths\";if(t)return c.logger.warn(n),e.sort()[0];throw new Error(n)}}}get length(){var t;return null!==(t=this.get_length())&&void 0!==t?t:0}clear(){const t={};for(const e of this.columns())t[e]=new this.data[e].constructor(0);this.data=t}}n.ColumnarDataSource=w,i=w,w.__name__=\"ColumnarDataSource\",i.define((({Ref:t})=>({selection_policy:[t(_.SelectionPolicy),()=>new _.UnionRenderers]}))),i.internal((({AnyRef:t})=>({inspected:[t(),()=>new d.Selection]})))},\n      function _(e,c,n,t,o){var a;t();const s=e(53),r=e(72);class l extends s.Model{constructor(e){super(e)}}n.DataSource=l,a=l,l.__name__=\"DataSource\",a.define((({Ref:e})=>({selected:[e(r.Selection),()=>new r.Selection]})))},\n      function _(i,e,s,t,n){var l;t();const c=i(53),d=i(9),h=i(13);class _ extends c.Model{constructor(i){super(i)}get_view(){return this.view}get selected_glyph(){return this.selected_glyphs.length>0?this.selected_glyphs[0]:null}add_to_selected_glyphs(i){this.selected_glyphs.push(i)}update(i,e=!0,s=\"replace\"){switch(s){case\"replace\":this.indices=i.indices,this.line_indices=i.line_indices,this.multiline_indices=i.multiline_indices,this.image_indices=i.image_indices,this.view=i.view,this.selected_glyphs=i.selected_glyphs;break;case\"append\":this.update_through_union(i);break;case\"intersect\":this.update_through_intersection(i);break;case\"subtract\":this.update_through_subtraction(i)}}clear(){this.indices=[],this.line_indices=[],this.multiline_indices={},this.image_indices=[],this.view=null,this.selected_glyphs=[]}map(i){return new _(Object.assign(Object.assign({},this.attributes),{indices:this.indices.map(i),multiline_indices:(0,h.to_object)((0,h.entries)(this.multiline_indices).map((([e,s])=>[i(Number(e)),s]))),image_indices:this.image_indices.map((e=>Object.assign(Object.assign({},e),{index:i(e.index)})))}))}is_empty(){return 0==this.indices.length&&0==this.line_indices.length&&0==this.image_indices.length}update_through_union(i){this.indices=(0,d.union)(this.indices,i.indices),this.selected_glyphs=(0,d.union)(i.selected_glyphs,this.selected_glyphs),this.line_indices=(0,d.union)(i.line_indices,this.line_indices),this.view=i.view,this.multiline_indices=(0,h.merge)(i.multiline_indices,this.multiline_indices)}update_through_intersection(i){this.indices=(0,d.intersection)(this.indices,i.indices),this.selected_glyphs=(0,d.union)(i.selected_glyphs,this.selected_glyphs),this.line_indices=(0,d.union)(i.line_indices,this.line_indices),this.view=i.view,this.multiline_indices=(0,h.merge)(i.multiline_indices,this.multiline_indices)}update_through_subtraction(i){this.indices=(0,d.difference)(this.indices,i.indices),this.selected_glyphs=(0,d.union)(i.selected_glyphs,this.selected_glyphs),this.line_indices=(0,d.union)(i.line_indices,this.line_indices),this.view=i.view,this.multiline_indices=(0,h.merge)(i.multiline_indices,this.multiline_indices)}}s.Selection=_,l=_,_.__name__=\"Selection\",l.define((({Int:i,Array:e,Dict:s})=>({indices:[e(i),[]],line_indices:[e(i),[]],multiline_indices:[s(e(i)),{}]}))),l.internal((({Int:i,Array:e,AnyRef:s,Struct:t,Nullable:n})=>({selected_glyphs:[e(s()),[]],view:[n(s()),null],image_indices:[e(t({index:i,dim1:i,dim2:i,flat_index:i})),[]]})))},\n 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o}clear(e){this.source.selected.clear(),null!=e&&this.get_or_create_inspector(e.model).clear()}get_or_create_inspector(e){let t=this.inspectors.get(e);return null==t&&(t=new n.Selection,this.inspectors.set(e,t)),t}}o.SelectionManager=r,r.__name__=\"SelectionManager\"},\n      function _(e,t,n,s,o){s();const r=e(53);class c extends r.Model{do_selection(e,t,n,s){return null!=e&&(t.selected.update(e,n,s),t._select.emit(),!t.selected.is_empty())}}n.SelectionPolicy=c,c.__name__=\"SelectionPolicy\";class l extends c{hit_test(e,t){const n=[];for(const s of t){const t=s.hit_test(e);null!=t&&n.push(t)}if(n.length>0){const e=n[0];for(const t of n)e.update_through_intersection(t);return e}return null}}n.IntersectRenderers=l,l.__name__=\"IntersectRenderers\";class _ extends c{hit_test(e,t){const n=[];for(const s of t){const t=s.hit_test(e);null!=t&&n.push(t)}if(n.length>0){const e=n[0];for(const t of n)e.update_through_union(t);return e}return 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Stereographic (variant B)\"!==e.projName||(e.lat0=i(e.lat1>0?90:-90),e.lat_ts=e.lat1)}(n),n}},\n      function _(t,e,r,i,s){i(),r.default=function(t){return new d(t).output()};var h=/\\s/,o=/[A-Za-z]/,n=/[A-Za-z84]/,a=/[,\\]]/,u=/[\\d\\.E\\-\\+]/;function d(t){if(\"string\"!=typeof t)throw new Error(\"not a string\");this.text=t.trim(),this.level=0,this.place=0,this.root=null,this.stack=[],this.currentObject=null,this.state=1}d.prototype.readCharicter=function(){var t=this.text[this.place++];if(4!==this.state)for(;h.test(t);){if(this.place>=this.text.length)return;t=this.text[this.place++]}switch(this.state){case 1:return this.neutral(t);case 2:return this.keyword(t);case 4:return this.quoted(t);case 5:return this.afterquote(t);case 3:return this.number(t);case-1:return}},d.prototype.afterquote=function(t){if('\"'===t)return this.word+='\"',void(this.state=4);if(a.test(t))return this.word=this.word.trim(),void this.afterItem(t);throw new Error(\"havn't handled \\\"\"+t+'\" in 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t.names?(d[a]=t,t.names.forEach((function(t){c[t.toLowerCase()]=a})),this):(console.log(o),!0)}function l(t){if(!t)return!1;var o=t.toLowerCase();return void 0!==c[o]&&d[c[o]]?d[c[o]]:void 0}function v(){i.forEach(s)}a.add=s,a.get=l,a.start=v,a.default={start:v,add:s,get:l}},\n      function _(t,i,s,h,a){h();const e=t(1),r=(0,e.__importDefault)(t(95)),n=(0,e.__importDefault)(t(96)),l=(0,e.__importDefault)(t(98)),u=(0,e.__importDefault)(t(99)),o=t(85);function f(){var t=this.b/this.a;this.es=1-t*t,\"x0\"in this||(this.x0=0),\"y0\"in this||(this.y0=0),this.e=Math.sqrt(this.es),this.lat_ts?this.sphere?this.k0=Math.cos(this.lat_ts):this.k0=(0,r.default)(this.e,Math.sin(this.lat_ts),Math.cos(this.lat_ts)):this.k0||(this.k?this.k0=this.k:this.k0=1)}function _(t){var i,s,h=t.x,a=t.y;if(a*o.R2D>90&&a*o.R2D<-90&&h*o.R2D>180&&h*o.R2D<-180)return null;if(Math.abs(Math.abs(a)-o.HALF_PI)<=o.EPSLN)return 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DataView(e),r=function(t){var e=t.getInt32(8,!1);if(11===e)return!1;11!==(e=t.getInt32(8,!0))&&console.warn(\"Failed to detect nadgrid endian-ness, defaulting to little-endian\");return!0}(n),i=function(t,e){return{nFields:t.getInt32(8,e),nSubgridFields:t.getInt32(24,e),nSubgrids:t.getInt32(40,e),shiftType:a(t,56,64).trim(),fromSemiMajorAxis:t.getFloat64(120,e),fromSemiMinorAxis:t.getFloat64(136,e),toSemiMajorAxis:t.getFloat64(152,e),toSemiMinorAxis:t.getFloat64(168,e)}}(n,r);i.nSubgrids>1&&console.log(\"Only single NTv2 subgrids are currently supported, subsequent sub grids are ignored\");var l=function(t,e,n){for(var r=176,i=[],u=0;u<e.nSubgrids;u++){var l=g(t,r,n),a=s(t,r,l,n),f=Math.round(1+(l.upperLongitude-l.lowerLongitude)/l.longitudeInterval),c=Math.round(1+(l.upperLatitude-l.lowerLatitude)/l.latitudeInterval);i.push({ll:[o(l.lowerLongitude),o(l.lowerLatitude)],del:[o(l.longitudeInterval),o(l.latitudeInterval)],lim:[f,c],count:l.gridNodeCount,cvs:d(a)})}return 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r.UpperLower{constructor(e){super(e)}}_.Band=n,o=n,n.__name__=\"Band\",o.prototype.default_view=h,o.mixins([p.Line,p.Fill]),o.override({fill_color:\"#fff9ba\",fill_alpha:.4,line_color:\"#cccccc\",line_alpha:.3})},\n      function _(e,t,i,s,o){s();const r=e(1);var n;const p=e(69),a=e(20),_=(0,r.__importStar)(e(18));class h extends p.DataAnnotationView{map_data(){const{frame:e}=this.plot_view,t=this.model.dimension,i=this.coordinates.x_scale,s=this.coordinates.y_scale,o=\"height\"==t?s:i,r=\"height\"==t?i:s,n=\"height\"==t?e.bbox.yview:e.bbox.xview,p=\"height\"==t?e.bbox.xview:e.bbox.yview;let a,_,h;a=\"data\"==this.model.properties.lower.units?o.v_compute(this._lower):n.v_compute(this._lower),_=\"data\"==this.model.properties.upper.units?o.v_compute(this._upper):n.v_compute(this._upper),h=\"data\"==this.model.properties.base.units?r.v_compute(this._base):p.v_compute(this._base);const[d,c]=\"height\"==t?[1,0]:[0,1],u=[a,h],l=[_,h];this._lower_sx=u[d],this._lower_sy=u[c],this._upper_sx=l[d],this._upper_sy=l[c]}}i.UpperLowerView=h,h.__name__=\"UpperLowerView\";class d extends _.CoordinateSpec{get dimension(){return\"width\"==this.obj.dimension?\"x\":\"y\"}get units(){var e;return null!==(e=this.spec.units)&&void 0!==e?e:\"data\"}}i.XOrYCoordinateSpec=d,d.__name__=\"XOrYCoordinateSpec\";class c extends p.DataAnnotation{constructor(e){super(e)}}i.UpperLower=c,n=c,c.__name__=\"UpperLower\",n.define((()=>({dimension:[a.Dimension,\"height\"],lower:[d,{field:\"lower\"}],upper:[d,{field:\"upper\"}],base:[d,{field:\"base\"}]})))},\n      function _(t,o,i,n,e){n();const s=t(1);var l;const r=t(40),a=(0,s.__importStar)(t(48)),c=t(20),h=t(65);i.EDGE_TOLERANCE=2.5;class b extends r.AnnotationView{constructor(){super(...arguments),this.bbox=new h.BBox}connect_signals(){super.connect_signals(),this.connect(this.model.change,(()=>this.request_render()))}_render(){const{left:t,right:o,top:i,bottom:n}=this.model;if(null==t&&null==o&&null==i&&null==n)return;const{frame:e}=this.plot_view,s=this.coordinates.x_scale,l=this.coordinates.y_scale,r=(t,o,i,n,e)=>{let s;return s=null!=t?this.model.screen?t:\"data\"==o?i.compute(t):n.compute(t):e,s};this.bbox=h.BBox.from_rect({left:r(t,this.model.left_units,s,e.bbox.xview,e.bbox.left),right:r(o,this.model.right_units,s,e.bbox.xview,e.bbox.right),top:r(i,this.model.top_units,l,e.bbox.yview,e.bbox.top),bottom:r(n,this.model.bottom_units,l,e.bbox.yview,e.bbox.bottom)}),this._paint_box()}_paint_box(){const{ctx:t}=this.layer;t.save();const{left:o,top:i,width:n,height:e}=this.bbox;t.beginPath(),t.rect(o,i,n,e),this.visuals.fill.apply(t),this.visuals.hatch.apply(t),this.visuals.line.apply(t),t.restore()}interactive_bbox(){const t=this.model.line_width+i.EDGE_TOLERANCE;return this.bbox.grow_by(t)}interactive_hit(t,o){if(null==this.model.in_cursor)return!1;return this.interactive_bbox().contains(t,o)}cursor(t,o){const{left:i,right:n,bottom:e,top:s}=this.bbox;return Math.abs(t-i)<3||Math.abs(t-n)<3?this.model.ew_cursor:Math.abs(o-e)<3||Math.abs(o-s)<3?this.model.ns_cursor:this.bbox.contains(t,o)?this.model.in_cursor:null}}i.BoxAnnotationView=b,b.__name__=\"BoxAnnotationView\";class u extends r.Annotation{constructor(t){super(t)}update({left:t,right:o,top:i,bottom:n}){this.setv({left:t,right:o,top:i,bottom:n,screen:!0})}}i.BoxAnnotation=u,l=u,u.__name__=\"BoxAnnotation\",l.prototype.default_view=b,l.mixins([a.Line,a.Fill,a.Hatch]),l.define((({Number:t,Nullable:o})=>({top:[o(t),null],top_units:[c.SpatialUnits,\"data\"],bottom:[o(t),null],bottom_units:[c.SpatialUnits,\"data\"],left:[o(t),null],left_units:[c.SpatialUnits,\"data\"],right:[o(t),null],right_units:[c.SpatialUnits,\"data\"],render_mode:[c.RenderMode,\"canvas\"]}))),l.internal((({Boolean:t,String:o,Nullable:i})=>({screen:[t,!1],ew_cursor:[i(o),null],ns_cursor:[i(o),null],in_cursor:[i(o),null]}))),l.override({fill_color:\"#fff9ba\",fill_alpha:.4,line_color:\"#cccccc\",line_alpha:.3})},\n      function _(t,e,i,o,n){o();const a=t(1);var r;const s=t(40),l=t(118),_=t(126),c=t(127),h=t(130),u=t(168),p=t(131),m=t(192),g=t(132),d=t(173),f=t(172),w=t(196),b=t(204),v=t(206),x=t(133),y=t(20),k=(0,a.__importStar)(t(48)),z=t(9),j=t(207),C=t(208),L=t(211),B=t(123),S=t(11),M=t(113),T=t(65),A=t(8);class O extends s.AnnotationView{get orientation(){return this._orientation}initialize(){super.initialize();const{ticker:t,formatter:e,color_mapper:i}=this.model;this._ticker=\"auto\"!=t?t:(()=>{switch(!0){case i instanceof w.LogColorMapper:return new u.LogTicker;case i instanceof w.ScanningColorMapper:return new u.BinnedTicker({mapper:i});case i instanceof w.CategoricalColorMapper:return new u.CategoricalTicker;default:return new u.BasicTicker}})(),this._formatter=\"auto\"!=e?e:(()=>{switch(!0){case this._ticker instanceof u.LogTicker:return new m.LogTickFormatter;case i instanceof w.CategoricalColorMapper:return new m.CategoricalTickFormatter;default:return new m.BasicTickFormatter}})(),this._major_range=(()=>{if(i instanceof w.CategoricalColorMapper){const{factors:t}=i;return new v.FactorRange({factors:t})}if(i instanceof f.ContinuousColorMapper){const{min:t,max:e}=i.metrics;return new v.Range1d({start:t,end:e})}(0,S.unreachable)()})(),this._major_scale=(()=>{if(i instanceof w.LinearColorMapper)return new b.LinearScale;if(i instanceof w.LogColorMapper)return new b.LogScale;if(i instanceof w.ScanningColorMapper){const{binning:t}=i.metrics;return new b.LinearInterpolationScale({binning:t})}if(i instanceof w.CategoricalColorMapper)return new b.CategoricalScale;(0,S.unreachable)()})(),this._minor_range=new v.Range1d({start:0,end:1}),this._minor_scale=new b.LinearScale;const o=k.attrs_of(this.model,\"major_label_\",k.Text,!0),n=k.attrs_of(this.model,\"major_tick_\",k.Line,!0),a=k.attrs_of(this.model,\"minor_tick_\",k.Line,!0),r=k.attrs_of(this.model,\"title_\",k.Text),s=i instanceof w.CategoricalColorMapper?c.CategoricalAxis:i instanceof w.LogColorMapper?c.LogAxis:c.LinearAxis;this._axis=new s(Object.assign(Object.assign(Object.assign({ticker:this._ticker,formatter:this._formatter,major_tick_in:this.model.major_tick_in,major_tick_out:this.model.major_tick_out,minor_tick_in:this.model.minor_tick_in,minor_tick_out:this.model.minor_tick_out,major_label_standoff:this.model.label_standoff,major_label_overrides:this.model.major_label_overrides,major_label_policy:this.model.major_label_policy,axis_line_color:null},o),n),a));const{title:_}=this.model;_&&(this._title=new l.Title(Object.assign({text:_,standoff:this.model.title_standoff},r)))}async lazy_initialize(){await super.lazy_initialize();const t=this,e={get parent(){return t.parent},get root(){return t.root},get frame(){return t._frame},get canvas_view(){return t.parent.canvas_view},request_layout(){t.parent.request_layout()}};this._axis_view=await(0,M.build_view)(this._axis,{parent:e}),null!=this._title&&(this._title_view=await(0,M.build_view)(this._title,{parent:e}))}remove(){var t;null===(t=this._title_view)||void 0===t||t.remove(),this._axis_view.remove(),super.remove()}connect_signals(){super.connect_signals(),this.connect(this._ticker.change,(()=>this.request_render())),this.connect(this._formatter.change,(()=>this.request_render())),this.connect(this.model.color_mapper.metrics_change,(()=>{const t=this._major_range,e=this._major_scale,{color_mapper:i}=this.model;if(i instanceof f.ContinuousColorMapper&&t instanceof v.Range1d){const{min:e,max:o}=i.metrics;t.setv({start:e,end:o})}if(i instanceof w.ScanningColorMapper&&e instanceof b.LinearInterpolationScale){const{binning:t}=i.metrics;e.binning=t}this._set_canvas_image(),this.plot_view.request_layout()}))}_set_canvas_image(){const{orientation:t}=this,e=(()=>{const{palette:e}=this.model.color_mapper;return\"vertical\"==t?(0,z.reversed)(e):e})(),[i,o]=\"vertical\"==t?[1,e.length]:[e.length,1],n=this._image=document.createElement(\"canvas\");n.width=i,n.height=o;const a=n.getContext(\"2d\"),r=a.getImageData(0,0,i,o),s=new w.LinearColorMapper({palette:e}).rgba_mapper.v_compute((0,z.range)(0,e.length));r.data.set(s),a.putImageData(r,0,0)}update_layout(){const{location:t,width:e,height:i,padding:o,margin:n}=this.model,[a,r]=(()=>{if(!(0,A.isString)(t))return[\"end\",\"start\"];switch(t){case\"top_left\":return[\"start\",\"start\"];case\"top\":case\"top_center\":return[\"start\",\"center\"];case\"top_right\":return[\"start\",\"end\"];case\"bottom_left\":return[\"end\",\"start\"];case\"bottom\":case\"bottom_center\":return[\"end\",\"center\"];case\"bottom_right\":return[\"end\",\"end\"];case\"left\":case\"center_left\":return[\"center\",\"start\"];case\"center\":case\"center_center\":return[\"center\",\"center\"];case\"right\":case\"center_right\":return[\"center\",\"end\"]}})(),s=this._orientation=(()=>{const{orientation:t}=this.model;return\"auto\"==t?null!=this.panel?this.panel.is_horizontal?\"horizontal\":\"vertical\":\"start\"==r||\"end\"==r||\"center\"==r&&\"center\"==a?\"vertical\":\"horizontal\":t})(),l=new C.NodeLayout,c=new C.VStack,h=new C.VStack,u=new C.HStack,p=new C.HStack;l.absolute=!0,c.absolute=!0,h.absolute=!0,u.absolute=!0,p.absolute=!0;const[m,g,d,f]=(()=>\"horizontal\"==s?[this._major_scale,this._minor_scale,this._major_range,this._minor_range]:[this._minor_scale,this._major_scale,this._minor_range,this._major_range])();this._frame=new _.CartesianFrame(m,g,d,f),l.on_resize((t=>this._frame.set_geometry(t)));const w=new L.BorderLayout;this._inner_layout=w,w.absolute=!0,w.center_panel=l,w.top_panel=c,w.bottom_panel=h,w.left_panel=u,w.right_panel=p;const b={left:o,right:o,top:o,bottom:o},v=(()=>{if(null==this.panel){if((0,A.isString)(t))return{left:n,right:n,top:n,bottom:n};{const[e,i]=t;return{left:e,right:n,top:n,bottom:i}}}if(!(0,A.isString)(t)){const[e,i]=t;return w.fixup_geometry=(t,o)=>{const n=t,a=this.layout.bbox,{width:r,height:s}=t;if(t=new T.BBox({left:a.left+e,bottom:a.bottom-i,width:r,height:s}),null!=o){const e=t.left-n.left,i=t.top-n.top,{left:a,top:r,width:s,height:l}=o;o=new T.BBox({left:a+e,top:r+i,width:s,height:l})}return[t,o]},{left:e,right:0,top:0,bottom:i}}w.fixup_geometry=(t,e)=>{const i=t;if(\"horizontal\"==s){const{top:e,width:i,height:o}=t;if(\"end\"==r){const{right:n}=this.layout.bbox;t=new T.BBox({right:n,top:e,width:i,height:o})}else if(\"center\"==r){const{hcenter:n}=this.layout.bbox;t=new T.BBox({hcenter:Math.round(n),top:e,width:i,height:o})}}else{const{left:e,width:i,height:o}=t;if(\"end\"==a){const{bottom:n}=this.layout.bbox;t=new T.BBox({left:e,bottom:n,width:i,height:o})}else if(\"center\"==a){const{vcenter:n}=this.layout.bbox;t=new T.BBox({left:e,vcenter:Math.round(n),width:i,height:o})}}if(null!=e){const o=t.left-i.left,n=t.top-i.top,{left:a,top:r,width:s,height:l}=e;e=new T.BBox({left:a+o,top:r+n,width:s,height:l})}return[t,e]}})();let x,y,k,z;if(w.padding=b,null!=this.panel?(x=\"max\",y=void 0,k=void 0,z=void 0):\"auto\"==(\"horizontal\"==s?e:i)?(x=\"fixed\",y=25*this.model.color_mapper.palette.length,k={percent:.3},z={percent:.8}):(x=\"fit\",y=void 0),\"horizontal\"==s){const t=\"auto\"==e?void 0:e,o=\"auto\"==i?25:i;w.set_sizing({width_policy:x,height_policy:\"min\",width:y,min_width:k,max_width:z,halign:r,valign:a,margin:v}),w.center_panel.set_sizing({width_policy:\"auto\"==e?\"fit\":\"fixed\",height_policy:\"fixed\",width:t,height:o})}else{const t=\"auto\"==e?25:e,o=\"auto\"==i?void 0:i;w.set_sizing({width_policy:\"min\",height_policy:x,height:y,min_height:k,max_height:z,halign:r,valign:a,margin:v}),w.center_panel.set_sizing({width_policy:\"fixed\",height_policy:\"auto\"==i?\"fit\":\"fixed\",width:t,height:o})}c.set_sizing({width_policy:\"fit\",height_policy:\"min\"}),h.set_sizing({width_policy:\"fit\",height_policy:\"min\"}),u.set_sizing({width_policy:\"min\",height_policy:\"fit\"}),p.set_sizing({width_policy:\"min\",height_policy:\"fit\"});const{_title_view:S}=this;null!=S&&(\"horizontal\"==s?(S.panel=new B.Panel(\"above\"),S.update_layout(),c.children.push(S.layout)):(S.panel=new B.Panel(\"left\"),S.update_layout(),u.children.push(S.layout)));const{panel:M}=this,O=null!=M&&s==M.orientation?M.side:\"horizontal\"==s?\"below\":\"right\",R=(()=>{switch(O){case\"above\":return c;case\"below\":return h;case\"left\":return u;case\"right\":return p}})(),{_axis_view:F}=this;if(F.panel=new B.Panel(O),F.update_layout(),R.children.push(F.layout),null!=this.panel){const t=new j.Grid([{layout:w,row:0,col:0}]);t.absolute=!0,\"horizontal\"==s?t.set_sizing({width_policy:\"max\",height_policy:\"min\"}):t.set_sizing({width_policy:\"min\",height_policy:\"max\"}),this.layout=t}else this.layout=this._inner_layout;const{visible:I}=this.model;this.layout.sizing.visible=I,this._set_canvas_image()}_render(){var t;const{ctx:e}=this.layer;e.save(),this._paint_bbox(e,this._inner_layout.bbox),this._paint_image(e,this._inner_layout.center_panel.bbox),null===(t=this._title_view)||void 0===t||t.render(),this._axis_view.render(),e.restore()}_paint_bbox(t,e){const{x:i,y:o}=e;let{width:n,height:a}=e;i+n>=this.parent.canvas_view.bbox.width&&(n-=1),o+a>=this.parent.canvas_view.bbox.height&&(a-=1),t.save(),this.visuals.background_fill.doit&&(this.visuals.background_fill.set_value(t),t.fillRect(i,o,n,a)),this.visuals.border_line.doit&&(this.visuals.border_line.set_value(t),t.strokeRect(i,o,n,a)),t.restore()}_paint_image(t,e){const{x:i,y:o,width:n,height:a}=e;t.save(),t.setImageSmoothingEnabled(!1),t.globalAlpha=this.model.scale_alpha,t.drawImage(this._image,i,o,n,a),this.visuals.bar_line.doit&&(this.visuals.bar_line.set_value(t),t.strokeRect(i,o,n,a)),t.restore()}serializable_state(){const t=super.serializable_state(),{children:e=[]}=t,i=(0,a.__rest)(t,[\"children\"]);return null!=this._title_view&&e.push(this._title_view.serializable_state()),e.push(this._axis_view.serializable_state()),Object.assign(Object.assign({},i),{children:e})}}i.ColorBarView=O,O.__name__=\"ColorBarView\";class R extends s.Annotation{constructor(t){super(t)}}i.ColorBar=R,r=R,R.__name__=\"ColorBar\",r.prototype.default_view=O,r.mixins([[\"major_label_\",k.Text],[\"title_\",k.Text],[\"major_tick_\",k.Line],[\"minor_tick_\",k.Line],[\"border_\",k.Line],[\"bar_\",k.Line],[\"background_\",k.Fill]]),r.define((({Alpha:t,Number:e,String:i,Tuple:o,Dict:n,Or:a,Ref:r,Auto:s,Nullable:l})=>({location:[a(y.Anchor,o(e,e)),\"top_right\"],orientation:[a(y.Orientation,s),\"auto\"],title:[l(i),null],title_standoff:[e,2],width:[a(e,s),\"auto\"],height:[a(e,s),\"auto\"],scale_alpha:[t,1],ticker:[a(r(h.Ticker),s),\"auto\"],formatter:[a(r(p.TickFormatter),s),\"auto\"],major_label_overrides:[n(a(i,r(x.BaseText))),{}],major_label_policy:[r(g.LabelingPolicy),()=>new g.NoOverlap],color_mapper:[r(d.ColorMapper)],label_standoff:[e,5],margin:[e,30],padding:[e,10],major_tick_in:[e,5],major_tick_out:[e,0],minor_tick_in:[e,0],minor_tick_out:[e,0]}))),r.override({background_fill_color:\"#ffffff\",background_fill_alpha:.95,bar_line_color:null,border_line_color:null,major_label_text_font_size:\"11px\",major_tick_line_color:\"#ffffff\",minor_tick_line_color:null,title_text_font_size:\"13px\",title_text_font_style:\"italic\"})},\n      function _(t,e,i,s,l){s();const o=t(1);var a;const n=t(119),r=t(20),c=t(120),h=(0,o.__importStar)(t(48));class _ extends n.TextAnnotationView{_get_location(){const t=this.model.offset,e=this.model.standoff/2;let i,s;const{bbox:l}=this.layout;switch(this.panel.side){case\"above\":case\"below\":switch(this.model.vertical_align){case\"top\":s=l.top+e;break;case\"middle\":s=l.vcenter;break;case\"bottom\":s=l.bottom-e}switch(this.model.align){case\"left\":i=l.left+t;break;case\"center\":i=l.hcenter;break;case\"right\":i=l.right-t}break;case\"left\":switch(this.model.vertical_align){case\"top\":i=l.left+e;break;case\"middle\":i=l.hcenter;break;case\"bottom\":i=l.right-e}switch(this.model.align){case\"left\":s=l.bottom-t;break;case\"center\":s=l.vcenter;break;case\"right\":s=l.top+t}break;case\"right\":switch(this.model.vertical_align){case\"top\":i=l.right-e;break;case\"middle\":i=l.hcenter;break;case\"bottom\":i=l.left+e}switch(this.model.align){case\"left\":s=l.top+t;break;case\"center\":s=l.vcenter;break;case\"right\":s=l.bottom-t}}return[i,s]}_render(){const{text:t}=this.model;if(null==t||0==t.length)return;this.model.text_baseline=this.model.vertical_align,this.model.text_align=this.model.align;const[e,i]=this._get_location(),s=this.panel.get_label_angle_heuristic(\"parallel\");(\"canvas\"==this.model.render_mode?this._canvas_text.bind(this):this._css_text.bind(this))(this.layer.ctx,t,e,i,s)}_get_size(){const{text:t}=this.model,e=new c.TextBox({text:t});e.visuals=this.visuals.text.values();const{width:i,height:s}=e.size();return{width:i,height:0==s?0:2+s+this.model.standoff}}}i.TitleView=_,_.__name__=\"TitleView\";class d extends n.TextAnnotation{constructor(t){super(t)}}i.Title=d,a=d,d.__name__=\"Title\",a.prototype.default_view=_,a.mixins([h.Text,[\"border_\",h.Line],[\"background_\",h.Fill]]),a.define((({Number:t,String:e})=>({text:[e,\"\"],vertical_align:[r.VerticalAlign,\"bottom\"],align:[r.TextAlign,\"left\"],offset:[t,0],standoff:[t,10]}))),a.prototype._props.text_align.options.internal=!0,a.prototype._props.text_baseline.options.internal=!0,a.override({text_font_size:\"13px\",text_font_style:\"bold\",text_line_height:1,background_fill_color:null,border_line_color:null})},\n      function _(e,t,s,i,l){var n;i();const o=e(40),a=e(43),r=e(20),d=e(120),u=e(123),c=e(11);class h extends o.AnnotationView{update_layout(){const{panel:e}=this;this.layout=null!=e?new u.SideLayout(e,(()=>this.get_size()),!0):void 0}initialize(){super.initialize(),\"css\"==this.model.render_mode&&(this.el=(0,a.div)(),this.plot_view.canvas_view.add_overlay(this.el))}remove(){null!=this.el&&(0,a.remove)(this.el),super.remove()}connect_signals(){super.connect_signals(),\"css\"==this.model.render_mode?this.connect(this.model.change,(()=>this.render())):this.connect(this.model.change,(()=>this.request_render()))}render(){this.model.visible||\"css\"!=this.model.render_mode||(0,a.undisplay)(this.el),super.render()}_canvas_text(e,t,s,i,l){const n=new d.TextBox({text:t});n.angle=l,n.position={sx:s,sy:i},n.visuals=this.visuals.text.values();const{background_fill:o,border_line:a}=this.visuals;if(o.doit||a.doit){const{p0:t,p1:s,p2:i,p3:l}=n.rect();e.beginPath(),e.moveTo(t.x,t.y),e.lineTo(s.x,s.y),e.lineTo(i.x,i.y),e.lineTo(l.x,l.y),e.closePath(),this.visuals.background_fill.apply(e),this.visuals.border_line.apply(e)}this.visuals.text.doit&&n.paint(e)}_css_text(e,t,s,i,l){const{el:n}=this;(0,c.assert)(null!=n),(0,a.undisplay)(n),n.textContent=t,this.visuals.text.set_value(e),n.style.position=\"absolute\",n.style.left=`${s}px`,n.style.top=`${i}px`,n.style.color=e.fillStyle,n.style.font=e.font,n.style.lineHeight=\"normal\",n.style.whiteSpace=\"pre\";const[o,r]=(()=>{switch(this.visuals.text.text_align.get_value()){case\"left\":return[\"left\",\"0%\"];case\"center\":return[\"center\",\"-50%\"];case\"right\":return[\"right\",\"-100%\"]}})(),[d,u]=(()=>{switch(this.visuals.text.text_baseline.get_value()){case\"top\":return[\"top\",\"0%\"];case\"middle\":return[\"center\",\"-50%\"];case\"bottom\":return[\"bottom\",\"-100%\"];default:return[\"center\",\"-50%\"]}})();let h=`translate(${r}, ${u})`;l&&(h+=`rotate(${l}rad)`),n.style.transformOrigin=`${o} ${d}`,n.style.transform=h,this.layout,this.visuals.background_fill.doit&&(this.visuals.background_fill.set_value(e),n.style.backgroundColor=e.fillStyle),this.visuals.border_line.doit&&(this.visuals.border_line.set_value(e),n.style.borderStyle=e.lineDash.length<2?\"solid\":\"dashed\",n.style.borderWidth=`${e.lineWidth}px`,n.style.borderColor=e.strokeStyle),(0,a.display)(n)}}s.TextAnnotationView=h,h.__name__=\"TextAnnotationView\";class _ extends o.Annotation{constructor(e){super(e)}}s.TextAnnotation=_,n=_,_.__name__=\"TextAnnotation\",n.define((()=>({render_mode:[r.RenderMode,\"canvas\"]})))},\n      function _(t,e,s,i,n){i();const h=t(65),o=t(121),r=t(9),a=t(8),c=t(122),_=t(22);s.text_width=(()=>{const t=document.createElement(\"canvas\").getContext(\"2d\");let e=\"\";return(s,i)=>(i!=e&&(e=i,t.font=i),t.measureText(s).width)})();class l{constructor(){this._position={sx:0,sy:0},this.font_size_scale=1,this.align=\"left\",this._base_font_size=13,this._x_anchor=\"left\",this._y_anchor=\"center\"}set base_font_size(t){null!=t&&(this._base_font_size=t)}get base_font_size(){return this._base_font_size}set position(t){this._position=t}get position(){return this._position}infer_text_height(){return\"ascent_descent\"}bbox(){const{p0:t,p1:e,p2:s,p3:i}=this.rect(),n=Math.min(t.x,e.x,s.x,i.x),o=Math.min(t.y,e.y,s.y,i.y),r=Math.max(t.x,e.x,s.x,i.x),a=Math.max(t.y,e.y,s.y,i.y);return new h.BBox({left:n,right:r,top:o,bottom:a})}size(){const{width:t,height:e}=this._size(),{angle:s}=this;if(s){const i=Math.cos(Math.abs(s)),n=Math.sin(Math.abs(s));return{width:Math.abs(t*i+e*n),height:Math.abs(t*n+e*i)}}return{width:t,height:e}}rect(){const t=this._rect(),{angle:e}=this;if(e){const{sx:s,sy:i}=this.position,n=new c.AffineTransform;return n.translate(s,i),n.rotate(e),n.translate(-s,-i),n.apply_rect(t)}return t}paint_rect(t){const{p0:e,p1:s,p2:i,p3:n}=this.rect();t.save(),t.strokeStyle=\"red\",t.lineWidth=1,t.beginPath();const{round:h}=Math;t.moveTo(h(e.x),h(e.y)),t.lineTo(h(s.x),h(s.y)),t.lineTo(h(i.x),h(i.y)),t.lineTo(h(n.x),h(n.y)),t.closePath(),t.stroke(),t.restore()}paint_bbox(t){const{x:e,y:s,width:i,height:n}=this.bbox();t.save(),t.strokeStyle=\"blue\",t.lineWidth=1,t.beginPath();const{round:h}=Math;t.moveTo(h(e),h(s)),t.lineTo(h(e),h(s+n)),t.lineTo(h(e+i),h(s+n)),t.lineTo(h(e+i),h(s)),t.closePath(),t.stroke(),t.restore()}}s.GraphicsBox=l,l.__name__=\"GraphicsBox\";class x extends l{constructor({text:t}){super(),this.text=t}set visuals(t){const e=t.color,s=t.alpha,i=t.font_style;let n=t.font_size;const h=t.font,{font_size_scale:r,base_font_size:a}=this,c=(0,o.parse_css_font_size)(n);if(null!=c){let{value:t,unit:e}=c;t*=r,\"em\"==e&&a&&(t*=a,e=\"px\"),n=`${t}${e}`}const l=`${i} ${n} ${h}`;this.font=l,this.color=(0,_.color2css)(e,s),this.line_height=t.line_height;const x=t.align;this._x_anchor=x;const u=t.baseline;this._y_anchor=(()=>{switch(u){case\"top\":return\"top\";case\"middle\":return\"center\";case\"bottom\":return\"bottom\";default:return\"baseline\"}})()}infer_text_height(){if(this.text.includes(\"\\n\"))return\"ascent_descent\";{function t(t){for(const e of new Set(t))if(!(\"0\"<=e&&e<=\"9\"))switch(e){case\",\":case\".\":case\"+\":case\"-\":case\"\\u2212\":case\"e\":continue;default:return!1}return!0}return t(this.text)?\"cap\":\"ascent_descent\"}}_text_line(t){var e;const s=null!==(e=this.text_height_metric)&&void 0!==e?e:this.infer_text_height(),i=(()=>{switch(s){case\"x\":case\"x_descent\":return t.x_height;case\"cap\":case\"cap_descent\":return t.cap_height;case\"ascent\":case\"ascent_descent\":return t.ascent}})(),n=(()=>{switch(s){case\"x\":case\"cap\":case\"ascent\":return 0;case\"x_descent\":case\"cap_descent\":case\"ascent_descent\":return t.descent}})();return{height:i+n,ascent:i,descent:n}}get nlines(){return this.text.split(\"\\n\").length}_size(){var t,e;const{font:i}=this,n=(0,o.font_metrics)(i),h=(this.line_height-1)*n.height,a=\"\"==this.text,c=this.text.split(\"\\n\"),_=c.length,l=c.map((t=>(0,s.text_width)(t,i))),x=this._text_line(n).height*_,u=\"%\"==(null===(t=this.width)||void 0===t?void 0:t.unit)?this.width.value:1,p=\"%\"==(null===(e=this.height)||void 0===e?void 0:e.unit)?this.height.value:1;return{width:(0,r.max)(l)*u,height:a?0:(x+h*(_-1))*p,metrics:n}}_computed_position(t,e,s){const{width:i,height:n}=t,{sx:h,sy:o,x_anchor:r=this._x_anchor,y_anchor:c=this._y_anchor}=this.position;return{x:h-(()=>{if((0,a.isNumber)(r))return r*i;switch(r){case\"left\":return 0;case\"center\":return.5*i;case\"right\":return i}})(),y:o-(()=>{var t;if((0,a.isNumber)(c))return c*n;switch(c){case\"top\":return 0;case\"center\":return.5*n;case\"bottom\":return n;case\"baseline\":if(1!=s)return.5*n;switch(null!==(t=this.text_height_metric)&&void 0!==t?t:this.infer_text_height()){case\"x\":case\"x_descent\":return e.x_height;case\"cap\":case\"cap_descent\":return e.cap_height;case\"ascent\":case\"ascent_descent\":return e.ascent}}})()}}_rect(){const{width:t,height:e,metrics:s}=this._size(),i=this.text.split(\"\\n\").length,{x:n,y:o}=this._computed_position({width:t,height:e},s,i);return new h.BBox({x:n,y:o,width:t,height:e}).rect}paint(t){var e,i;const{font:n}=this,h=(0,o.font_metrics)(n),a=(this.line_height-1)*h.height,c=this.text.split(\"\\n\"),_=c.length,l=c.map((t=>(0,s.text_width)(t,n))),x=this._text_line(h),u=x.height*_,p=\"%\"==(null===(e=this.width)||void 0===e?void 0:e.unit)?this.width.value:1,f=\"%\"==(null===(i=this.height)||void 0===i?void 0:i.unit)?this.height.value:1,g=(0,r.max)(l)*p,d=(u+a*(_-1))*f;t.save(),t.fillStyle=this.color,t.font=this.font,t.textAlign=\"left\",t.textBaseline=\"alphabetic\";const{sx:b,sy:m}=this.position,{align:y}=this,{angle:w}=this;w&&(t.translate(b,m),t.rotate(w),t.translate(-b,-m));let{x:v,y:z}=this._computed_position({width:g,height:d},h,_);if(\"justify\"==y)for(let e=0;e<_;e++){let i=v;const h=c[e].split(\" \"),o=h.length,_=h.map((t=>(0,s.text_width)(t,n))),l=(g-(0,r.sum)(_))/(o-1);for(let e=0;e<o;e++)t.fillText(h[e],i,z),i+=_[e]+l;z+=x.height+a}else for(let e=0;e<_;e++){const s=v+(()=>{switch(y){case\"left\":return 0;case\"center\":return.5*(g-l[e]);case\"right\":return g-l[e]}})();t.fillStyle=this.color,t.fillText(c[e],s,z+x.ascent),z+=x.height+a}t.restore()}}s.TextBox=x,x.__name__=\"TextBox\";class u extends l{constructor(t,e){super(),this.base=t,this.expo=e}get children(){return[this.base,this.expo]}set base_font_size(t){super.base_font_size=t,this.base.base_font_size=t,this.expo.base_font_size=t}set position(t){this._position=t;const e=this.base.size(),s=this.expo.size(),i=this._shift_scale()*e.height,n=Math.max(e.height,i+s.height);this.base.position={sx:0,x_anchor:\"left\",sy:n,y_anchor:\"bottom\"},this.expo.position={sx:e.width,x_anchor:\"left\",sy:i,y_anchor:\"bottom\"}}get position(){return this._position}set visuals(t){this.expo.font_size_scale=.7,this.base.visuals=t,this.expo.visuals=t}_shift_scale(){if(this.base instanceof x&&1==this.base.nlines){const{x_height:t,cap_height:e}=(0,o.font_metrics)(this.base.font);return t/e}return 2/3}infer_text_height(){return this.base.infer_text_height()}_rect(){const t=this.base.bbox(),e=this.expo.bbox(),s=t.union(e),{x:i,y:n}=this._computed_position();return s.translate(i,n).rect}_size(){const t=this.base.size(),e=this.expo.size();return{width:t.width+e.width,height:Math.max(t.height,this._shift_scale()*t.height+e.height)}}paint(t){t.save();const{angle:e}=this;if(e){const{sx:s,sy:i}=this.position;t.translate(s,i),t.rotate(e),t.translate(-s,-i)}const{x:s,y:i}=this._computed_position();t.translate(s,i),this.base.paint(t),this.expo.paint(t),t.restore()}paint_bbox(t){super.paint_bbox(t);const{x:e,y:s}=this._computed_position();t.save(),t.translate(e,s);for(const e of this.children)e.paint_bbox(t);t.restore()}_computed_position(){const{width:t,height:e}=this._size(),{sx:s,sy:i,x_anchor:n=this._x_anchor,y_anchor:h=this._y_anchor}=this.position;return{x:s-(()=>{if((0,a.isNumber)(n))return n*t;switch(n){case\"left\":return 0;case\"center\":return.5*t;case\"right\":return t}})(),y:i-(()=>{if((0,a.isNumber)(h))return h*e;switch(h){case\"top\":return 0;case\"center\":return.5*e;case\"bottom\":return e;case\"baseline\":return.5*e}})()}}}s.BaseExpo=u,u.__name__=\"BaseExpo\";class p{constructor(t){this.items=t}set base_font_size(t){for(const e of this.items)e.base_font_size=t}get length(){return this.items.length}set visuals(t){for(const e of this.items)e.visuals=t;const e={x:0,cap:1,ascent:2,x_descent:3,cap_descent:4,ascent_descent:5},s=(0,r.max_by)(this.items.map((t=>t.infer_text_height())),(t=>e[t]));for(const t of this.items)t.text_height_metric=s}set angle(t){for(const e of this.items)e.angle=t}max_size(){let t=0,e=0;for(const s of this.items){const i=s.size();t=Math.max(t,i.width),e=Math.max(e,i.height)}return{width:t,height:e}}}s.GraphicsBoxes=p,p.__name__=\"GraphicsBoxes\"},\n      function _(t,e,n,r,l){r();const a=t(11),c=(()=>{try{return\"undefined\"!=typeof OffscreenCanvas&&null!=new OffscreenCanvas(0,0).getContext(\"2d\")}catch(t){return!1}})()?(t,e)=>new OffscreenCanvas(t,e):(t,e)=>{const n=document.createElement(\"canvas\");return n.width=t,n.height=e,n},o=(()=>{const t=c(0,0).getContext(\"2d\");return e=>{t.font=e;const n=t.measureText(\"M\"),r=t.measureText(\"x\"),l=t.measureText(\"\\xc5\\u015ag|\"),c=l.fontBoundingBoxAscent,o=l.fontBoundingBoxDescent;if(null!=c&&null!=o)return{height:c+o,ascent:c,descent:o,cap_height:n.actualBoundingBoxAscent,x_height:r.actualBoundingBoxAscent};const s=l.actualBoundingBoxAscent,u=l.actualBoundingBoxDescent;if(null!=s&&null!=u)return{height:s+u,ascent:s,descent:u,cap_height:n.actualBoundingBoxAscent,x_height:r.actualBoundingBoxAscent};(0,a.unreachable)()}})(),s=(()=>{const t=c(0,0).getContext(\"2d\");return(e,n)=>{t.font=n;const r=t.measureText(e),l=r.actualBoundingBoxAscent,c=r.actualBoundingBoxDescent;if(null!=l&&null!=c)return{width:r.width,height:l+c,ascent:l,descent:c};(0,a.unreachable)()}})(),u=(()=>{const t=document.createElement(\"canvas\"),e=t.getContext(\"2d\");let n=-1,r=-1;return(l,a=1)=>{e.font=l;const{width:c}=e.measureText(\"M\"),o=c*a,s=Math.ceil(o),u=Math.ceil(2*o),i=Math.ceil(1.5*o);n<s&&(n=s,t.width=s),r<u&&(r=u,t.height=u),e.save(),e.scale(a,a),e.fillStyle=\"#f00\",e.fillRect(0,0,s,u);const f=t=>{let e=0;for(let n=0;n<=i;n++)for(let r=0;r<s;r++,e+=4)if(255!=t[e])return i-n;return 0};e.font=l,e.fillStyle=\"#000\";for(const t of\"xa\")e.fillText(t,0,i/a);const{data:h}=e.getImageData(0,0,s,u),g=f(h)/a;for(const t of\"ASQ\")e.fillText(t,0,i/a);const{data:d}=e.getImageData(0,0,s,u),x=f(d)/a;for(const t of\"\\xc5\\u015agy\")e.fillText(t,0,i/a);const{data:m}=e.getImageData(0,0,s,u),B=f(m)/a,w=(t=>{let e=t.length-4;for(let n=u;n>=i;n--)for(let r=0;r<s;r++,e-=4)if(255!=t[e])return n-i;return 0})(m)/a;return e.restore(),{height:B+w,ascent:B,cap_height:x,x_height:g,descent:w}}})(),i=(()=>{const t=document.createElement(\"canvas\"),e=t.getContext(\"2d\");let n=-1,r=-1;return(l,a,c=1)=>{e.font=a;const{width:o}=e.measureText(\"M\"),s=o*c,u=Math.ceil(s),i=Math.ceil(2*s),f=Math.ceil(1.5*s);(n<u||r<i)&&(n=u,t.width=u,r=i,t.height=i),e.save(),e.scale(c,c),e.fillStyle=\"#f00\",e.fillRect(0,0,u,i);e.font=a,e.fillStyle=\"#000\",e.fillText(l,0,f/c);const h=e.measureText(l),{data:g}=e.getImageData(0,0,u,i),d=(t=>{let e=0;for(let n=0;n<=f;n++)for(let r=0;r<u;r++,e+=4)if(255!=t[e])return f-n;return 0})(g)/c,x=(t=>{let e=t.length-4;for(let n=i;n>=f;n--)for(let r=0;r<u;r++,e-=4)if(255!=t[e])return n-f;return 0})(g)/c;return e.restore(),{width:h.width,height:d+x,ascent:d,descent:x}}})(),f=(()=>{try{return o(\"normal 10px sans-serif\"),o}catch(t){return u}})(),h=(()=>{try{return s(\"A\",\"normal 10px sans-serif\"),s}catch(t){return i}})(),g=new Map;function d(t){let e=g.get(t);return null==e&&(e={font:f(t),glyphs:new Map},g.set(t,e)),e.font}n.font_metrics=d,n.glyph_metrics=function(t,e){let n=g.get(e);null==n&&(d(e),n=g.get(e));let r=n.glyphs.get(t);return null==r&&(r=h(t,e),n.glyphs.set(t,r)),r},n.parse_css_font_size=function(t){const e=t.match(/^\\s*(\\d+(\\.\\d+)?)(\\w+)\\s*$/);if(null!=e){const[,t,,n]=e,r=Number(t);if(isFinite(r))return{value:r,unit:n}}return null}},\n      function _(t,s,r,n,i){n();const{sin:e,cos:a}=Math;class h{constructor(t=1,s=0,r=0,n=1,i=0,e=0){this.a=t,this.b=s,this.c=r,this.d=n,this.e=i,this.f=e}toString(){const{a:t,b:s,c:r,d:n,e:i,f:e}=this;return`matrix(${t}, ${s}, ${r}, ${n}, ${i}, ${e})`}static from_DOMMatrix(t){const{a:s,b:r,c:n,d:i,e,f:a}=t;return new h(s,r,n,i,e,a)}to_DOMMatrix(){const{a:t,b:s,c:r,d:n,e:i,f:e}=this;return new DOMMatrix([t,s,r,n,i,e])}clone(){const{a:t,b:s,c:r,d:n,e:i,f:e}=this;return new h(t,s,r,n,i,e)}get is_identity(){const{a:t,b:s,c:r,d:n,e:i,f:e}=this;return 1==t&&0==s&&0==r&&1==n&&0==i&&0==e}apply_point(t){const[s,r]=this.apply(t.x,t.y);return{x:s,y:r}}apply_rect(t){return{p0:this.apply_point(t.p0),p1:this.apply_point(t.p1),p2:this.apply_point(t.p2),p3:this.apply_point(t.p3)}}apply(t,s){const{a:r,b:n,c:i,d:e,e:a,f:h}=this;return[r*t+i*s+a,n*t+e*s+h]}iv_apply(t,s){const{a:r,b:n,c:i,d:e,e:a,f:h}=this,c=t.length;for(let o=0;o<c;o++){const c=t[o],p=s[o];t[o]=r*c+i*p+a,s[o]=n*c+e*p+h}}transform(t,s,r,n,i,e){const{a,b:h,c,d:o,e:p,f}=this;return this.a=a*t+c*s,this.c=a*r+c*n,this.e=a*i+c*e+p,this.b=h*t+o*s,this.d=h*r+o*n,this.f=h*i+o*e+f,this}translate(t,s){return this.transform(1,0,0,1,t,s)}scale(t,s){return this.transform(t,0,0,s,0,0)}skew(t,s){return this.transform(1,s,t,1,0,0)}rotate(t){const s=e(t),r=a(t);return this.transform(r,s,-s,r,0,0)}rotate_ccw(t){return this.rotate(-t)}translate_x(t){return this.translate(t,0)}translate_y(t){return this.translate(0,t)}flip(){return this.scale(-1,-1)}flip_x(){return this.scale(1,-1)}flip_y(){return this.scale(-1,1)}}r.AffineTransform=h,h.__name__=\"AffineTransform\"},\n      function _(t,e,i,l,r){l();const a=t(124),o=t(125),n=t(8),h=Math.PI/2,s={above:{parallel:0,normal:-h,horizontal:0,vertical:-h},below:{parallel:0,normal:h,horizontal:0,vertical:h},left:{parallel:-h,normal:0,horizontal:0,vertical:-h},right:{parallel:h,normal:0,horizontal:0,vertical:h}},c={above:{parallel:\"bottom\",normal:\"center\",horizontal:\"bottom\",vertical:\"center\"},below:{parallel:\"top\",normal:\"center\",horizontal:\"top\",vertical:\"center\"},left:{parallel:\"bottom\",normal:\"center\",horizontal:\"center\",vertical:\"bottom\"},right:{parallel:\"bottom\",normal:\"center\",horizontal:\"center\",vertical:\"bottom\"}},g={above:{parallel:\"center\",normal:\"left\",horizontal:\"center\",vertical:\"left\"},below:{parallel:\"center\",normal:\"left\",horizontal:\"center\",vertical:\"left\"},left:{parallel:\"center\",normal:\"right\",horizontal:\"right\",vertical:\"center\"},right:{parallel:\"center\",normal:\"left\",horizontal:\"left\",vertical:\"center\"}},_={above:\"right\",below:\"left\",left:\"right\",right:\"left\"},b={above:\"left\",below:\"right\",left:\"right\",right:\"left\"};class z{constructor(t){this.side=t}get dimension(){return\"above\"==this.side||\"below\"==this.side?0:1}get normals(){switch(this.side){case\"above\":return[0,-1];case\"below\":return[0,1];case\"left\":return[-1,0];case\"right\":return[1,0]}}get orientation(){return this.is_horizontal?\"horizontal\":\"vertical\"}get is_horizontal(){return 0==this.dimension}get is_vertical(){return 1==this.dimension}get_label_text_heuristics(t){const{side:e}=this;return(0,n.isString)(t)?{vertical_align:c[e][t],align:g[e][t]}:{vertical_align:\"center\",align:(t<0?_:b)[e]}}get_label_angle_heuristic(t){return(0,n.isString)(t)?s[this.side][t]:-t}}i.Panel=z,z.__name__=\"Panel\";class m extends o.ContentLayoutable{constructor(t,e,i=!1){super(),this.panel=t,this.get_size=e,this.rotate=i,this.panel.is_horizontal?this.set_sizing({width_policy:\"max\",height_policy:\"fixed\"}):this.set_sizing({width_policy:\"fixed\",height_policy:\"max\"})}_content_size(){const{width:t,height:e}=this.get_size();return!this.rotate||this.panel.is_horizontal?new a.Sizeable({width:t,height:e}):new a.Sizeable({width:e,height:t})}has_size_changed(){const{width:t,height:e}=this._content_size();return this.panel.is_horizontal?this.bbox.height!=e:this.bbox.width!=t}}i.SideLayout=m,m.__name__=\"SideLayout\"},\n      function _(h,t,i,e,w){e();const n=h(21),{min:d,max:s}=Math;class g{constructor(h={}){this.width=null!=h.width?h.width:0,this.height=null!=h.height?h.height:0}bounded_to({width:h,height:t}){return new g({width:this.width==1/0&&null!=h?h:this.width,height:this.height==1/0&&null!=t?t:this.height})}expanded_to({width:h,height:t}){return new g({width:h!=1/0?s(this.width,h):this.width,height:t!=1/0?s(this.height,t):this.height})}expand_to({width:h,height:t}){this.width=s(this.width,h),this.height=s(this.height,t)}narrowed_to({width:h,height:t}){return new g({width:d(this.width,h),height:d(this.height,t)})}narrow_to({width:h,height:t}){this.width=d(this.width,h),this.height=d(this.height,t)}grow_by({left:h,right:t,top:i,bottom:e}){const w=this.width+h+t,n=this.height+i+e;return new g({width:w,height:n})}shrink_by({left:h,right:t,top:i,bottom:e}){const w=s(this.width-h-t,0),n=s(this.height-i-e,0);return new g({width:w,height:n})}map(h,t){return new g({width:h(this.width),height:(null!=t?t:h)(this.height)})}}i.Sizeable=g,g.__name__=\"Sizeable\",i.SizingPolicy=(0,n.Enum)(\"fixed\",\"fit\",\"min\",\"max\")},\n      function _(i,t,h,e,n){e();const s=i(124),r=i(65),g=i(8),{min:l,max:a,round:_}=Math;class o{constructor(){this.absolute=!1,this._bbox=new r.BBox,this._inner_bbox=new r.BBox,this._dirty=!1,this._handlers=[]}*[Symbol.iterator](){}get bbox(){return this._bbox}get inner_bbox(){return this._inner_bbox}get sizing(){return this._sizing}set visible(i){this._sizing.visible=i,this._dirty=!0}set_sizing(i){var t,h,e,n,s;const r=null!==(t=i.width_policy)&&void 0!==t?t:\"fit\",g=i.width,l=i.min_width,a=i.max_width,_=null!==(h=i.height_policy)&&void 0!==h?h:\"fit\",o=i.height,d=i.min_height,u=i.max_height,c=i.aspect,w=null!==(e=i.margin)&&void 0!==e?e:{top:0,right:0,bottom:0,left:0},m=!1!==i.visible,x=null!==(n=i.halign)&&void 0!==n?n:\"start\",b=null!==(s=i.valign)&&void 0!==s?s:\"start\";this._sizing={width_policy:r,min_width:l,width:g,max_width:a,height_policy:_,min_height:d,height:o,max_height:u,aspect:c,margin:w,visible:m,halign:x,valign:b,size:{width:g,height:o}},this._init()}_init(){}_set_geometry(i,t){this._bbox=i,this._inner_bbox=t}set_geometry(i,t){const{fixup_geometry:h}=this;null!=h&&([i,t]=h(i,t)),this._set_geometry(i,null!=t?t:i);for(const i of this._handlers)i(this._bbox,this._inner_bbox)}on_resize(i){this._handlers.push(i)}is_width_expanding(){return\"max\"==this.sizing.width_policy}is_height_expanding(){return\"max\"==this.sizing.height_policy}apply_aspect(i,{width:t,height:h}){const{aspect:e}=this.sizing;if(null!=e){const{width_policy:n,height_policy:s}=this.sizing,r=(i,t)=>{const h={max:4,fit:3,min:2,fixed:1};return h[i]>h[t]};if(\"fixed\"!=n&&\"fixed\"!=s)if(n==s){const n=t,s=_(t/e),r=_(h*e),g=h;Math.abs(i.width-n)+Math.abs(i.height-s)<=Math.abs(i.width-r)+Math.abs(i.height-g)?(t=n,h=s):(t=r,h=g)}else r(n,s)?h=_(t/e):t=_(h*e);else\"fixed\"==n?h=_(t/e):\"fixed\"==s&&(t=_(h*e))}return{width:t,height:h}}measure(i){if(!this.sizing.visible)return{width:0,height:0};const t=i=>\"fixed\"==this.sizing.width_policy&&null!=this.sizing.width?this.sizing.width:i,h=i=>\"fixed\"==this.sizing.height_policy&&null!=this.sizing.height?this.sizing.height:i,e=new s.Sizeable(i).shrink_by(this.sizing.margin).map(t,h),n=this._measure(e),r=this.clip_size(n,e),g=t(r.width),l=h(r.height),a=this.apply_aspect(e,{width:g,height:l});return Object.assign(Object.assign({},n),a)}compute(i={}){const t=this.measure({width:null!=i.width&&this.is_width_expanding()?i.width:1/0,height:null!=i.height&&this.is_height_expanding()?i.height:1/0}),{width:h,height:e}=t,n=new r.BBox({left:0,top:0,width:h,height:e});let s;if(null!=t.inner){const{left:i,top:n,right:g,bottom:l}=t.inner;s=new r.BBox({left:i,top:n,right:h-g,bottom:e-l})}this.set_geometry(n,s)}get xview(){return this.bbox.xview}get yview(){return this.bbox.yview}clip_size(i,t){function h(i,t,h,e){return null==h?h=0:(0,g.isNumber)(h)||(h=Math.round(h.percent*t)),null==e?e=1/0:(0,g.isNumber)(e)||(e=Math.round(e.percent*t)),a(h,l(i,e))}return{width:h(i.width,t.width,this.sizing.min_width,this.sizing.max_width),height:h(i.height,t.height,this.sizing.min_height,this.sizing.max_height)}}has_size_changed(){const{_dirty:i}=this;return this._dirty=!1,i}}h.Layoutable=o,o.__name__=\"Layoutable\";class d extends o{_measure(i){const{width_policy:t,height_policy:h}=this.sizing;return{width:(()=>{const{width:h}=this.sizing;if(i.width==1/0)return null!=h?h:0;switch(t){case\"fixed\":return null!=h?h:0;case\"min\":return null!=h?l(i.width,h):0;case\"fit\":return null!=h?l(i.width,h):i.width;case\"max\":return null!=h?a(i.width,h):i.width}})(),height:(()=>{const{height:t}=this.sizing;if(i.height==1/0)return null!=t?t:0;switch(h){case\"fixed\":return null!=t?t:0;case\"min\":return null!=t?l(i.height,t):0;case\"fit\":return null!=t?l(i.height,t):i.height;case\"max\":return null!=t?a(i.height,t):i.height}})()}}}h.LayoutItem=d,d.__name__=\"LayoutItem\";class u extends o{_measure(i){const t=this._content_size(),h=i.bounded_to(this.sizing.size).bounded_to(t);return{width:(()=>{switch(this.sizing.width_policy){case\"fixed\":return null!=this.sizing.width?this.sizing.width:t.width;case\"min\":return t.width;case\"fit\":return h.width;case\"max\":return Math.max(t.width,h.width)}})(),height:(()=>{switch(this.sizing.height_policy){case\"fixed\":return null!=this.sizing.height?this.sizing.height:t.height;case\"min\":return t.height;case\"fit\":return h.height;case\"max\":return Math.max(t.height,h.height)}})()}}}h.ContentLayoutable=u,u.__name__=\"ContentLayoutable\"},\n      function _(e,t,s,a,_){a();const r=e(62),n=e(61),g=e(58),i=e(63),c=e(67),h=e(65),l=e(13),o=e(11);class x{constructor(e,t,s,a,_={},r={},n={},g={}){this.in_x_scale=e,this.in_y_scale=t,this.x_range=s,this.y_range=a,this.extra_x_ranges=_,this.extra_y_ranges=r,this.extra_x_scales=n,this.extra_y_scales=g,this._bbox=new h.BBox,(0,o.assert)(null==e.source_range&&null==e.target_range),(0,o.assert)(null==t.source_range&&null==t.target_range),this._configure_scales()}get bbox(){return this._bbox}_get_ranges(e,t){return new Map((0,l.entries)(Object.assign(Object.assign({},t),{default:e})))}_get_scales(e,t,s,a){var _;const g=new Map((0,l.entries)(Object.assign(Object.assign({},t),{default:e}))),h=new Map;for(const[t,l]of s){if(l instanceof c.FactorRange!=e instanceof r.CategoricalScale)throw new Error(`Range ${l.type} is incompatible is Scale ${e.type}`);e instanceof n.LogScale&&l instanceof i.DataRange1d&&(l.scale_hint=\"log\");const s=(null!==(_=g.get(t))&&void 0!==_?_:e).clone();s.setv({source_range:l,target_range:a}),h.set(t,s)}return h}_configure_frame_ranges(){const{bbox:e}=this;this._x_target=new g.Range1d({start:e.left,end:e.right}),this._y_target=new g.Range1d({start:e.bottom,end:e.top})}_configure_scales(){this._configure_frame_ranges(),this._x_ranges=this._get_ranges(this.x_range,this.extra_x_ranges),this._y_ranges=this._get_ranges(this.y_range,this.extra_y_ranges),this._x_scales=this._get_scales(this.in_x_scale,this.extra_x_scales,this._x_ranges,this._x_target),this._y_scales=this._get_scales(this.in_y_scale,this.extra_y_scales,this._y_ranges,this._y_target)}_update_scales(){this._configure_frame_ranges();for(const[,e]of this._x_scales)e.target_range=this._x_target;for(const[,e]of this._y_scales)e.target_range=this._y_target}set_geometry(e){this._bbox=e,this._update_scales()}get x_target(){return this._x_target}get y_target(){return this._y_target}get x_ranges(){return this._x_ranges}get y_ranges(){return this._y_ranges}get x_scales(){return this._x_scales}get y_scales(){return this._y_scales}get x_scale(){return this._x_scales.get(\"default\")}get y_scale(){return this._y_scales.get(\"default\")}get xscales(){return(0,l.to_object)(this.x_scales)}get yscales(){return(0,l.to_object)(this.y_scales)}}s.CartesianFrame=x,x.__name__=\"CartesianFrame\"},\n      function _(i,s,x,A,o){A(),o(\"Axis\",i(128).Axis),o(\"CategoricalAxis\",i(140).CategoricalAxis),o(\"ContinuousAxis\",i(143).ContinuousAxis),o(\"DatetimeAxis\",i(144).DatetimeAxis),o(\"LinearAxis\",i(145).LinearAxis),o(\"LogAxis\",i(162).LogAxis),o(\"MercatorAxis\",i(165).MercatorAxis)},\n      function _(t,e,i,s,a){s();const o=t(1);var l;const n=t(129),_=t(130),r=t(131),h=t(132),c=(0,o.__importStar)(t(48)),b=t(20),u=t(24),m=t(123),d=t(9),x=t(13),f=t(8),g=t(120),p=t(67),v=t(133),w=t(113),j=t(11),k=t(8),y=t(134),{abs:z}=Math;class M extends n.GuideRendererView{constructor(){super(...arguments),this._axis_label_view=null,this._major_label_views=new Map}async lazy_initialize(){await super.lazy_initialize(),await this._init_axis_label(),await this._init_major_labels()}async _init_axis_label(){const{axis_label:t}=this.model;if(null!=t){const e=(0,k.isString)(t)?(0,y.parse_delimited_string)(t):t;this._axis_label_view=await(0,w.build_view)(e,{parent:this})}else this._axis_label_view=null}async _init_major_labels(){const{major_label_overrides:t}=this.model;for(const[e,i]of(0,x.entries)(t)){const t=(0,k.isString)(i)?(0,y.parse_delimited_string)(i):i;this._major_label_views.set(e,await(0,w.build_view)(t,{parent:this}))}}update_layout(){this.layout=new m.SideLayout(this.panel,(()=>this.get_size()),!0),this.layout.on_resize((()=>this._coordinates=void 0))}get_size(){const{visible:t,fixed_location:e}=this.model;if(t&&null==e&&this.is_renderable){const{extents:t}=this;return{width:0,height:Math.round(t.tick+t.tick_label+t.axis_label)}}return{width:0,height:0}}get is_renderable(){const[t,e]=this.ranges;return t.is_valid&&e.is_valid}_render(){var t;if(!this.is_renderable)return;const{tick_coords:e,extents:i}=this,s=this.layer.ctx;s.save(),this._draw_rule(s,i),this._draw_major_ticks(s,i,e),this._draw_minor_ticks(s,i,e),this._draw_major_labels(s,i,e),this._draw_axis_label(s,i,e),null===(t=this._paint)||void 0===t||t.call(this,s,i,e),s.restore()}connect_signals(){super.connect_signals();const{axis_label:t,major_label_overrides:e}=this.model.properties;this.on_change(t,(async()=>{var t;null===(t=this._axis_label_view)||void 0===t||t.remove(),await this._init_axis_label()})),this.on_change(e,(async()=>{for(const t of this._major_label_views.values())t.remove();await this._init_major_labels()})),this.connect(this.model.change,(()=>this.plot_view.request_layout()))}get needs_clip(){return null!=this.model.fixed_location}_draw_rule(t,e){if(!this.visuals.axis_line.doit)return;const[i,s]=this.rule_coords,[a,o]=this.coordinates.map_to_screen(i,s),[l,n]=this.normals,[_,r]=this.offsets;this.visuals.axis_line.set_value(t),t.beginPath();for(let e=0;e<a.length;e++){const i=Math.round(a[e]+l*_),s=Math.round(o[e]+n*r);t.lineTo(i,s)}t.stroke()}_draw_major_ticks(t,e,i){const s=this.model.major_tick_in,a=this.model.major_tick_out,o=this.visuals.major_tick_line;this._draw_ticks(t,i.major,s,a,o)}_draw_minor_ticks(t,e,i){const s=this.model.minor_tick_in,a=this.model.minor_tick_out,o=this.visuals.minor_tick_line;this._draw_ticks(t,i.minor,s,a,o)}_draw_major_labels(t,e,i){const s=i.major,a=this.compute_labels(s[this.dimension]),o=this.model.major_label_orientation,l=e.tick+this.model.major_label_standoff,n=this.visuals.major_label_text;this._draw_oriented_labels(t,a,s,o,this.panel.side,l,n)}_axis_label_extent(){if(null==this._axis_label_view)return 0;const t=this._axis_label_view.graphics();t.visuals=this.visuals.axis_label_text.values(),t.angle=this.panel.get_label_angle_heuristic(\"parallel\"),(0,f.isNumber)(this.plot_view.base_font_size)&&(t.base_font_size=this.plot_view.base_font_size);const e=t.size(),i=0==this.dimension?e.height:e.width,s=this.model.axis_label_standoff;return i>0?s+i+3:0}_draw_axis_label(t,e,i){if(null==this._axis_label_view||null!=this.model.fixed_location)return;const[s,a]=(()=>{const{bbox:t}=this.layout;switch(this.panel.side){case\"above\":return[t.hcenter,t.bottom];case\"below\":return[t.hcenter,t.top];case\"left\":return[t.right,t.vcenter];case\"right\":return[t.left,t.vcenter]}})(),[o,l]=this.normals,n=e.tick+e.tick_label+this.model.axis_label_standoff,{vertical_align:_,align:r}=this.panel.get_label_text_heuristics(\"parallel\"),h={sx:s+o*n,sy:a+l*n,x_anchor:r,y_anchor:_},c=this._axis_label_view.graphics();c.visuals=this.visuals.axis_label_text.values(),c.angle=this.panel.get_label_angle_heuristic(\"parallel\"),this.plot_view.base_font_size&&(c.base_font_size=this.plot_view.base_font_size),c.position=h,c.align=r,c.paint(t)}_draw_ticks(t,e,i,s,a){if(!a.doit)return;const[o,l]=e,[n,_]=this.coordinates.map_to_screen(o,l),[r,h]=this.normals,[c,b]=this.offsets,[u,m]=[r*(c-i),h*(b-i)],[d,x]=[r*(c+s),h*(b+s)];a.set_value(t),t.beginPath();for(let e=0;e<n.length;e++){const i=Math.round(n[e]+d),s=Math.round(_[e]+x),a=Math.round(n[e]+u),o=Math.round(_[e]+m);t.moveTo(i,s),t.lineTo(a,o)}t.stroke()}_draw_oriented_labels(t,e,i,s,a,o,l){if(!l.doit||0==e.length)return;const[n,_]=i,[r,h]=this.coordinates.map_to_screen(n,_),[c,b]=this.offsets,[m,d]=this.normals,x=m*(c+o),f=d*(b+o),{vertical_align:p,align:v}=this.panel.get_label_text_heuristics(s),w=this.panel.get_label_angle_heuristic(s);e.visuals=l.values(),e.angle=w,e.base_font_size=this.plot_view.base_font_size;for(let t=0;t<e.length;t++){const i=e.items[t];i.position={sx:r[t]+x,sy:h[t]+f,x_anchor:v,y_anchor:p},i instanceof g.TextBox&&(i.align=v)}const j=e.length,k=u.Indices.all_set(j),{items:y}=e,z=y.map((t=>t.bbox())),M=(()=>{const[t]=this.ranges;return t.is_reversed?0==this.dimension?(t,e)=>z[t].left-z[e].right:(t,e)=>z[e].top-z[t].bottom:0==this.dimension?(t,e)=>z[e].left-z[t].right:(t,e)=>z[t].top-z[e].bottom})(),{major_label_policy:O}=this.model,T=O.filter(k,z,M),A=[...T.ones()];if(0!=A.length){const t=this.parent.canvas_view.bbox,e=e=>{const i=z[e];if(i.left<0){const t=-i.left,{position:s}=y[e];y[e].position=Object.assign(Object.assign({},s),{sx:s.sx+t})}else if(i.right>t.width){const s=i.right-t.width,{position:a}=y[e];y[e].position=Object.assign(Object.assign({},a),{sx:a.sx-s})}},i=e=>{const i=z[e];if(i.top<0){const t=-i.top,{position:s}=y[e];y[e].position=Object.assign(Object.assign({},s),{sy:s.sy+t})}else if(i.bottom>t.height){const s=i.bottom-t.height,{position:a}=y[e];y[e].position=Object.assign(Object.assign({},a),{sy:a.sy-s})}},s=A[0],a=A[A.length-1];0==this.dimension?(e(s),e(a)):(i(s),i(a))}for(const e of T){y[e].paint(t)}}_tick_extent(){return this.model.major_tick_out}_tick_label_extents(){const t=this.tick_coords.major,e=this.compute_labels(t[this.dimension]),i=this.model.major_label_orientation,s=this.model.major_label_standoff,a=this.visuals.major_label_text;return[this._oriented_labels_extent(e,i,s,a)]}get extents(){const t=this._tick_label_extents();return{tick:this._tick_extent(),tick_labels:t,tick_label:(0,d.sum)(t),axis_label:this._axis_label_extent()}}_oriented_labels_extent(t,e,i,s){if(0==t.length||!s.doit)return 0;const a=this.panel.get_label_angle_heuristic(e);t.visuals=s.values(),t.angle=a,t.base_font_size=this.plot_view.base_font_size;const o=t.max_size(),l=0==this.dimension?o.height:o.width;return l>0?i+l+3:0}get normals(){return this.panel.normals}get dimension(){return this.panel.dimension}compute_labels(t){const e=this.model.formatter.format_graphics(t,this),{_major_label_views:i}=this,s=new Set;for(let a=0;a<t.length;a++){const o=i.get(t[a].toString());null!=o&&(s.add(o),e[a]=o.graphics())}for(const t of this._major_label_views.values())s.has(t)||(t._has_finished=!0);return new g.GraphicsBoxes(e)}get offsets(){if(null!=this.model.fixed_location)return[0,0];const{frame:t}=this.plot_view;let[e,i]=[0,0];switch(this.panel.side){case\"below\":i=z(this.layout.bbox.top-t.bbox.bottom);break;case\"above\":i=z(this.layout.bbox.bottom-t.bbox.top);break;case\"right\":e=z(this.layout.bbox.left-t.bbox.right);break;case\"left\":e=z(this.layout.bbox.right-t.bbox.left)}return[e,i]}get ranges(){const t=this.dimension,e=(t+1)%2,{ranges:i}=this.coordinates;return[i[t],i[e]]}get computed_bounds(){const[t]=this.ranges,e=this.model.bounds,i=[t.min,t.max];if(\"auto\"==e)return[t.min,t.max];{let t,s;const[a,o]=e,[l,n]=i,{min:_,max:r}=Math;return z(a-o)>z(l-n)?(t=r(_(a,o),l),s=_(r(a,o),n)):(t=_(a,o),s=r(a,o)),[t,s]}}get rule_coords(){const t=this.dimension,e=(t+1)%2,[i]=this.ranges,[s,a]=this.computed_bounds,o=[new Array(2),new Array(2)];return o[t][0]=Math.max(s,i.min),o[t][1]=Math.min(a,i.max),o[t][0]>o[t][1]&&(o[t][0]=o[t][1]=NaN),o[e][0]=this.loc,o[e][1]=this.loc,o}get tick_coords(){const t=this.dimension,e=(t+1)%2,[i]=this.ranges,[s,a]=this.computed_bounds,o=this.model.ticker.get_ticks(s,a,i,this.loc),l=o.major,n=o.minor,_=[[],[]],r=[[],[]],[h,c]=[i.min,i.max];for(let i=0;i<l.length;i++)l[i]<h||l[i]>c||(_[t].push(l[i]),_[e].push(this.loc));for(let i=0;i<n.length;i++)n[i]<h||n[i]>c||(r[t].push(n[i]),r[e].push(this.loc));return{major:_,minor:r}}get loc(){const{fixed_location:t}=this.model;if(null!=t){if((0,f.isNumber)(t))return t;const[,e]=this.ranges;if(e instanceof p.FactorRange)return e.synthetic(t);(0,j.unreachable)()}const[,e]=this.ranges;switch(this.panel.side){case\"left\":case\"below\":return e.start;case\"right\":case\"above\":return e.end}}serializable_state(){return Object.assign(Object.assign({},super.serializable_state()),{bbox:this.layout.bbox.box})}remove(){var t;null===(t=this._axis_label_view)||void 0===t||t.remove();for(const t of this._major_label_views.values())t.remove();super.remove()}has_finished(){if(!super.has_finished())return!1;if(null!=this._axis_label_view&&!this._axis_label_view.has_finished())return!1;for(const t of this._major_label_views.values())if(!t.has_finished())return!1;return!0}}i.AxisView=M,M.__name__=\"AxisView\";class O extends n.GuideRenderer{constructor(t){super(t)}}i.Axis=O,l=O,O.__name__=\"Axis\",l.prototype.default_view=M,l.mixins([[\"axis_\",c.Line],[\"major_tick_\",c.Line],[\"minor_tick_\",c.Line],[\"major_label_\",c.Text],[\"axis_label_\",c.Text]]),l.define((({Any:t,Int:e,Number:i,String:s,Ref:a,Dict:o,Tuple:l,Or:n,Nullable:c,Auto:u})=>({bounds:[n(l(i,i),u),\"auto\"],ticker:[a(_.Ticker)],formatter:[a(r.TickFormatter)],axis_label:[c(n(s,a(v.BaseText))),null],axis_label_standoff:[e,5],major_label_standoff:[e,5],major_label_orientation:[n(b.TickLabelOrientation,i),\"horizontal\"],major_label_overrides:[o(n(s,a(v.BaseText))),{}],major_label_policy:[a(h.LabelingPolicy),()=>new h.AllLabels],major_tick_in:[i,2],major_tick_out:[i,6],minor_tick_in:[i,0],minor_tick_out:[i,4],fixed_location:[c(n(i,t)),null]}))),l.override({axis_line_color:\"black\",major_tick_line_color:\"black\",minor_tick_line_color:\"black\",major_label_text_font_size:\"11px\",major_label_text_align:\"center\",major_label_text_baseline:\"alphabetic\",axis_label_text_font_size:\"13px\",axis_label_text_font_style:\"italic\"})},\n      function _(e,r,d,n,i){var s;n();const _=e(41);class u extends _.RendererView{}d.GuideRendererView=u,u.__name__=\"GuideRendererView\";class c extends _.Renderer{constructor(e){super(e)}}d.GuideRenderer=c,s=c,c.__name__=\"GuideRenderer\",s.override({level:\"guide\"})},\n      function _(c,e,n,s,o){s();const r=c(53);class t extends r.Model{constructor(c){super(c)}}n.Ticker=t,t.__name__=\"Ticker\"},\n      function _(t,o,r,e,c){e();const n=t(53),a=t(120);class m extends n.Model{constructor(t){super(t)}format_graphics(t,o){return this.doFormat(t,o).map((t=>new a.TextBox({text:t})))}compute(t,o){return this.doFormat([t],null!=o?o:{loc:0})[0]}v_compute(t,o){return this.doFormat(t,null!=o?o:{loc:0})}}r.TickFormatter=m,m.__name__=\"TickFormatter\"},\n      function _(e,n,s,t,i){var c,r;t();const l=e(53),o=e(13),a=e(34),u=e(8),d=e(24);class _ extends l.Model{constructor(e){super(e)}}s.LabelingPolicy=_,_.__name__=\"LabelingPolicy\";class f extends _{constructor(e){super(e)}filter(e,n,s){return e}}s.AllLabels=f,f.__name__=\"AllLabels\";class m extends _{constructor(e){super(e)}filter(e,n,s){const{min_distance:t}=this;let i=null;for(const n of e)null!=i&&s(i,n)<t?e.unset(n):i=n;return e}}s.NoOverlap=m,c=m,m.__name__=\"NoOverlap\",c.define((({Number:e})=>({min_distance:[e,5]})));class b extends _{constructor(e){super(e)}get names(){return(0,o.keys)(this.args)}get values(){return(0,o.values)(this.args)}get func(){const e=(0,a.use_strict)(this.code);return new d.GeneratorFunction(\"indices\",\"bboxes\",\"distance\",...this.names,e)}filter(e,n,s){const t=Object.create(null),i=this.func.call(t,e,n,s,...this.values);let c=i.next();if(c.done&&void 0!==c.value){const{value:n}=c;return n instanceof d.Indices?n:void 0===n?e:(0,u.isIterable)(n)?d.Indices.from_indices(e.size,n):d.Indices.all_unset(e.size)}{const n=[];do{n.push(c.value),c=i.next()}while(!c.done);return d.Indices.from_indices(e.size,n)}}}s.CustomLabelingPolicy=b,r=b,b.__name__=\"CustomLabelingPolicy\",r.define((({Unknown:e,String:n,Dict:s})=>({args:[s(e),{}],code:[n,\"\"]})))},\n      function _(e,s,t,n,a){var _;n();const x=e(53),c=e(42);class i extends c.View{}t.BaseTextView=i,i.__name__=\"BaseTextView\";class o extends x.Model{constructor(e){super(e)}}t.BaseText=o,_=o,o.__name__=\"BaseText\",_.define((({String:e})=>({text:[e]})))},\n      function _(n,e,t,i,r){i();const s=n(135),l=n(139),d=[{start:\"$$\",end:\"$$\",inline:!1},{start:\"\\\\[\",end:\"\\\\]\",inline:!1},{start:\"\\\\(\",end:\"\\\\)\",inline:!0}];t.parse_delimited_string=function(n){for(const e of d){const t=n.indexOf(e.start),i=t+e.start.length;if(0==t){const t=n.indexOf(e.end,i),r=t;if(t==n.length-e.end.length)return new s.TeX({text:n.slice(i,r),inline:e.inline});break}}return new l.PlainText({text:n})}},\n      function _(t,e,s,i,n){var o,r,a;i();const h=t(8),_=t(136),l=t(22),c=t(120),d=t(121),u=t(122),g=t(65),p=t(133),x=t(137);class m extends p.BaseTextView{constructor(){super(...arguments),this._position={sx:0,sy:0},this.align=\"left\",this._x_anchor=\"left\",this._y_anchor=\"center\",this._base_font_size=13,this.font_size_scale=1,this.svg_image=null}graphics(){return this}infer_text_height(){return\"ascent_descent\"}set base_font_size(t){null!=t&&(this._base_font_size=t)}get base_font_size(){return this._base_font_size}get has_image_loaded(){return null!=this.svg_image}_rect(){const{width:t,height:e}=this._size(),{x:s,y:i}=this._computed_position();return new g.BBox({x:s,y:i,width:t,height:e}).rect}set position(t){this._position=t}get position(){return this._position}get text(){return this.model.text}get provider(){return x.default_provider}async lazy_initialize(){await super.lazy_initialize(),\"not_started\"==this.provider.status&&await this.provider.fetch(),\"not_started\"!=this.provider.status&&\"loading\"!=this.provider.status||this.provider.ready.connect((()=>this.load_image())),\"loaded\"==this.provider.status&&await this.load_image()}connect_signals(){super.connect_signals(),this.on_change(this.model.properties.text,(()=>this.load_image()))}set visuals(t){const e=t.color,s=t.alpha,i=t.font_style;let n=t.font_size;const o=t.font,{font_size_scale:r,_base_font_size:a}=this,h=(0,d.parse_css_font_size)(n);if(null!=h){let{value:t,unit:e}=h;t*=r,\"em\"==e&&a&&(t*=a,e=\"px\"),n=`${t}${e}`}const _=`${i} ${n} ${o}`;this.font=_,this.color=(0,l.color2css)(e,s)}_computed_position(){const{width:t,height:e}=this._size(),{sx:s,sy:i,x_anchor:n=this._x_anchor,y_anchor:o=this._y_anchor}=this.position;return{x:s-(()=>{if((0,h.isNumber)(n))return n*t;switch(n){case\"left\":return 0;case\"center\":return.5*t;case\"right\":return t}})(),y:i-(()=>{if((0,h.isNumber)(o))return o*e;switch(o){case\"top\":return 0;case\"center\":return.5*e;case\"bottom\":return e;case\"baseline\":return.5*e}})()}}size(){const{width:t,height:e}=this._size(),{angle:s}=this;if(s){const i=Math.cos(Math.abs(s)),n=Math.sin(Math.abs(s));return{width:Math.abs(t*i+e*n),height:Math.abs(t*n+e*i)}}return{width:t,height:e}}get_text_dimensions(){return{width:(0,c.text_width)(this.model.text,this.font),height:(0,d.font_metrics)(this.font).height}}get_image_dimensions(){var t,e,s,i;const n=parseFloat(null!==(e=null===(t=this.svg_element.getAttribute(\"height\"))||void 0===t?void 0:t.replace(/([A-z])/g,\"\"))&&void 0!==e?e:\"0\"),o=parseFloat(null!==(i=null===(s=this.svg_element.getAttribute(\"width\"))||void 0===s?void 0:s.replace(/([A-z])/g,\"\"))&&void 0!==i?i:\"0\");return{width:(0,d.font_metrics)(this.font).x_height*o,height:(0,d.font_metrics)(this.font).x_height*n}}_size(){return this.has_image_loaded?this.get_image_dimensions():this.get_text_dimensions()}bbox(){const{p0:t,p1:e,p2:s,p3:i}=this.rect(),n=Math.min(t.x,e.x,s.x,i.x),o=Math.min(t.y,e.y,s.y,i.y),r=Math.max(t.x,e.x,s.x,i.x),a=Math.max(t.y,e.y,s.y,i.y);return new g.BBox({left:n,right:r,top:o,bottom:a})}rect(){const t=this._rect(),{angle:e}=this;if(e){const{sx:s,sy:i}=this.position,n=new u.AffineTransform;return n.translate(s,i),n.rotate(e),n.translate(-s,-i),n.apply_rect(t)}return t}paint_rect(t){const{p0:e,p1:s,p2:i,p3:n}=this.rect();t.save(),t.strokeStyle=\"red\",t.lineWidth=1,t.beginPath();const{round:o}=Math;t.moveTo(o(e.x),o(e.y)),t.lineTo(o(s.x),o(s.y)),t.lineTo(o(i.x),o(i.y)),t.lineTo(o(n.x),o(n.y)),t.closePath(),t.stroke(),t.restore()}paint_bbox(t){const{x:e,y:s,width:i,height:n}=this.bbox();t.save(),t.strokeStyle=\"blue\",t.lineWidth=1,t.beginPath();const{round:o}=Math;t.moveTo(o(e),o(s)),t.lineTo(o(e),o(s+n)),t.lineTo(o(e+i),o(s+n)),t.lineTo(o(e+i),o(s)),t.closePath(),t.stroke(),t.restore()}async load_image(){if(null==this.provider.MathJax)return null;const t=this._process_text(this.model.text);if(null==t)return this._has_finished=!0,null;const e=t.children[0];this.svg_element=e,e.setAttribute(\"font\",this.font),e.setAttribute(\"stroke\",this.color);const s=e.outerHTML,i=new Blob([s],{type:\"image/svg+xml\"}),n=URL.createObjectURL(i);try{this.svg_image=await(0,_.load_image)(n)}finally{URL.revokeObjectURL(n)}return this.parent.request_layout(),this.svg_image}paint(t){t.save();const{sx:e,sy:s}=this.position;this.angle&&(t.translate(e,s),t.rotate(this.angle),t.translate(-e,-s));const{x:i,y:n}=this._computed_position();if(null!=this.svg_image){const{width:e,height:s}=this.get_image_dimensions();t.drawImage(this.svg_image,i,n,e,s)}else t.fillStyle=this.color,t.font=this.font,t.textAlign=\"left\",t.textBaseline=\"alphabetic\",t.fillText(this.model.text,i,n+(0,d.font_metrics)(this.font).ascent);t.restore(),this._has_finished||\"failed\"!=this.provider.status&&!this.has_image_loaded||(this._has_finished=!0,this.parent.notify_finished_after_paint())}}s.MathTextView=m,m.__name__=\"MathTextView\";class f extends p.BaseText{constructor(t){super(t)}}s.MathText=f,f.__name__=\"MathText\";class v extends m{_process_text(t){}}s.AsciiView=v,v.__name__=\"AsciiView\";class y extends f{constructor(t){super(t)}}s.Ascii=y,o=y,y.__name__=\"Ascii\",o.prototype.default_view=v;class w extends m{_process_text(t){var e;return null===(e=this.provider.MathJax)||void 0===e?void 0:e.mathml2svg(t.trim())}}s.MathMLView=w,w.__name__=\"MathMLView\";class b extends f{constructor(t){super(t)}}s.MathML=b,r=b,b.__name__=\"MathML\",r.prototype.default_view=w;class M extends m{_process_text(t){var e;return null===(e=this.provider.MathJax)||void 0===e?void 0:e.tex2svg(t,void 0,this.model.macros)}}s.TeXView=M,M.__name__=\"TeXView\";class T extends f{constructor(t){super(t)}}s.TeX=T,a=T,T.__name__=\"TeX\",a.prototype.default_view=M,a.define((({Boolean:t,Number:e,String:s,Dict:i,Tuple:n,Or:o})=>({macros:[i(o(s,n(s,e))),{}],inline:[t,!1]})))},\n      function _(i,e,t,s,o){s();const a=i(19);t.load_image=async function(i,e){return new n(i,e).promise};class n{constructor(i,e={}){this._image=new Image,this._finished=!1;const{attempts:t=1,timeout:s=1}=e;this.promise=new Promise(((o,n)=>{this._image.crossOrigin=\"anonymous\";let r=0;this._image.onerror=()=>{if(++r==t){const s=`unable to load ${i} image after ${t} attempts`;if(a.logger.warn(s),null==this._image.crossOrigin)return void(null!=e.failed&&e.failed());a.logger.warn(`attempting to load ${i} without a cross origin policy`),this._image.crossOrigin=null,r=0}setTimeout((()=>this._image.src=i),s)},this._image.onload=()=>{this._finished=!0,null!=e.loaded&&e.loaded(this._image),o(this._image)},this._image.src=i}))}get finished(){return this._finished}get image(){if(this._finished)return this._image;throw new Error(\"not loaded yet\")}}t.ImageLoader=n,n.__name__=\"ImageLoader\"},\n      function _(t,e,a,s,n){var r=this&&this.__createBinding||(Object.create?function(t,e,a,s){void 0===s&&(s=a),Object.defineProperty(t,s,{enumerable:!0,get:function(){return e[a]}})}:function(t,e,a,s){void 0===s&&(s=a),t[s]=e[a]}),i=this&&this.__setModuleDefault||(Object.create?function(t,e){Object.defineProperty(t,\"default\",{enumerable:!0,value:e})}:function(t,e){t.default=e}),d=this&&this.__importStar||function(t){if(t&&t.__esModule)return t;var e={};if(null!=t)for(var a in t)\"default\"!==a&&Object.prototype.hasOwnProperty.call(t,a)&&r(e,t,a);return i(e,t),e};s();const o=t(15),u=t(138);class c{constructor(){this.ready=new o.Signal0(this,\"ready\"),this.status=\"not_started\"}}a.MathJaxProvider=c,c.__name__=\"MathJaxProvider\";class h extends c{get MathJax(){return null}async fetch(){this.status=\"failed\"}}a.NoProvider=h,h.__name__=\"NoProvider\";class l extends c{get MathJax(){return\"undefined\"!=typeof MathJax?MathJax:null}async fetch(){const t=document.createElement(\"script\");t.src=\"https://cdn.jsdelivr.net/npm/mathjax@3/es5/tex-svg.js\",t.onload=()=>{this.status=\"loaded\",this.ready.emit()},t.onerror=()=>{this.status=\"failed\"},this.status=\"loading\",document.head.appendChild(t)}}a.CDNProvider=l,l.__name__=\"CDNProvider\";class _ extends c{get MathJax(){return this._mathjax}async fetch(){this.status=\"loading\";try{const e=await(0,u.load_module)(Promise.resolve().then((()=>d(t(519)))));this._mathjax=e,this.status=\"loaded\",this.ready.emit()}catch(t){this.status=\"failed\"}}}a.BundleProvider=_,_.__name__=\"BundleProvider\",a.default_provider=new _},\n      function _(n,r,o,t,c){t(),o.load_module=async function(n){try{return await n}catch(n){if((r=n)instanceof Error&&\"code\"in r&&\"MODULE_NOT_FOUND\"===n.code)return null;throw n}var r}},\n      function _(e,t,i,n,s){var a;n();const x=e(133),_=e(120);class l extends x.BaseTextView{initialize(){super.initialize(),this._has_finished=!0}graphics(){return new _.TextBox({text:this.model.text})}}i.PlainTextView=l,l.__name__=\"PlainTextView\";class r extends x.BaseText{constructor(e){super(e)}}i.PlainText=r,a=r,r.__name__=\"PlainText\",a.prototype.default_view=l},\n      function _(t,s,o,e,i){e();const r=t(1);var a;const l=t(128),_=t(141),n=t(142),p=(0,r.__importStar)(t(48)),c=t(20),h=t(120),m=t(8);class u extends l.AxisView{_paint(t,s,o){this._draw_group_separators(t,s,o)}_draw_group_separators(t,s,o){const[e]=this.ranges,[i,r]=this.computed_bounds;if(!e.tops||e.tops.length<2||!this.visuals.separator_line.doit)return;const a=this.dimension,l=(a+1)%2,_=[[],[]];let n=0;for(let t=0;t<e.tops.length-1;t++){let s,o;for(let i=n;i<e.factors.length;i++)if(e.factors[i][0]==e.tops[t+1]){[s,o]=[e.factors[i-1],e.factors[i]],n=i;break}const p=(e.synthetic(s)+e.synthetic(o))/2;p>i&&p<r&&(_[a].push(p),_[l].push(this.loc))}const p=this.extents.tick_label;this._draw_ticks(t,_,-3,p-6,this.visuals.separator_line)}_draw_major_labels(t,s,o){const e=this._get_factor_info();let i=s.tick+this.model.major_label_standoff;for(let o=0;o<e.length;o++){const[r,a,l,_]=e[o];this._draw_oriented_labels(t,r,a,l,this.panel.side,i,_),i+=s.tick_labels[o]}}_tick_label_extents(){const t=this._get_factor_info(),s=[];for(const[o,,e,i]of t){const t=this._oriented_labels_extent(o,e,this.model.major_label_standoff,i);s.push(t)}return s}_get_factor_info(){const[t]=this.ranges,[s,o]=this.computed_bounds,e=this.loc,i=this.model.ticker.get_ticks(s,o,t,e),r=this.tick_coords,a=[],l=t=>new h.GraphicsBoxes(t.map((t=>(0,m.isString)(t)?new h.TextBox({text:t}):t))),_=t=>l(this.model.formatter.doFormat(t,this));if(1==t.levels){const t=_(i.major);a.push([t,r.major,this.model.major_label_orientation,this.visuals.major_label_text])}else if(2==t.levels){const t=_(i.major.map((t=>t[1])));a.push([t,r.major,this.model.major_label_orientation,this.visuals.major_label_text]),a.push([l(i.tops),r.tops,this.model.group_label_orientation,this.visuals.group_text])}else if(3==t.levels){const t=_(i.major.map((t=>t[2]))),s=i.mids.map((t=>t[1]));a.push([t,r.major,this.model.major_label_orientation,this.visuals.major_label_text]),a.push([l(s),r.mids,this.model.subgroup_label_orientation,this.visuals.subgroup_text]),a.push([l(i.tops),r.tops,this.model.group_label_orientation,this.visuals.group_text])}return a}get tick_coords(){const t=this.dimension,s=(t+1)%2,[o]=this.ranges,[e,i]=this.computed_bounds,r=this.model.ticker.get_ticks(e,i,o,this.loc),a={major:[[],[]],mids:[[],[]],tops:[[],[]],minor:[[],[]]};return a.major[t]=r.major,a.major[s]=r.major.map((()=>this.loc)),3==o.levels&&(a.mids[t]=r.mids,a.mids[s]=r.mids.map((()=>this.loc))),o.levels>1&&(a.tops[t]=r.tops,a.tops[s]=r.tops.map((()=>this.loc))),a}}o.CategoricalAxisView=u,u.__name__=\"CategoricalAxisView\";class d extends l.Axis{constructor(t){super(t)}}o.CategoricalAxis=d,a=d,d.__name__=\"CategoricalAxis\",a.prototype.default_view=u,a.mixins([[\"separator_\",p.Line],[\"group_\",p.Text],[\"subgroup_\",p.Text]]),a.define((({Number:t,Or:s})=>({group_label_orientation:[s(c.TickLabelOrientation,t),\"parallel\"],subgroup_label_orientation:[s(c.TickLabelOrientation,t),\"parallel\"]}))),a.override({ticker:()=>new _.CategoricalTicker,formatter:()=>new n.CategoricalTickFormatter,separator_line_color:\"lightgrey\",separator_line_width:2,group_text_font_style:\"bold\",group_text_font_size:\"11px\",group_text_color:\"grey\",subgroup_text_font_style:\"bold\",subgroup_text_font_size:\"11px\"})},\n      function _(t,c,o,s,e){s();const r=t(130);class i extends r.Ticker{constructor(t){super(t)}get_ticks(t,c,o,s){var e,r;return{major:this._collect(o.factors,o,t,c),minor:[],tops:this._collect(null!==(e=o.tops)&&void 0!==e?e:[],o,t,c),mids:this._collect(null!==(r=o.mids)&&void 0!==r?r:[],o,t,c)}}_collect(t,c,o,s){const e=[];for(const r of t){const t=c.synthetic(r);t>o&&t<s&&e.push(r)}return e}}o.CategoricalTicker=i,i.__name__=\"CategoricalTicker\"},\n      function _(t,r,o,c,a){c();const e=t(131),n=t(9);class i extends e.TickFormatter{constructor(t){super(t)}doFormat(t,r){return(0,n.copy)(t)}}o.CategoricalTickFormatter=i,i.__name__=\"CategoricalTickFormatter\"},\n      function _(s,n,i,o,u){o();const e=s(128);class t extends e.AxisView{}i.ContinuousAxisView=t,t.__name__=\"ContinuousAxisView\";class _ extends e.Axis{constructor(s){super(s)}}i.ContinuousAxis=_,_.__name__=\"ContinuousAxis\"},\n      function _(e,t,i,a,r){var s;a();const n=e(145),m=e(150),_=e(155);class c extends n.LinearAxisView{}i.DatetimeAxisView=c,c.__name__=\"DatetimeAxisView\";class o extends n.LinearAxis{constructor(e){super(e)}}i.DatetimeAxis=o,s=o,o.__name__=\"DatetimeAxis\",s.prototype.default_view=c,s.override({ticker:()=>new _.DatetimeTicker,formatter:()=>new m.DatetimeTickFormatter})},\n      function _(e,i,s,n,r){var t;n();const a=e(143),o=e(146),c=e(147);class _ extends a.ContinuousAxisView{}s.LinearAxisView=_,_.__name__=\"LinearAxisView\";class u extends a.ContinuousAxis{constructor(e){super(e)}}s.LinearAxis=u,t=u,u.__name__=\"LinearAxis\",t.prototype.default_view=_,t.override({ticker:()=>new c.BasicTicker,formatter:()=>new o.BasicTickFormatter})},\n      function _(i,t,e,n,o){var r;n();const s=i(131),c=i(34);function _(i){let 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Use `setCulture` instead\");var t=e,r=e.split(\"-\")[0],i=null;l[t]||(Object.keys(l).forEach((function(e){i||e.split(\"-\")[0]!==r||(i=e)})),t=i||n||\"en-US\"),g(t)},a.setCulture=function(e,n){var t=e,r=e.split(\"-\")[1],i=null;o[t]||(r&&Object.keys(o).forEach((function(e){i||e.split(\"-\")[1]!==r||(i=e)})),t=i||n||\"en-US\"),g(t)},a.language=function(e,n){if(console.warn(\"`language` is deprecated since version 1.6.0. Use `culture` instead\"),!e)return u;if(e&&!n){if(!l[e])throw new Error(\"Unknown language : \"+e);g(e)}return!n&&l[e]||x(e,n),a},a.culture=function(e,n){if(!e)return u;if(e&&!n){if(!o[e])throw new Error(\"Unknown culture : \"+e);g(e)}return!n&&o[e]||x(e,n),a},a.languageData=function(e){if(console.warn(\"`languageData` is deprecated since version 1.6.0. Use `cultureData` instead\"),!e)return l[u];if(!l[e])throw new Error(\"Unknown language : \"+e);return l[e]},a.cultureData=function(e){if(!e)return o[u];if(!o[e])throw new Error(\"Unknown culture : \"+e);return o[e]},a.culture(\"en-US\",{delimiters:{thousands:\",\",decimal:\".\"},abbreviations:{thousand:\"k\",million:\"m\",billion:\"b\",trillion:\"t\"},ordinal:function(e){var n=e%10;return 1==~~(e%100/10)?\"th\":1===n?\"st\":2===n?\"nd\":3===n?\"rd\":\"th\"},currency:{symbol:\"$\",position:\"prefix\"},defaults:{currencyFormat:\",0000 a\"},formats:{fourDigits:\"0000 a\",fullWithTwoDecimals:\"$ ,0.00\",fullWithTwoDecimalsNoCurrency:\",0.00\"}}),a.languages=function(){return console.warn(\"`languages` is deprecated since version 1.6.0. Use `cultures` instead\"),l},a.cultures=function(){return o},a.zeroFormat=function(e){c=\"string\"==typeof e?e:null},a.defaultFormat=function(e){s=\"string\"==typeof e?e:\"0.0\"},a.defaultCurrencyFormat=function(e){\"string\"==typeof e?e:\"0$\"},a.validate=function(e,n){var t,r,i,o,l,u,c,s;if(\"string\"!=typeof e&&(e+=\"\",console.warn&&console.warn(\"Numbro.js: Value is not string. 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supported\");i.push({placeholder:t[0],param_no:t[1],keys:t[2],sign:t[3],pad_char:t[4],align:t[5],width:t[6],precision:t[7],type:t[8]})}r=r.substring(t[0].length)}return s[n]=i}void 0!==t&&(t.sprintf=n,t.vsprintf=r),\"undefined\"!=typeof window&&(window.sprintf=n,window.vsprintf=r,\"function\"==typeof define&&define.amd&&define((function(){return{sprintf:n,vsprintf:r}})))}()},\n      function _(e,n,i,a,s){var r;a();const t=e(9),c=e(148),m=e(156),_=e(157),k=e(160),o=e(161),T=e(159);class w extends m.CompositeTicker{constructor(e){super(e)}}i.DatetimeTicker=w,r=w,w.__name__=\"DatetimeTicker\",r.override({num_minor_ticks:0,tickers:()=>[new c.AdaptiveTicker({mantissas:[1,2,5],base:10,min_interval:0,max_interval:500*T.ONE_MILLI,num_minor_ticks:0}),new c.AdaptiveTicker({mantissas:[1,2,5,10,15,20,30],base:60,min_interval:T.ONE_SECOND,max_interval:30*T.ONE_MINUTE,num_minor_ticks:0}),new c.AdaptiveTicker({mantissas:[1,2,4,6,8,12],base:24,min_interval:T.ONE_HOUR,max_interval:12*T.ONE_HOUR,num_minor_ticks:0}),new _.DaysTicker({days:(0,t.range)(1,32)}),new _.DaysTicker({days:(0,t.range)(1,31,3)}),new _.DaysTicker({days:[1,8,15,22]}),new _.DaysTicker({days:[1,15]}),new k.MonthsTicker({months:(0,t.range)(0,12,1)}),new k.MonthsTicker({months:(0,t.range)(0,12,2)}),new k.MonthsTicker({months:(0,t.range)(0,12,4)}),new k.MonthsTicker({months:(0,t.range)(0,12,6)}),new o.YearsTicker({})]})},\n      function _(t,e,i,r,s){var n;r();const _=t(149),a=t(9);class l extends _.ContinuousTicker{constructor(t){super(t)}get min_intervals(){return this.tickers.map((t=>t.get_min_interval()))}get max_intervals(){return this.tickers.map((t=>t.get_max_interval()))}get_min_interval(){return this.min_intervals[0]}get_max_interval(){return this.max_intervals[0]}get_best_ticker(t,e,i){const r=e-t,s=this.get_ideal_interval(t,e,i),n=[(0,a.sorted_index)(this.min_intervals,s)-1,(0,a.sorted_index)(this.max_intervals,s)],_=[this.min_intervals[n[0]],this.max_intervals[n[1]]].map((t=>Math.abs(i-r/t)));let l;if((0,a.is_empty)(_.filter((t=>!isNaN(t)))))l=this.tickers[0];else{const t=n[(0,a.argmin)(_)];l=this.tickers[t]}return l}get_interval(t,e,i){return this.get_best_ticker(t,e,i).get_interval(t,e,i)}get_ticks_no_defaults(t,e,i,r){return this.get_best_ticker(t,e,r).get_ticks_no_defaults(t,e,i,r)}}i.CompositeTicker=l,n=l,l.__name__=\"CompositeTicker\",n.define((({Array:t,Ref:e})=>({tickers:[t(e(_.ContinuousTicker)),[]]})))},\n      function _(t,e,n,s,o){var a;s();const i=t(158),r=t(159),c=t(9);class _ extends i.SingleIntervalTicker{constructor(t){super(t)}initialize(){super.initialize();const t=this.days;t.length>1?this.interval=(t[1]-t[0])*r.ONE_DAY:this.interval=31*r.ONE_DAY}get_ticks_no_defaults(t,e,n,s){const o=function(t,e){const n=(0,r.last_month_no_later_than)(new Date(t)),s=(0,r.last_month_no_later_than)(new Date(e));s.setUTCMonth(s.getUTCMonth()+1);const o=[],a=n;for(;o.push((0,r.copy_date)(a)),a.setUTCMonth(a.getUTCMonth()+1),!(a>s););return o}(t,e),a=this.days,i=this.interval,_=(0,c.concat)(o.map((t=>((t,e)=>{const n=t.getUTCMonth(),s=[];for(const o of a){const a=(0,r.copy_date)(t);a.setUTCDate(o),new Date(a.getTime()+e/2).getUTCMonth()==n&&s.push(a)}return s})(t,i))));return{major:_.map((t=>t.getTime())).filter((n=>t<=n&&n<=e)),minor:[]}}}n.DaysTicker=_,a=_,_.__name__=\"DaysTicker\",a.define((({Int:t,Array:e})=>({days:[e(t),[]]}))),a.override({num_minor_ticks:0})},\n      function _(e,n,t,r,i){var a;r();const l=e(149);class s extends l.ContinuousTicker{constructor(e){super(e)}get_interval(e,n,t){return this.interval}get_min_interval(){return this.interval}get_max_interval(){return this.interval}}t.SingleIntervalTicker=s,a=s,s.__name__=\"SingleIntervalTicker\",a.define((({Number:e})=>({interval:[e]})))},\n      function _(t,n,e,_,E){function N(t){return new Date(t.getTime())}function O(t){const n=N(t);return n.setUTCDate(1),n.setUTCHours(0),n.setUTCMinutes(0),n.setUTCSeconds(0),n.setUTCMilliseconds(0),n}_(),e.ONE_MILLI=1,e.ONE_SECOND=1e3,e.ONE_MINUTE=60*e.ONE_SECOND,e.ONE_HOUR=60*e.ONE_MINUTE,e.ONE_DAY=24*e.ONE_HOUR,e.ONE_MONTH=30*e.ONE_DAY,e.ONE_YEAR=365*e.ONE_DAY,e.copy_date=N,e.last_month_no_later_than=O,e.last_year_no_later_than=function(t){const n=O(t);return n.setUTCMonth(0),n}},\n      function _(t,e,n,a,r){var s;a();const i=t(158),o=t(159),l=t(9);class _ extends i.SingleIntervalTicker{constructor(t){super(t)}initialize(){super.initialize();const t=this.months;t.length>1?this.interval=(t[1]-t[0])*o.ONE_MONTH:this.interval=12*o.ONE_MONTH}get_ticks_no_defaults(t,e,n,a){const r=function(t,e){const n=(0,o.last_year_no_later_than)(new Date(t)),a=(0,o.last_year_no_later_than)(new Date(e));a.setUTCFullYear(a.getUTCFullYear()+1);const r=[],s=n;for(;r.push((0,o.copy_date)(s)),s.setUTCFullYear(s.getUTCFullYear()+1),!(s>a););return r}(t,e),s=this.months;return{major:(0,l.concat)(r.map((t=>s.map((e=>{const n=(0,o.copy_date)(t);return n.setUTCMonth(e),n}))))).map((t=>t.getTime())).filter((n=>t<=n&&n<=e)),minor:[]}}}n.MonthsTicker=_,s=_,_.__name__=\"MonthsTicker\",s.define((({Int:t,Array:e})=>({months:[e(t),[]]})))},\n      function _(e,t,a,i,r){i();const n=e(147),_=e(158),s=e(159);class c extends _.SingleIntervalTicker{constructor(e){super(e)}initialize(){super.initialize(),this.interval=s.ONE_YEAR,this.basic_ticker=new n.BasicTicker({num_minor_ticks:0})}get_ticks_no_defaults(e,t,a,i){const r=(0,s.last_year_no_later_than)(new Date(e)).getUTCFullYear(),n=(0,s.last_year_no_later_than)(new Date(t)).getUTCFullYear();return{major:this.basic_ticker.get_ticks_no_defaults(r,n,a,i).major.map((e=>Date.UTC(e,0,1))).filter((a=>e<=a&&a<=t)),minor:[]}}}a.YearsTicker=c,c.__name__=\"YearsTicker\"},\n      function _(e,o,i,s,t){var n;s();const r=e(143),_=e(163),c=e(164);class a extends r.ContinuousAxisView{}i.LogAxisView=a,a.__name__=\"LogAxisView\";class u extends r.ContinuousAxis{constructor(e){super(e)}}i.LogAxis=u,n=u,u.__name__=\"LogAxis\",n.prototype.default_view=a,n.override({ticker:()=>new c.LogTicker,formatter:()=>new _.LogTickFormatter})},\n      function _(e,t,n,o,r){var i;o();const a=e(131),s=e(146),c=e(164),l=e(120),{abs:u,log:x,round:_}=Math;class p extends a.TickFormatter{constructor(e){super(e)}initialize(){super.initialize(),this.basic_formatter=new s.BasicTickFormatter}format_graphics(e,t){var n,o;if(0==e.length)return[];const r=null!==(o=null===(n=this.ticker)||void 0===n?void 0:n.base)&&void 0!==o?o:10,i=this._exponents(e,r);return null==i?this.basic_formatter.format_graphics(e,t):i.map((e=>{if(u(e)<this.min_exponent){const t=new l.TextBox({text:(0,s.unicode_replace)(`${r**e}`)}),n=new l.TextBox({text:\"\"});return new l.BaseExpo(t,n)}{const t=new l.TextBox({text:(0,s.unicode_replace)(`${r}`)}),n=new l.TextBox({text:(0,s.unicode_replace)(`${e}`)});return new l.BaseExpo(t,n)}}))}_exponents(e,t){let n=null;const o=[];for(const r of e){const e=_(x(r)/x(t));if(n==e)return null;n=e,o.push(e)}return o}doFormat(e,t){var n,o;if(0==e.length)return[];const r=null!==(o=null===(n=this.ticker)||void 0===n?void 0:n.base)&&void 0!==o?o:10,i=this._exponents(e,r);return null==i?this.basic_formatter.doFormat(e,t):i.map((e=>u(e)<this.min_exponent?(0,s.unicode_replace)(`${r**e}`):(0,s.unicode_replace)(`${r}^${e}`)))}}n.LogTickFormatter=p,i=p,p.__name__=\"LogTickFormatter\",i.define((({Int:e,Ref:t,Nullable:n})=>({ticker:[n(t(c.LogTicker)),null],min_exponent:[e,0]})))},\n      function _(t,o,e,s,n){var r;s();const i=t(148),a=t(9);class c extends i.AdaptiveTicker{constructor(t){super(t)}get_ticks_no_defaults(t,o,e,s){const n=this.num_minor_ticks,r=[],i=this.base,c=Math.log(t)/Math.log(i),f=Math.log(o)/Math.log(i),l=f-c;let h;if(isFinite(l))if(l<2){const e=this.get_interval(t,o,s),i=Math.floor(t/e),c=Math.ceil(o/e);if(h=(0,a.range)(i,c+1).filter((t=>0!=t)).map((t=>t*e)).filter((e=>t<=e&&e<=o)),n>0&&h.length>0){const t=e/n,o=(0,a.range)(0,n).map((o=>o*t));for(const t of o.slice(1))r.push(h[0]-t);for(const t of h)for(const e of o)r.push(t+e)}}else{const t=Math.ceil(.999999*c),o=Math.floor(1.000001*f),e=Math.ceil((o-t)/9);if(h=(0,a.range)(t-1,o+1,e).map((t=>i**t)),n>0&&h.length>0){const t=i**e/n,o=(0,a.range)(1,n+1).map((o=>o*t));for(const t of o)r.push(h[0]/t);r.push(h[0]);for(const t of h)for(const e of o)r.push(t*e)}}else h=[];return{major:h.filter((e=>t<=e&&e<=o)),minor:r.filter((e=>t<=e&&e<=o))}}}e.LogTicker=c,r=c,c.__name__=\"LogTicker\",r.override({mantissas:[1,5]})},\n      function _(e,r,t,i,a){var o;i();const s=e(128),c=e(145),n=e(166),_=e(167);class x extends s.AxisView{}t.MercatorAxisView=x,x.__name__=\"MercatorAxisView\";class d extends c.LinearAxis{constructor(e){super(e)}}t.MercatorAxis=d,o=d,d.__name__=\"MercatorAxis\",o.prototype.default_view=x,o.override({ticker:()=>new _.MercatorTicker({dimension:\"lat\"}),formatter:()=>new n.MercatorTickFormatter({dimension:\"lat\"})})},\n      function _(r,t,e,o,n){var i;o();const c=r(146),s=r(20),a=r(78);class l extends c.BasicTickFormatter{constructor(r){super(r)}doFormat(r,t){if(null==this.dimension)throw new Error(\"MercatorTickFormatter.dimension not configured\");if(0==r.length)return[];const e=r.length,o=new Array(e);if(\"lon\"==this.dimension)for(let n=0;n<e;n++){const[e]=a.wgs84_mercator.invert(r[n],t.loc);o[n]=e}else for(let n=0;n<e;n++){const[,e]=a.wgs84_mercator.invert(t.loc,r[n]);o[n]=e}return super.doFormat(o,t)}}e.MercatorTickFormatter=l,i=l,l.__name__=\"MercatorTickFormatter\",i.define((({Nullable:r})=>({dimension:[r(s.LatLon),null]})))},\n      function _(t,o,n,s,r){var e;s();const i=t(147),c=t(20),_=t(78);class a extends i.BasicTicker{constructor(t){super(t)}get_ticks_no_defaults(t,o,n,s){if(null==this.dimension)throw new Error(`${this}.dimension wasn't configured`);return[t,o]=(0,_.clip_mercator)(t,o,this.dimension),\"lon\"==this.dimension?this._get_ticks_lon(t,o,n,s):this._get_ticks_lat(t,o,n,s)}_get_ticks_lon(t,o,n,s){const[r]=_.wgs84_mercator.invert(t,n),[e,i]=_.wgs84_mercator.invert(o,n),c=super.get_ticks_no_defaults(r,e,n,s),a=[];for(const t of c.major)if((0,_.in_bounds)(t,\"lon\")){const[o]=_.wgs84_mercator.compute(t,i);a.push(o)}const m=[];for(const t of c.minor)if((0,_.in_bounds)(t,\"lon\")){const[o]=_.wgs84_mercator.compute(t,i);m.push(o)}return{major:a,minor:m}}_get_ticks_lat(t,o,n,s){const[,r]=_.wgs84_mercator.invert(n,t),[e,i]=_.wgs84_mercator.invert(n,o),c=super.get_ticks_no_defaults(r,i,n,s),a=[];for(const t of c.major)if((0,_.in_bounds)(t,\"lat\")){const[,o]=_.wgs84_mercator.compute(e,t);a.push(o)}const m=[];for(const t of c.minor)if((0,_.in_bounds)(t,\"lat\")){const[,o]=_.wgs84_mercator.compute(e,t);m.push(o)}return{major:a,minor:m}}}n.MercatorTicker=a,e=a,a.__name__=\"MercatorTicker\",e.define((({Nullable:t})=>({dimension:[t(c.LatLon),null]})))},\n      function _(e,i,r,c,k){c(),k(\"AdaptiveTicker\",e(148).AdaptiveTicker),k(\"BasicTicker\",e(147).BasicTicker),k(\"CategoricalTicker\",e(141).CategoricalTicker),k(\"CompositeTicker\",e(156).CompositeTicker),k(\"ContinuousTicker\",e(149).ContinuousTicker),k(\"DatetimeTicker\",e(155).DatetimeTicker),k(\"DaysTicker\",e(157).DaysTicker),k(\"FixedTicker\",e(169).FixedTicker),k(\"LogTicker\",e(164).LogTicker),k(\"MercatorTicker\",e(167).MercatorTicker),k(\"MonthsTicker\",e(160).MonthsTicker),k(\"SingleIntervalTicker\",e(158).SingleIntervalTicker),k(\"Ticker\",e(130).Ticker),k(\"YearsTicker\",e(161).YearsTicker),k(\"BinnedTicker\",e(170).BinnedTicker)},\n      function _(r,t,e,i,n){var s;i();const _=r(149);class c extends _.ContinuousTicker{constructor(r){super(r)}get_ticks_no_defaults(r,t,e,i){return{major:this.ticks,minor:this.minor_ticks}}get_interval(r,t,e){return 0}get_min_interval(){return 0}get_max_interval(){return 0}}e.FixedTicker=c,s=c,c.__name__=\"FixedTicker\",s.define((({Number:r,Array:t})=>({ticks:[t(r),[]],minor_ticks:[t(r),[]]})))},\n      function _(e,n,t,r,i){var o;r();const a=e(130),s=e(171),c=e(12);class m extends a.Ticker{constructor(e){super(e)}get_ticks(e,n,t,r){const{binning:i}=this.mapper.metrics,o=Math.max(0,(0,c.left_edge_index)(e,i)),a=Math.min((0,c.left_edge_index)(n,i)+1,i.length-1),s=[];for(let e=o;e<=a;e++)s.push(i[e]);const{num_major_ticks:m}=this,_=[],h=\"auto\"==m?s.length:m,l=Math.max(1,Math.floor(s.length/h));for(let e=0;e<s.length;e+=l)_.push(s[e]);return{major:_,minor:[]}}}t.BinnedTicker=m,o=m,m.__name__=\"BinnedTicker\",o.define((({Number:e,Ref:n,Or:t,Auto:r})=>({mapper:[n(s.ScanningColorMapper)],num_major_ticks:[t(e,r),8]})))},\n      function _(n,e,i,r,o){r();const t=n(172),a=n(12);class c extends t.ContinuousColorMapper{constructor(n){super(n)}cmap(n,e,i,r,o){if(n<o.binning[0])return i;if(n>o.binning[o.binning.length-1])return r;return e[(0,a.left_edge_index)(n,o.binning)]}}i.ScanningColorMapper=c,c.__name__=\"ScanningColorMapper\"},\n      function _(t,e,o,n,s){var l;n();const c=t(173),i=t(175),a=t(9),h=t(8);class r extends c.ColorMapper{constructor(t){super(t),this._scan_data=null}connect_signals(){super.connect_signals();const t=()=>{for(const[t]of this.domain)this.connect(t.view.change,(()=>this.update_data())),this.connect(t.data_source.selected.change,(()=>this.update_data()))};this.connect(this.properties.domain.change,(()=>t())),t()}update_data(){const{domain:t,palette:e}=this,o=[...this._collect(t)];this._scan_data=this.scan(o,e.length),this.metrics_change.emit(),this.change.emit()}get metrics(){return null==this._scan_data&&this.update_data(),this._scan_data}*_collect(t){for(const[e,o]of t)for(const t of(0,h.isArray)(o)?o:[o]){let o=e.data_source.get_column(t);o=e.view.indices.select(o);const n=e.view.masked,s=e.data_source.selected.indices;let l;if(null!=n&&s.length>0?l=(0,a.intersection)([...n],s):null!=n?l=[...n]:s.length>0&&(l=s),null!=l&&(o=(0,a.map)(l,(t=>o[t]))),o.length>0&&!(0,h.isNumber)(o[0]))for(const t of o)yield*t;else yield*o}}_v_compute(t,e,o,n){const{nan_color:s}=n;let{low_color:l,high_color:c}=n;null==l&&(l=o[0]),null==c&&(c=o[o.length-1]);const{domain:i}=this,h=(0,a.is_empty)(i)?t:[...this._collect(i)];this._scan_data=this.scan(h,o.length),this.metrics_change.emit();for(let n=0,i=t.length;n<i;n++){const i=t[n];isNaN(i)?e[n]=s:e[n]=this.cmap(i,o,l,c,this._scan_data)}}_colors(t){return Object.assign(Object.assign({},super._colors(t)),{low_color:null!=this.low_color?t(this.low_color):void 0,high_color:null!=this.high_color?t(this.high_color):void 0})}}o.ContinuousColorMapper=r,l=r,r.__name__=\"ContinuousColorMapper\",l.define((({Number:t,String:e,Ref:o,Color:n,Or:s,Tuple:l,Array:c,Nullable:a})=>({high:[a(t),null],low:[a(t),null],high_color:[a(n),null],low_color:[a(n),null],domain:[c(l(o(i.GlyphRenderer),s(e,c(e)))),[]]})))},\n      function _(e,r,t,n,o){var a;n();const c=e(174),i=e(15),_=e(24),l=e(22),s=e(27);function p(e){return(0,l.encode_rgba)((0,l.color2rgba)(e))}function u(e){const r=new Uint32Array(e.length);for(let t=0,n=e.length;t<n;t++)r[t]=p(e[t]);return r}t._convert_color=p,t._convert_palette=u;class h extends c.Mapper{constructor(e){super(e)}initialize(){super.initialize(),this.metrics_change=new i.Signal0(this,\"metrics_change\")}v_compute(e){const r=new Array(e.length);return this._v_compute(e,r,this.palette,this._colors((e=>e))),r}get rgba_mapper(){const e=this,r=u(this.palette),t=this._colors(p);return{v_compute(n){const o=new _.ColorArray(n.length);return e._v_compute(n,o,r,t),new Uint8ClampedArray((0,s.to_big_endian)(o).buffer)}}}_colors(e){return{nan_color:e(this.nan_color)}}}t.ColorMapper=h,a=h,h.__name__=\"ColorMapper\",a.define((({Color:e,Array:r})=>({palette:[r(e)],nan_color:[e,\"gray\"]})))},\n      function _(r,e,n,s,o){s();const p=r(56);class t extends p.Transform{constructor(r){super(r)}compute(r){throw new Error(\"mapping single values is not supported\")}}n.Mapper=t,t.__name__=\"Mapper\"},\n      function _(e,t,i,s,l){var h;s();const n=e(176),o=e(177),a=e(186),c=e(187),_=e(189),r=e(179),d=e(70),p=e(190),g=e(24),u=e(12),y=e(13),m=e(113),v=e(67),f={fill:{},line:{}},w={fill:{fill_alpha:.3,fill_color:\"grey\"},line:{line_alpha:.3,line_color:\"grey\"}},b={fill:{fill_alpha:.2},line:{}},V={fill:{fill_alpha:.2},line:{}};class x extends n.DataRendererView{get glyph_view(){return this.glyph}async lazy_initialize(){var e;await super.lazy_initialize();const t=this.model.glyph;this.glyph=await this.build_glyph_view(t);const i=\"fill\"in this.glyph.visuals,s=\"line\"in this.glyph.visuals,l=Object.assign({},t.attributes);function h(e){const h=(0,y.clone)(l);return i&&(0,y.extend)(h,e.fill),s&&(0,y.extend)(h,e.line),new t.constructor(h)}function n(e,t){return t instanceof r.Glyph?t:h(\"auto\"==t?e:{fill:{},line:{}})}delete l.id;let{selection_glyph:o,nonselection_glyph:a,hover_glyph:c,muted_glyph:_}=this.model;o=n(f,o),this.selection_glyph=await this.build_glyph_view(o),a=n(b,a),this.nonselection_glyph=await this.build_glyph_view(a),null!=c&&(this.hover_glyph=await this.build_glyph_view(c)),_=n(V,_),this.muted_glyph=await this.build_glyph_view(_);const d=n(w,\"auto\");this.decimated_glyph=await this.build_glyph_view(d),this.selection_glyph.set_base(this.glyph),this.nonselection_glyph.set_base(this.glyph),null===(e=this.hover_glyph)||void 0===e||e.set_base(this.glyph),this.muted_glyph.set_base(this.glyph),this.decimated_glyph.set_base(this.glyph),this.set_data()}async build_glyph_view(e){return(0,m.build_view)(e,{parent:this})}remove(){var e;this.glyph.remove(),this.selection_glyph.remove(),this.nonselection_glyph.remove(),null===(e=this.hover_glyph)||void 0===e||e.remove(),this.muted_glyph.remove(),this.decimated_glyph.remove(),super.remove()}connect_signals(){super.connect_signals();const e=()=>this.request_render(),t=()=>this.update_data();this.connect(this.model.change,e),this.connect(this.glyph.model.change,t),this.connect(this.selection_glyph.model.change,t),this.connect(this.nonselection_glyph.model.change,t),null!=this.hover_glyph&&this.connect(this.hover_glyph.model.change,t),this.connect(this.muted_glyph.model.change,t),this.connect(this.decimated_glyph.model.change,t),this.connect(this.model.data_source.change,t),this.connect(this.model.data_source.streaming,t),this.connect(this.model.data_source.patching,(e=>this.update_data(e))),this.connect(this.model.data_source.selected.change,e),this.connect(this.model.data_source._select,e),null!=this.hover_glyph&&this.connect(this.model.data_source.inspect,e),this.connect(this.model.properties.view.change,t),this.connect(this.model.view.properties.indices.change,t),this.connect(this.model.view.properties.masked.change,(()=>this.set_visuals())),this.connect(this.model.properties.visible.change,(()=>this.plot_view.invalidate_dataranges=!0));const{x_ranges:i,y_ranges:s}=this.plot_view.frame;for(const[,e]of i)e instanceof v.FactorRange&&this.connect(e.change,t);for(const[,e]of s)e instanceof v.FactorRange&&this.connect(e.change,t);const{transformchange:l,exprchange:h}=this.model.glyph;this.connect(l,t),this.connect(h,t)}_update_masked_indices(){const e=this.glyph.mask_data();return this.model.view.masked=e,e}update_data(e){this.set_data(e),this.request_render()}set_data(e){const t=this.model.data_source;this.all_indices=this.model.view.indices;const{all_indices:i}=this;this.glyph.set_data(t,i,e),this.set_visuals(),this._update_masked_indices();const{lod_factor:s}=this.plot_model,l=this.all_indices.count;this.decimated=new g.Indices(l);for(let e=0;e<l;e+=s)this.decimated.set(e);this.plot_view.invalidate_dataranges=!0}set_visuals(){var e;const t=this.model.data_source,{all_indices:i}=this;this.glyph.set_visuals(t,i),this.decimated_glyph.set_visuals(t,i),this.selection_glyph.set_visuals(t,i),this.nonselection_glyph.set_visuals(t,i),null===(e=this.hover_glyph)||void 0===e||e.set_visuals(t,i),this.muted_glyph.set_visuals(t,i)}get has_webgl(){return this.glyph.has_webgl}_render(){const e=this.has_webgl;this.glyph.map_data();const t=[...this.all_indices];let i=[...this._update_masked_indices()];const{ctx:s}=this.layer;s.save();const{selected:l}=this.model.data_source;let h;h=!l||l.is_empty()?[]:this.glyph instanceof o.LineView&&l.selected_glyph===this.glyph.model?this.model.view.convert_indices_from_subset(i):l.indices;const{inspected:n}=this.model.data_source,r=new Set((()=>!n||n.is_empty()?[]:n.selected_glyph?this.model.view.convert_indices_from_subset(i):n.indices.length>0?n.indices:Object.keys(n.multiline_indices).map((e=>parseInt(e))))()),d=(0,u.filter)(i,(e=>r.has(t[e]))),{lod_threshold:p}=this.plot_model;let g,y,m;if(null!=this.model.document&&this.model.document.interactive_duration()>0&&!e&&null!=p&&t.length>p?(i=[...this.decimated],g=this.decimated_glyph,y=this.decimated_glyph,m=this.selection_glyph):(g=this.model.muted?this.muted_glyph:this.glyph,y=this.nonselection_glyph,m=this.selection_glyph),null!=this.hover_glyph&&d.length){const e=new Set(i);for(const t of d)e.delete(t);i=[...e]}if(h.length){const e={};for(const t of h)e[t]=!0;const l=new Array,n=new Array;if(this.glyph instanceof o.LineView)for(const i of t)null!=e[i]?l.push(i):n.push(i);else for(const s of i)null!=e[t[s]]?l.push(s):n.push(s);y.render(s,n),m.render(s,l),null!=this.hover_glyph&&(this.glyph instanceof o.LineView?this.hover_glyph.render(s,this.model.view.convert_indices_from_subset(d)):this.hover_glyph.render(s,d))}else if(this.glyph instanceof o.LineView)this.hover_glyph&&d.length?this.hover_glyph.render(s,this.model.view.convert_indices_from_subset(d)):g.render(s,t);else if(this.glyph instanceof a.PatchView||this.glyph instanceof c.HAreaView||this.glyph instanceof _.VAreaView)if(0==n.selected_glyphs.length||null==this.hover_glyph)g.render(s,t);else for(const e of n.selected_glyphs)e==this.glyph.model&&this.hover_glyph.render(s,t);else g.render(s,i),this.hover_glyph&&d.length&&this.hover_glyph.render(s,d);s.restore()}draw_legend(e,t,i,s,l,h,n,o){0!=this.glyph.data_size&&(null==o&&(o=this.model.get_reference_point(h,n)),this.glyph.draw_legend_for_index(e,{x0:t,x1:i,y0:s,y1:l},o))}hit_test(e){if(!this.model.visible)return null;const t=this.glyph.hit_test(e);return null==t?null:this.model.view.convert_selection_from_subset(t)}}i.GlyphRendererView=x,x.__name__=\"GlyphRendererView\";class G extends n.DataRenderer{constructor(e){super(e)}initialize(){super.initialize(),this.view.source!=this.data_source&&(this.view.source=this.data_source,this.view.compute_indices())}get_reference_point(e,t){if(null!=e){const i=this.data_source.get_column(e);if(null!=i)for(const[e,s]of Object.entries(this.view.indices_map))if(i[parseInt(e)]==t)return s}return 0}get_selection_manager(){return this.data_source.selection_manager}}i.GlyphRenderer=G,h=G,G.__name__=\"GlyphRenderer\",h.prototype.default_view=x,h.define((({Boolean:e,Auto:t,Or:i,Ref:s,Null:l,Nullable:h})=>({data_source:[s(d.ColumnarDataSource)],view:[s(p.CDSView),e=>new p.CDSView({source:e.data_source})],glyph:[s(r.Glyph)],hover_glyph:[h(s(r.Glyph)),null],nonselection_glyph:[i(s(r.Glyph),t,l),\"auto\"],selection_glyph:[i(s(r.Glyph),t,l),\"auto\"],muted_glyph:[i(s(r.Glyph),t,l),\"auto\"],muted:[e,!1]})))},\n      function _(e,r,t,a,n){var s;a();const c=e(41);class _ extends c.RendererView{get xscale(){return this.coordinates.x_scale}get yscale(){return this.coordinates.y_scale}}t.DataRendererView=_,_.__name__=\"DataRendererView\";class i extends c.Renderer{constructor(e){super(e)}get selection_manager(){return this.get_selection_manager()}}t.DataRenderer=i,s=i,i.__name__=\"DataRenderer\",s.override({level:\"glyph\"})},\n      function _(e,t,i,s,n){s();const l=e(1);var _;const r=e(178),o=e(184),a=(0,l.__importStar)(e(48)),h=(0,l.__importStar)(e(185)),c=e(72);class d extends r.XYGlyphView{async lazy_initialize(){await super.lazy_initialize();const{webgl:t}=this.renderer.plot_view.canvas_view;if(null==t?void 0:t.regl_wrapper.has_webgl){const{LineGL:i}=await Promise.resolve().then((()=>(0,l.__importStar)(e(426))));this.glglyph=new i(t.regl_wrapper,this)}}_render(e,t,i){const{sx:s,sy:n}=null!=i?i:this;let l=null;const _=e=>null!=l&&e-l!=1;let r=!0;e.beginPath();for(const i of t){const t=s[i],o=n[i];isFinite(t+o)?r||_(i)?(e.moveTo(t,o),r=!1):e.lineTo(t,o):r=!0,l=i}this.visuals.line.set_value(e),e.stroke()}_hit_point(e){const t=new c.Selection,i={x:e.sx,y:e.sy};let s=9999;const n=Math.max(2,this.line_width.value/2);for(let e=0,l=this.sx.length-1;e<l;e++){const l={x:this.sx[e],y:this.sy[e]},_={x:this.sx[e+1],y:this.sy[e+1]},r=h.dist_to_segment(i,l,_);r<n&&r<s&&(s=r,t.add_to_selected_glyphs(this.model),t.view=this,t.line_indices=[e])}return t}_hit_span(e){const{sx:t,sy:i}=e,s=new c.Selection;let n,l;\"v\"==e.direction?(n=this.renderer.yscale.invert(i),l=this._y):(n=this.renderer.xscale.invert(t),l=this._x);for(let e=0,t=l.length-1;e<t;e++)(l[e]<=n&&n<=l[e+1]||l[e+1]<=n&&n<=l[e])&&(s.add_to_selected_glyphs(this.model),s.view=this,s.line_indices.push(e));return s}get_interpolation_hit(e,t){const[i,s,n,l]=[this._x[e],this._y[e],this._x[e+1],this._y[e+1]];return(0,o.line_interpolation)(this.renderer,t,i,s,n,l)}draw_legend_for_index(e,t,i){(0,o.generic_line_scalar_legend)(this.visuals,e,t)}}i.LineView=d,d.__name__=\"LineView\";class p extends r.XYGlyph{constructor(e){super(e)}}i.Line=p,_=p,p.__name__=\"Line\",_.prototype.default_view=d,_.mixins(a.LineScalar)},\n      function _(e,t,_,s,i){s();const n=e(1);var a;const o=e(78),c=(0,n.__importStar)(e(18)),p=e(179);class r extends p.GlyphView{_project_data(){o.inplace.project_xy(this._x,this._y)}_index_data(e){const{_x:t,_y:_,data_size:s}=this;for(let i=0;i<s;i++){const s=t[i],n=_[i];e.add_point(s,n)}}scenterxy(e){return[this.sx[e],this.sy[e]]}}_.XYGlyphView=r,r.__name__=\"XYGlyphView\";class d extends p.Glyph{constructor(e){super(e)}}_.XYGlyph=d,a=d,d.__name__=\"XYGlyph\",a.define((({})=>({x:[c.XCoordinateSpec,{field:\"x\"}],y:[c.YCoordinateSpec,{field:\"y\"}]})))},\n      function _(e,t,s,i,n){i();const r=e(1),a=(0,r.__importStar)(e(18)),o=(0,r.__importStar)(e(65)),_=(0,r.__importStar)(e(45)),l=e(42),c=e(53),h=e(19),d=e(24),u=e(8),f=e(180),p=e(12),g=e(26),y=e(181),x=e(67),v=e(72),{abs:b,ceil:m}=Math;class w extends l.View{constructor(){super(...arguments),this._index=null,this._data_size=null,this._nohit_warned=new Set}get renderer(){return this.parent}get has_webgl(){return null!=this.glglyph}get index(){const{_index:e}=this;if(null!=e)return e;throw new Error(`${this}.index_data() wasn't called`)}get data_size(){const{_data_size:e}=this;if(null!=e)return e;throw new Error(`${this}.set_data() wasn't called`)}initialize(){super.initialize(),this.visuals=new _.Visuals(this)}request_render(){this.parent.request_render()}get canvas(){return this.renderer.parent.canvas_view}render(e,t,s){var i;null!=this.glglyph&&(this.renderer.needs_webgl_blit=this.glglyph.render(e,t,null!==(i=this.base)&&void 0!==i?i:this),this.renderer.needs_webgl_blit)||this._render(e,t,null!=s?s:this.base)}has_finished(){return!0}notify_finished(){this.renderer.notify_finished()}_bounds(e){return e}bounds(){return this._bounds(this.index.bbox)}log_bounds(){const{x0:e,x1:t}=this.index.bounds(o.positive_x()),{y0:s,y1:i}=this.index.bounds(o.positive_y());return this._bounds({x0:e,y0:s,x1:t,y1:i})}get_anchor_point(e,t,[s,i]){switch(e){case\"center\":case\"center_center\":{const[e,n]=this.scenterxy(t,s,i);return{x:e,y:n}}default:return null}}scenterx(e,t,s){return this.scenterxy(e,t,s)[0]}scentery(e,t,s){return this.scenterxy(e,t,s)[1]}sdist(e,t,s,i=\"edge\",n=!1){const r=t.length,a=new d.ScreenArray(r),o=e.s_compute;if(\"center\"==i)for(let e=0;e<r;e++){const i=t[e],n=s.get(e)/2,r=o(i-n),_=o(i+n);a[e]=b(_-r)}else for(let e=0;e<r;e++){const i=t[e],n=o(i),r=o(i+s.get(e));a[e]=b(r-n)}return n&&(0,p.inplace_map)(a,(e=>m(e))),a}draw_legend_for_index(e,t,s){}hit_test(e){switch(e.type){case\"point\":if(null!=this._hit_point)return this._hit_point(e);break;case\"span\":if(null!=this._hit_span)return this._hit_span(e);break;case\"rect\":if(null!=this._hit_rect)return this._hit_rect(e);break;case\"poly\":if(null!=this._hit_poly)return this._hit_poly(e)}return this._nohit_warned.has(e.type)||(h.logger.debug(`'${e.type}' selection not available for ${this.model.type}`),this._nohit_warned.add(e.type)),null}_hit_rect_against_index(e){const{sx0:t,sx1:s,sy0:i,sy1:n}=e,[r,a]=this.renderer.coordinates.x_scale.r_invert(t,s),[o,_]=this.renderer.coordinates.y_scale.r_invert(i,n),l=[...this.index.indices({x0:r,x1:a,y0:o,y1:_})];return new v.Selection({indices:l})}_project_data(){}*_iter_visuals(){for(const e of this.visuals)for(const t of e)(t instanceof a.VectorSpec||t instanceof a.ScalarSpec)&&(yield t)}set_base(e){e!=this&&e instanceof this.constructor&&(this.base=e)}_configure(e,t){Object.defineProperty(this,(0,u.isString)(e)?e:e.attr,Object.assign({configurable:!0,enumerable:!0},t))}set_visuals(e,t){var s;for(const s of this._iter_visuals()){const{base:i}=this;if(null!=i){const e=i.model.properties[s.attr];if(null!=e&&(0,g.is_equal)(s.get_value(),e.get_value())){this._configure(s,{get:()=>i[`${s.attr}`]});continue}}const n=s.uniform(e).select(t);this._configure(s,{value:n})}for(const e of this.visuals)e.update();null===(s=this.glglyph)||void 0===s||s.set_visuals_changed()}set_data(e,t,s){var i;const{x_source:n,y_source:r}=this.renderer.coordinates,o=new Set(this._iter_visuals());this._data_size=t.count;for(const s of this.model)if((s instanceof a.VectorSpec||s instanceof a.ScalarSpec)&&!o.has(s))if(s instanceof a.BaseCoordinateSpec){const i=s.array(e);let o=t.select(i);const _=\"x\"==s.dimension?n:r;if(_ instanceof x.FactorRange)if(s instanceof a.CoordinateSpec)o=_.v_synthetic(o);else if(s instanceof a.CoordinateSeqSpec)for(let e=0;e<o.length;e++)o[e]=_.v_synthetic(o[e]);let l;l=s instanceof a.CoordinateSeqSpec?f.RaggedArray.from(o,Float64Array):o,this._configure(`_${s.attr}`,{value:l})}else{const i=s.uniform(e).select(t);if(this._configure(s,{value:i}),s instanceof a.DistanceSpec){const e=i.is_Scalar()?i.value:(0,p.max)(i.array);this._configure(`max_${s.attr}`,{value:e})}}this.renderer.plot_view.model.use_map&&this._project_data(),this._set_data(null!=s?s:null),null===(i=this.glglyph)||void 0===i||i.set_data_changed(),this.index_data()}_set_data(e){}get _index_size(){return this.data_size}index_data(){const e=new y.SpatialIndex(this._index_size);this._index_data(e),e.finish(),this._index=e}mask_data(){return null==this._mask_data?d.Indices.all_set(this.data_size):this._mask_data()}map_data(){var e;const t=this,{x_scale:s,y_scale:i}=this.renderer.coordinates;for(const e of this.model)if(e instanceof a.BaseCoordinateSpec){const n=\"x\"==e.dimension?s:i;let r=t[`_${e.attr}`];if(r instanceof f.RaggedArray){const e=n.v_compute(r.array);r=new f.RaggedArray(r.offsets,e)}else r=n.v_compute(r);this[`s${e.attr}`]=r}this._map_data(),null===(e=this.glglyph)||void 0===e||e.set_data_changed()}_map_data(){}}s.GlyphView=w,w.__name__=\"GlyphView\";class S extends c.Model{constructor(e){super(e)}}s.Glyph=S,S.__name__=\"Glyph\"},\n      function _(t,s,r,e,a){var n;e();const o=t(26),h=t(11);class i{constructor(t,s){this.offsets=t,this.array=s}[(n=Symbol.toStringTag,o.equals)](t,s){return s.arrays(this.offsets,t.offsets)&&s.arrays(this.array,t.array)}get length(){return this.offsets.length}clone(){return new i(this.offsets.slice(),this.array.slice())}static from(t,s){const r=t.length;let e=0;const a=(()=>{const s=new Uint32Array(r);for(let a=0;a<r;a++){const r=t[a].length;s[a]=e,e+=r}return e<256?new Uint8Array(s):e<65536?new Uint16Array(s):s})(),n=new s(e);for(let s=0;s<r;s++)n.set(t[s],a[s]);return new i(a,n)}*[Symbol.iterator](){const{offsets:t,length:s}=this;for(let r=0;r<s;r++)yield this.array.subarray(t[r],t[r+1])}_check_bounds(t){(0,h.assert)(0<=t&&t<this.length,`Out of bounds: 0 <= ${t} < ${this.length}`)}get(t){this._check_bounds(t);const{offsets:s}=this;return this.array.subarray(s[t],s[t+1])}set(t,s){this._check_bounds(t),this.array.set(s,this.offsets[t])}}r.RaggedArray=i,i.__name__=\"RaggedArray\",i[n]=\"RaggedArray\"},\n      function _(i,t,n,e,s){e();const d=(0,i(1).__importDefault)(i(182)),o=i(24),x=i(65);function h(i,t){let n=0,e=t.length-1;for(;n<e;){const s=n+e>>1;t[s]>i?e=s:n=s+1}return t[n]}class r extends d.default{get boxes(){return this._boxes}search_indices(i,t,n,e){if(this._pos!==this._boxes.length)throw new Error(\"Data not yet indexed - call index.finish().\");let s=this._boxes.length-4;const d=[],x=new o.Indices(this.numItems);for(;void 0!==s;){const o=Math.min(s+4*this.nodeSize,h(s,this._levelBounds));for(let h=s;h<o;h+=4){const o=0|this._indices[h>>2],r=this._boxes[h+0],l=this._boxes[h+1],a=this._boxes[h+2],_=this._boxes[h+3];n<r||(e<l||i>a||t>_||(s<4*this.numItems?x.set(o):d.push(o)))}s=d.pop()}return x}}r.__name__=\"_FlatBush\";class l{constructor(i){this.index=null,i>0&&(this.index=new r(i))}add_rect(i,t,n,e){var s;isFinite(i+t+n+e)?null===(s=this.index)||void 0===s||s.add(i,t,n,e):this.add_empty()}add_point(i,t){var n;isFinite(i+t)?null===(n=this.index)||void 0===n||n.add(i,t,i,t):this.add_empty()}add_empty(){var i;null===(i=this.index)||void 0===i||i.add(1/0,1/0,-1/0,-1/0)}finish(){var i;null===(i=this.index)||void 0===i||i.finish()}_normalize(i){let{x0:t,y0:n,x1:e,y1:s}=i;return t>e&&([t,e]=[e,t]),n>s&&([n,s]=[s,n]),{x0:t,y0:n,x1:e,y1:s}}get bbox(){if(null==this.index)return(0,x.empty)();{const{minX:i,minY:t,maxX:n,maxY:e}=this.index;return{x0:i,y0:t,x1:n,y1:e}}}indices(i){if(null==this.index)return new o.Indices(0);{const{x0:t,y0:n,x1:e,y1:s}=this._normalize(i);return this.index.search_indices(t,n,e,s)}}bounds(i){const t=(0,x.empty)();if(null==this.index)return t;const{boxes:n}=this.index;for(const e of this.indices(i)){const s=n[4*e+0],d=n[4*e+1],o=n[4*e+2],x=n[4*e+3];s>=i.x0&&s<t.x0&&(t.x0=s),o<=i.x1&&o>t.x1&&(t.x1=o),d>=i.y0&&d<t.y0&&(t.y0=d),x<=i.y1&&x>t.y1&&(t.y1=x)}return t}}n.SpatialIndex=l,l.__name__=\"SpatialIndex\"},\n      function _(t,s,i,e,h){e();const n=(0,t(1).__importDefault)(t(183)),o=[Int8Array,Uint8Array,Uint8ClampedArray,Int16Array,Uint16Array,Int32Array,Uint32Array,Float32Array,Float64Array];class r{static from(t){if(!(t instanceof ArrayBuffer))throw new Error(\"Data must be an instance of ArrayBuffer.\");const[s,i]=new Uint8Array(t,0,2);if(251!==s)throw new Error(\"Data does not appear to be in a Flatbush format.\");if(i>>4!=3)throw new Error(`Got v${i>>4} data when expected v3.`);const[e]=new Uint16Array(t,2,1),[h]=new Uint32Array(t,4,1);return new r(h,e,o[15&i],t)}constructor(t,s=16,i=Float64Array,e){if(void 0===t)throw new Error(\"Missing required argument: numItems.\");if(isNaN(t)||t<=0)throw new Error(`Unpexpected numItems value: ${t}.`);this.numItems=+t,this.nodeSize=Math.min(Math.max(+s,2),65535);let h=t,r=h;this._levelBounds=[4*h];do{h=Math.ceil(h/this.nodeSize),r+=h,this._levelBounds.push(4*r)}while(1!==h);this.ArrayType=i||Float64Array,this.IndexArrayType=r<16384?Uint16Array:Uint32Array;const a=o.indexOf(this.ArrayType),_=4*r*this.ArrayType.BYTES_PER_ELEMENT;if(a<0)throw new Error(`Unexpected typed array class: ${i}.`);e&&e instanceof ArrayBuffer?(this.data=e,this._boxes=new this.ArrayType(this.data,8,4*r),this._indices=new this.IndexArrayType(this.data,8+_,r),this._pos=4*r,this.minX=this._boxes[this._pos-4],this.minY=this._boxes[this._pos-3],this.maxX=this._boxes[this._pos-2],this.maxY=this._boxes[this._pos-1]):(this.data=new ArrayBuffer(8+_+r*this.IndexArrayType.BYTES_PER_ELEMENT),this._boxes=new this.ArrayType(this.data,8,4*r),this._indices=new this.IndexArrayType(this.data,8+_,r),this._pos=0,this.minX=1/0,this.minY=1/0,this.maxX=-1/0,this.maxY=-1/0,new Uint8Array(this.data,0,2).set([251,48+a]),new Uint16Array(this.data,2,1)[0]=s,new Uint32Array(this.data,4,1)[0]=t),this._queue=new n.default}add(t,s,i,e){const h=this._pos>>2;return this._indices[h]=h,this._boxes[this._pos++]=t,this._boxes[this._pos++]=s,this._boxes[this._pos++]=i,this._boxes[this._pos++]=e,t<this.minX&&(this.minX=t),s<this.minY&&(this.minY=s),i>this.maxX&&(this.maxX=i),e>this.maxY&&(this.maxY=e),h}finish(){if(this._pos>>2!==this.numItems)throw new Error(`Added ${this._pos>>2} items when expected ${this.numItems}.`);if(this.numItems<=this.nodeSize)return this._boxes[this._pos++]=this.minX,this._boxes[this._pos++]=this.minY,this._boxes[this._pos++]=this.maxX,void(this._boxes[this._pos++]=this.maxY);const t=this.maxX-this.minX,s=this.maxY-this.minY,i=new Uint32Array(this.numItems);for(let e=0;e<this.numItems;e++){let h=4*e;const 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t.map(((t,e,s)=>`${n(t,e,s,...this.values)}`))}}n.FuncTickFormatter=o,c=o,o.__name__=\"FuncTickFormatter\",c.define((({Unknown:t,String:e,Dict:n})=>({args:[n(t),{}],code:[e,\"\"]})))},\n      function _(r,n,t,o,e){o();var a;const u=(0,r(1).__importStar)(r(153)),c=r(131),i=r(20);class s extends c.TickFormatter{constructor(r){super(r)}get _rounding_fn(){switch(this.rounding){case\"round\":case\"nearest\":return Math.round;case\"floor\":case\"rounddown\":return Math.floor;case\"ceil\":case\"roundup\":return Math.ceil}}doFormat(r,n){const{format:t,language:o,_rounding_fn:e}=this;return r.map((r=>u.format(r,t,o,e)))}}t.NumeralTickFormatter=s,a=s,s.__name__=\"NumeralTickFormatter\",a.define((({String:r})=>({format:[r,\"0,0\"],language:[r,\"en\"],rounding:[i.RoundingFunction,\"round\"]})))},\n      function _(t,r,n,o,a){var e;o();const i=t(131),s=t(152);class c extends i.TickFormatter{constructor(t){super(t)}doFormat(t,r){return t.map((t=>(0,s.sprintf)(this.format,t)))}}n.PrintfTickFormatter=c,e=c,c.__name__=\"PrintfTickFormatter\",e.define((({String:t})=>({format:[t,\"%s\"]})))},\n      function _(r,o,a,p,e){p(),e(\"CategoricalColorMapper\",r(197).CategoricalColorMapper),e(\"CategoricalMarkerMapper\",r(199).CategoricalMarkerMapper),e(\"CategoricalPatternMapper\",r(200).CategoricalPatternMapper),e(\"ContinuousColorMapper\",r(172).ContinuousColorMapper),e(\"ColorMapper\",r(173).ColorMapper),e(\"LinearColorMapper\",r(201).LinearColorMapper),e(\"LogColorMapper\",r(202).LogColorMapper),e(\"ScanningColorMapper\",r(171).ScanningColorMapper),e(\"EqHistColorMapper\",r(203).EqHistColorMapper)},\n      function _(t,o,r,a,e){var c;a();const s=t(198),l=t(173),n=t(67);class _ extends l.ColorMapper{constructor(t){super(t)}_v_compute(t,o,r,{nan_color:a}){(0,s.cat_v_compute)(t,this.factors,r,o,this.start,this.end,a)}}r.CategoricalColorMapper=_,c=_,_.__name__=\"CategoricalColorMapper\",c.define((({Number:t,Nullable:o})=>({factors:[n.FactorSeq],start:[t,0],end:[o(t),null]})))},\n      function _(n,t,e,l,i){l();const c=n(12),u=n(8);function f(n,t){if(n.length!=t.length)return!1;for(let e=0,l=n.length;e<l;e++)if(n[e]!==t[e])return!1;return!0}e._cat_equals=f,e.cat_v_compute=function(n,t,e,l,i,o,r){const _=n.length;for(let g=0;g<_;g++){let _,s,h=n[g];(0,u.isString)(h)?_=(0,c.index_of)(t,h):(null!=i?h=null!=o?h.slice(i,o):h.slice(i):null!=o&&(h=h.slice(0,o)),_=1==h.length?(0,c.index_of)(t,h[0]):(0,c.find_index)(t,(n=>f(n,h)))),s=_<0||_>=e.length?r:e[_],l[g]=s}}},\n      function _(e,r,a,t,s){var c;t();const l=e(198),n=e(67),u=e(174),o=e(20);class p extends u.Mapper{constructor(e){super(e)}v_compute(e){const r=new Array(e.length);return(0,l.cat_v_compute)(e,this.factors,this.markers,r,this.start,this.end,this.default_value),r}}a.CategoricalMarkerMapper=p,c=p,p.__name__=\"CategoricalMarkerMapper\",c.define((({Number:e,Array:r,Nullable:a})=>({factors:[n.FactorSeq],markers:[r(o.MarkerType)],start:[e,0],end:[a(e),null],default_value:[o.MarkerType,\"circle\"]})))},\n      function _(t,e,a,r,n){var s;r();const c=t(198),l=t(67),p=t(174),u=t(20);class o extends p.Mapper{constructor(t){super(t)}v_compute(t){const e=new Array(t.length);return(0,c.cat_v_compute)(t,this.factors,this.patterns,e,this.start,this.end,this.default_value),e}}a.CategoricalPatternMapper=o,s=o,o.__name__=\"CategoricalPatternMapper\",s.define((({Number:t,Array:e,Nullable:a})=>({factors:[l.FactorSeq],patterns:[e(u.HatchPatternType)],start:[t,0],end:[a(t),null],default_value:[u.HatchPatternType,\" \"]})))},\n      function _(n,r,o,t,a){t();const e=n(172),i=n(12);class s extends e.ContinuousColorMapper{constructor(n){super(n)}scan(n,r){const o=null!=this.low?this.low:(0,i.min)(n),t=null!=this.high?this.high:(0,i.max)(n);return{max:t,min:o,norm_factor:1/(t-o),normed_interval:1/r}}cmap(n,r,o,t,a){const e=r.length-1;if(n==a.max)return r[e];const i=(n-a.min)*a.norm_factor,s=Math.floor(i/a.normed_interval);return s<0?o:s>e?t:r[s]}}o.LinearColorMapper=s,s.__name__=\"LinearColorMapper\"},\n      function _(o,t,n,r,l){r();const a=o(172),s=o(12);class e extends a.ContinuousColorMapper{constructor(o){super(o)}scan(o,t){const n=null!=this.low?this.low:(0,s.min)(o),r=null!=this.high?this.high:(0,s.max)(o);return{max:r,min:n,scale:t/(Math.log(r)-Math.log(n))}}cmap(o,t,n,r,l){const a=t.length-1;if(o>l.max)return r;if(o==l.max)return t[a];if(o<l.min)return n;const s=Math.log(o)-Math.log(l.min);let e=Math.floor(s*l.scale);return e>a&&(e=a),t[e]}}n.LogColorMapper=e,e.__name__=\"LogColorMapper\"},\n      function _(e,n,s,t,l){var i;t();const r=e(171),o=e(12),c=e(9);class a extends r.ScanningColorMapper{constructor(e){super(e)}scan(e,n){let s=null!=this.low?this.low:(0,o.min)(e);const t=null!=this.high?this.high:(0,o.max)(e),l=this.bins,i=(0,c.linspace)(s,t,l+1),r=(0,o.bin_counts)(e,i);let a=0;for(let e=0;e<l;e++)0!=r[e]&&a++;const h=new Array(a+1),_=new Array(a+1);for(let e=0,n=1;e<l;e++)0!=r[e]&&(h[n]=r[e],_[n]=(i[e]+i[e+1])/2,n++);h[0]=0,_[0]=2*_[1]-_[a];const p=(0,c.cumsum)(h),u=p[1],m=p[a]-u;for(let e=1;e<=a;e++)p[e]=(p[e]-u)/m;p[0]=-1;let f=0;if(this.rescale_discrete_levels){const e=-.5/98,n=e*a+(1.5-2*e);n>1&&(f=1-n)}const d=(0,c.linspace)(f,1,n+1),g=(0,o.interpolate)(d,p,_);return this.rescale_discrete_levels?s=g[0]:g[0]=s,g[g.length-1]=t,{min:s,max:t,binning:g}}}s.EqHistColorMapper=a,i=a,a.__name__=\"EqHistColorMapper\",i.define((({Boolean:e,Int:n})=>({bins:[n,65536],rescale_discrete_levels:[e,!1]})))},\n      function _(a,e,l,c,n){c(),n(\"CategoricalScale\",a(62).CategoricalScale),n(\"ContinuousScale\",a(60).ContinuousScale),n(\"LinearScale\",a(59).LinearScale),n(\"LinearInterpolationScale\",a(205).LinearInterpolationScale),n(\"LogScale\",a(61).LogScale),n(\"Scale\",a(55).Scale)},\n      function _(e,r,n,t,a){var i;t();const s=e(55),o=e(59),c=e(12);class _ extends s.Scale{constructor(e){super(e)}connect_signals(){super.connect_signals();const{source_range:e,target_range:r}=this.properties;this.on_change([e,r],(()=>{this.linear_scale=new o.LinearScale({source_range:this.source_range,target_range:this.target_range})}))}get s_compute(){throw new Error(\"not implemented\")}get s_invert(){throw new Error(\"not implemented\")}compute(e){return e}v_compute(e){const{binning:r}=this,{start:n,end:t}=this.source_range,a=n,i=t,s=r.length,o=(t-n)/(s-1),_=new Float64Array(s);for(let e=0;e<s;e++)_[e]=n+e*o;const l=(0,c.map)(e,(e=>{if(e<a)return a;if(e>i)return i;const n=(0,c.left_edge_index)(e,r);if(-1==n)return a;if(n>=s-1)return i;const t=r[n],o=(e-t)/(r[n+1]-t),l=_[n];return l+o*(_[n+1]-l)}));return this.linear_scale.v_compute(l)}invert(e){return e}v_invert(e){return new Float64Array(e)}}n.LinearInterpolationScale=_,i=_,_.__name__=\"LinearInterpolationScale\",i.internal((({Arrayable:e,Ref:r})=>({binning:[e],linear_scale:[r(o.LinearScale),e=>new o.LinearScale({source_range:e.source_range,target_range:e.target_range})]})))},\n      function _(a,n,e,g,R){g(),R(\"DataRange\",a(64).DataRange),R(\"DataRange1d\",a(63).DataRange1d),R(\"FactorRange\",a(67).FactorRange),R(\"Range\",a(57).Range),R(\"Range1d\",a(58).Range1d)},\n      function _(a,o,i,t,e){t();var n=a(124);e(\"Sizeable\",n.Sizeable),e(\"SizingPolicy\",n.SizingPolicy);var c=a(125);e(\"Layoutable\",c.Layoutable),e(\"LayoutItem\",c.LayoutItem);var r=a(208);e(\"HStack\",r.HStack),e(\"VStack\",r.VStack);var l=a(209);e(\"Grid\",l.Grid),e(\"Row\",l.Row),e(\"Column\",l.Column);var S=a(210);e(\"ContentBox\",S.ContentBox),e(\"VariadicBox\",S.VariadicBox)},\n      function _(t,e,h,i,r){i();const n=t(125),o=t(65);class s extends n.Layoutable{constructor(){super(...arguments),this.children=[]}*[Symbol.iterator](){yield*this.children}}h.Stack=s,s.__name__=\"Stack\";class c extends s{_measure(t){let e=0,h=0;for(const t of this.children){const i=t.measure({width:0,height:0});e+=i.width,h=Math.max(h,i.height)}return{width:e,height:h}}_set_geometry(t,e){super._set_geometry(t,e);const h=this.absolute?t.top:0;let i=this.absolute?t.left:0;const{height:r}=t;for(const t of this.children){const{width:e}=t.measure({width:0,height:0});t.set_geometry(new o.BBox({left:i,width:e,top:h,height:r})),i+=e}}}h.HStack=c,c.__name__=\"HStack\";class a extends s{_measure(t){let e=0,h=0;for(const t of this.children){const i=t.measure({width:0,height:0});e=Math.max(e,i.width),h+=i.height}return{width:e,height:h}}_set_geometry(t,e){super._set_geometry(t,e);const h=this.absolute?t.left:0;let i=this.absolute?t.top:0;const{width:r}=t;for(const t of this.children){const{height:e}=t.measure({width:0,height:0});t.set_geometry(new o.BBox({top:i,height:e,left:h,width:r})),i+=e}}}h.VStack=a,a.__name__=\"VStack\";class l extends n.Layoutable{constructor(){super(...arguments),this.children=[]}*[Symbol.iterator](){yield*this.children}_measure(t){const{width_policy:e,height_policy:h}=this.sizing,{min:i,max:r}=Math;let n=0,o=0;for(const e of this.children){const{width:h,height:i}=e.measure(t);n=r(n,h),o=r(o,i)}return{width:(()=>{const{width:h}=this.sizing;if(t.width==1/0)return\"fixed\"==e&&null!=h?h:n;switch(e){case\"fixed\":return null!=h?h:n;case\"min\":return n;case\"fit\":return null!=h?i(t.width,h):t.width;case\"max\":return null!=h?r(t.width,h):t.width}})(),height:(()=>{const{height:e}=this.sizing;if(t.height==1/0)return\"fixed\"==h&&null!=e?e:o;switch(h){case\"fixed\":return null!=e?e:o;case\"min\":return o;case\"fit\":return null!=e?i(t.height,e):t.height;case\"max\":return null!=e?r(t.height,e):t.height}})()}}_set_geometry(t,e){super._set_geometry(t,e);const h=this.absolute?t:t.relative(),{left:i,right:r,top:n,bottom:s}=h,c=Math.round(h.vcenter),a=Math.round(h.hcenter);for(const e of this.children){const{margin:h,halign:l,valign:d}=e.sizing,{width:u,height:g,inner:_}=e.measure(t),w=(()=>{switch(`${d}_${l}`){case\"start_start\":return new o.BBox({left:i+h.left,top:n+h.top,width:u,height:g});case\"start_center\":return new o.BBox({hcenter:a,top:n+h.top,width:u,height:g});case\"start_end\":return new o.BBox({right:r-h.right,top:n+h.top,width:u,height:g});case\"center_start\":return new o.BBox({left:i+h.left,vcenter:c,width:u,height:g});case\"center_center\":return new o.BBox({hcenter:a,vcenter:c,width:u,height:g});case\"center_end\":return new o.BBox({right:r-h.right,vcenter:c,width:u,height:g});case\"end_start\":return new o.BBox({left:i+h.left,bottom:s-h.bottom,width:u,height:g});case\"end_center\":return new o.BBox({hcenter:a,bottom:s-h.bottom,width:u,height:g});case\"end_end\":return new o.BBox({right:r-h.right,bottom:s-h.bottom,width:u,height:g})}})(),m=null==_?w:new o.BBox({left:w.left+_.left,top:w.top+_.top,right:w.right-_.right,bottom:w.bottom-_.bottom});e.set_geometry(w,m)}}}h.NodeLayout=l,l.__name__=\"NodeLayout\"},\n      function _(t,i,s,e,o){e();const n=t(124),l=t(125),r=t(8),h=t(65),c=t(9),{max:a,round:g}=Math;class p{constructor(t){this.def=t,this._map=new Map}get(t){let i=this._map.get(t);return void 0===i&&(i=this.def(),this._map.set(t,i)),i}apply(t,i){const s=this.get(t);this._map.set(t,i(s))}}p.__name__=\"DefaultMap\";class f{constructor(){this._items=[],this._nrows=0,this._ncols=0}get nrows(){return this._nrows}get ncols(){return this._ncols}add(t,i){const{r1:s,c1:e}=t;this._nrows=a(this._nrows,s+1),this._ncols=a(this._ncols,e+1),this._items.push({span:t,data:i})}at(t,i){return this._items.filter((({span:s})=>s.r0<=t&&t<=s.r1&&s.c0<=i&&i<=s.c1)).map((({data:t})=>t))}row(t){return this._items.filter((({span:i})=>i.r0<=t&&t<=i.r1)).map((({data:t})=>t))}col(t){return this._items.filter((({span:i})=>i.c0<=t&&t<=i.c1)).map((({data:t})=>t))}foreach(t){for(const{span:i,data:s}of this._items)t(i,s)}map(t){const i=new f;for(const{span:s,data:e}of this._items)i.add(s,t(s,e));return i}}f.__name__=\"Container\";class _ extends l.Layoutable{constructor(t=[]){super(),this.items=t,this.rows=\"auto\",this.cols=\"auto\",this.spacing=0}*[Symbol.iterator](){for(const{layout:t}of this.items)yield t}is_width_expanding(){if(super.is_width_expanding())return!0;if(\"fixed\"==this.sizing.width_policy)return!1;const{cols:t}=this._state;return(0,c.some)(t,(t=>\"max\"==t.policy))}is_height_expanding(){if(super.is_height_expanding())return!0;if(\"fixed\"==this.sizing.height_policy)return!1;const{rows:t}=this._state;return(0,c.some)(t,(t=>\"max\"==t.policy))}_init(){var t,i,s,e;super._init();const o=new f;for(const{layout:t,row:i,col:s,row_span:e,col_span:n}of this.items)if(t.sizing.visible){const l=i,r=s,h=i+(null!=e?e:1)-1,c=s+(null!=n?n:1)-1;o.add({r0:l,c0:r,r1:h,c1:c},t)}const{nrows:n,ncols:l}=o,h=new Array(n);for(let s=0;s<n;s++){const e=(()=>{var t;const i=(0,r.isPlainObject)(this.rows)?null!==(t=this.rows[s])&&void 0!==t?t:this.rows[\"*\"]:this.rows;return null==i?{policy:\"auto\"}:(0,r.isNumber)(i)?{policy:\"fixed\",height:i}:(0,r.isString)(i)?{policy:i}:i})(),n=null!==(t=e.align)&&void 0!==t?t:\"auto\";if(\"fixed\"==e.policy)h[s]={policy:\"fixed\",height:e.height,align:n};else if(\"min\"==e.policy)h[s]={policy:\"min\",align:n};else if(\"fit\"==e.policy||\"max\"==e.policy)h[s]={policy:e.policy,flex:null!==(i=e.flex)&&void 0!==i?i:1,align:n};else{if(\"auto\"!=e.policy)throw new Error(\"unrechable\");(0,c.some)(o.row(s),(t=>t.is_height_expanding()))?h[s]={policy:\"max\",flex:1,align:n}:h[s]={policy:\"min\",align:n}}}const a=new Array(l);for(let t=0;t<l;t++){const i=(()=>{var i;const s=(0,r.isPlainObject)(this.cols)?null!==(i=this.cols[t])&&void 0!==i?i:this.cols[\"*\"]:this.cols;return null==s?{policy:\"auto\"}:(0,r.isNumber)(s)?{policy:\"fixed\",width:s}:(0,r.isString)(s)?{policy:s}:s})(),n=null!==(s=i.align)&&void 0!==s?s:\"auto\";if(\"fixed\"==i.policy)a[t]={policy:\"fixed\",width:i.width,align:n};else if(\"min\"==i.policy)a[t]={policy:\"min\",align:n};else if(\"fit\"==i.policy||\"max\"==i.policy)a[t]={policy:i.policy,flex:null!==(e=i.flex)&&void 0!==e?e:1,align:n};else{if(\"auto\"!=i.policy)throw new Error(\"unrechable\");(0,c.some)(o.col(t),(t=>t.is_width_expanding()))?a[t]={policy:\"max\",flex:1,align:n}:a[t]={policy:\"min\",align:n}}}const[g,p]=(0,r.isNumber)(this.spacing)?[this.spacing,this.spacing]:this.spacing;this._state={items:o,nrows:n,ncols:l,rows:h,cols:a,rspacing:g,cspacing:p}}_measure_totals(t,i){const{nrows:s,ncols:e,rspacing:o,cspacing:n}=this._state;return{height:(0,c.sum)(t)+(s-1)*o,width:(0,c.sum)(i)+(e-1)*n}}_measure_cells(t){const{items:i,nrows:s,ncols:e,rows:o,cols:l,rspacing:r,cspacing:h}=this._state,c=new Array(s);for(let t=0;t<s;t++){const i=o[t];c[t]=\"fixed\"==i.policy?i.height:0}const p=new Array(e);for(let t=0;t<e;t++){const i=l[t];p[t]=\"fixed\"==i.policy?i.width:0}const _=new f;i.foreach(((i,s)=>{const{r0:e,c0:f,r1:d,c1:u}=i,w=(d-e)*r,m=(u-f)*h;let y=0;for(let i=e;i<=d;i++)y+=t(i,f).height;y+=w;let x=0;for(let i=f;i<=u;i++)x+=t(e,i).width;x+=m;const b=s.measure({width:x,height:y});_.add(i,{layout:s,size_hint:b});const z=new n.Sizeable(b).grow_by(s.sizing.margin);z.height-=w,z.width-=m;const v=[];for(let t=e;t<=d;t++){const i=o[t];\"fixed\"==i.policy?z.height-=i.height:v.push(t)}if(z.height>0){const t=g(z.height/v.length);for(const i of v)c[i]=a(c[i],t)}const j=[];for(let t=f;t<=u;t++){const i=l[t];\"fixed\"==i.policy?z.width-=i.width:j.push(t)}if(z.width>0){const t=g(z.width/j.length);for(const i of j)p[i]=a(p[i],t)}}));return{size:this._measure_totals(c,p),row_heights:c,col_widths:p,size_hints:_}}_measure_grid(t){const{nrows:i,ncols:s,rows:e,cols:o,rspacing:n,cspacing:l}=this._state,r=this._measure_cells(((t,i)=>{const s=e[t],n=o[i];return{width:\"fixed\"==n.policy?n.width:1/0,height:\"fixed\"==s.policy?s.height:1/0}}));let h;h=\"fixed\"==this.sizing.height_policy&&null!=this.sizing.height?this.sizing.height:t.height!=1/0&&this.is_height_expanding()?t.height:r.size.height;let c,p=0;for(let t=0;t<i;t++){const i=e[t];\"fit\"==i.policy||\"max\"==i.policy?p+=i.flex:h-=r.row_heights[t]}if(h-=(i-1)*n,0!=p&&h>0)for(let t=0;t<i;t++){const i=e[t];if(\"fit\"==i.policy||\"max\"==i.policy){const s=g(h*(i.flex/p));h-=s,r.row_heights[t]=s,p-=i.flex}}else if(h<0){let t=0;for(let s=0;s<i;s++){\"fixed\"!=e[s].policy&&t++}let s=-h;for(let o=0;o<i;o++){if(\"fixed\"!=e[o].policy){const i=r.row_heights[o],e=g(s/t);r.row_heights[o]=a(i-e,0),s-=e>i?i:e,t--}}}c=\"fixed\"==this.sizing.width_policy&&null!=this.sizing.width?this.sizing.width:t.width!=1/0&&this.is_width_expanding()?t.width:r.size.width;let f=0;for(let t=0;t<s;t++){const i=o[t];\"fit\"==i.policy||\"max\"==i.policy?f+=i.flex:c-=r.col_widths[t]}if(c-=(s-1)*l,0!=f&&c>0)for(let t=0;t<s;t++){const i=o[t];if(\"fit\"==i.policy||\"max\"==i.policy){const s=g(c*(i.flex/f));c-=s,r.col_widths[t]=s,f-=i.flex}}else if(c<0){let t=0;for(let i=0;i<s;i++){\"fixed\"!=o[i].policy&&t++}let i=-c;for(let e=0;e<s;e++){if(\"fixed\"!=o[e].policy){const s=r.col_widths[e],o=g(i/t);r.col_widths[e]=a(s-o,0),i-=o>s?s:o,t--}}}const{row_heights:_,col_widths:d,size_hints:u}=this._measure_cells(((t,i)=>({width:r.col_widths[i],height:r.row_heights[t]})));return{size:this._measure_totals(_,d),row_heights:_,col_widths:d,size_hints:u}}_measure(t){const{size:i}=this._measure_grid(t);return i}_set_geometry(t,i){super._set_geometry(t,i);const{nrows:s,ncols:e,rspacing:o,cspacing:n}=this._state,{row_heights:l,col_widths:r,size_hints:c}=this._measure_grid(t),f=this._state.rows.map(((t,i)=>Object.assign(Object.assign({},t),{top:0,height:l[i],get bottom(){return this.top+this.height}}))),_=this._state.cols.map(((t,i)=>Object.assign(Object.assign({},t),{left:0,width:r[i],get right(){return this.left+this.width}}))),d=c.map(((t,i)=>Object.assign(Object.assign({},i),{outer:new h.BBox,inner:new h.BBox})));for(let i=0,e=this.absolute?t.top:0;i<s;i++){const t=f[i];t.top=e,e+=t.height+o}for(let i=0,s=this.absolute?t.left:0;i<e;i++){const t=_[i];t.left=s,s+=t.width+n}d.foreach((({r0:t,c0:i,r1:s,c1:e},l)=>{const{layout:r,size_hint:c}=l,{sizing:a}=r,{width:p,height:d}=c,u=function(t,i){let s=(i-t)*n;for(let e=t;e<=i;e++)s+=_[e].width;return s}(i,e),w=function(t,i){let s=(i-t)*o;for(let e=t;e<=i;e++)s+=f[e].height;return s}(t,s),m=i==e&&\"auto\"!=_[i].align?_[i].align:a.halign,y=t==s&&\"auto\"!=f[t].align?f[t].align:a.valign;let x=_[i].left;\"start\"==m?x+=a.margin.left:\"center\"==m?x+=g((u-p)/2):\"end\"==m&&(x+=u-a.margin.right-p);let b=f[t].top;\"start\"==y?b+=a.margin.top:\"center\"==y?b+=g((w-d)/2):\"end\"==y&&(b+=w-a.margin.bottom-d),l.outer=new h.BBox({left:x,top:b,width:p,height:d})}));const u=f.map((()=>({start:new p((()=>0)),end:new p((()=>0))}))),w=_.map((()=>({start:new p((()=>0)),end:new p((()=>0))})));d.foreach((({r0:t,c0:i,r1:s,c1:e},{size_hint:o,outer:n})=>{const{inner:l}=o;null!=l&&(u[t].start.apply(n.top,(t=>a(t,l.top))),u[s].end.apply(f[s].bottom-n.bottom,(t=>a(t,l.bottom))),w[i].start.apply(n.left,(t=>a(t,l.left))),w[e].end.apply(_[e].right-n.right,(t=>a(t,l.right))))})),d.foreach((({r0:t,c0:i,r1:s,c1:e},o)=>{const{size_hint:n,outer:l}=o,r=t=>{const i=this.absolute?l:l.relative(),s=i.left+t.left,e=i.top+t.top,o=i.right-t.right,n=i.bottom-t.bottom;return new h.BBox({left:s,top:e,right:o,bottom:n})};if(null!=n.inner){let h=r(n.inner);if(!1!==n.align){const o=u[t].start.get(l.top),n=u[s].end.get(f[s].bottom-l.bottom),c=w[i].start.get(l.left),a=w[e].end.get(_[e].right-l.right);try{h=r({top:o,bottom:n,left:c,right:a})}catch(t){}}o.inner=h}else o.inner=l})),d.foreach(((t,{layout:i,outer:s,inner:e})=>{i.set_geometry(s,e)}))}}s.Grid=_,_.__name__=\"Grid\";class d extends _{constructor(t){super(),this.items=t.map(((t,i)=>({layout:t,row:0,col:i}))),this.rows=\"fit\"}}s.Row=d,d.__name__=\"Row\";class u extends _{constructor(t){super(),this.items=t.map(((t,i)=>({layout:t,row:i,col:0}))),this.cols=\"fit\"}}s.Column=u,u.__name__=\"Column\"},\n      function _(e,t,s,n,i){n();const a=e(125),c=e(124),o=e(43);class r extends a.ContentLayoutable{constructor(e){super(),this.content_size=(0,o.unsized)(e,(()=>new c.Sizeable((0,o.size)(e))))}_content_size(){return this.content_size}}s.ContentBox=r,r.__name__=\"ContentBox\";class _ extends a.Layoutable{constructor(e){super(),this.el=e}_measure(e){const t=new c.Sizeable(e).bounded_to(this.sizing.size);return(0,o.sized)(this.el,t,(()=>{const e=new c.Sizeable((0,o.content_size)(this.el)),{border:t,padding:s}=(0,o.extents)(this.el);return e.grow_by(t).grow_by(s).map(Math.ceil)}))}}s.VariadicBox=_,_.__name__=\"VariadicBox\";class h extends _{constructor(e){super(e),this._cache=new Map}_measure(e){const{width:t,height:s}=e,n=`${t},${s}`;let i=this._cache.get(n);return null==i&&(i=super._measure(e),this._cache.set(n,i)),i}invalidate_cache(){this._cache.clear()}}s.CachedVariadicBox=h,h.__name__=\"CachedVariadicBox\"},\n      function _(t,e,i,h,o){h();const s=t(124),r=t(125),n=t(65);class g extends r.Layoutable{constructor(){super(...arguments),this.min_border={left:0,top:0,right:0,bottom:0},this.padding={left:0,top:0,right:0,bottom:0}}*[Symbol.iterator](){yield this.top_panel,yield this.bottom_panel,yield this.left_panel,yield this.right_panel,yield this.center_panel}_measure(t){t=new s.Sizeable({width:\"fixed\"==this.sizing.width_policy||t.width==1/0?this.sizing.width:t.width,height:\"fixed\"==this.sizing.height_policy||t.height==1/0?this.sizing.height:t.height});const e=this.left_panel.measure({width:0,height:t.height}),i=Math.max(e.width,this.min_border.left)+this.padding.left,h=this.right_panel.measure({width:0,height:t.height}),o=Math.max(h.width,this.min_border.right)+this.padding.right,r=this.top_panel.measure({width:t.width,height:0}),n=Math.max(r.height,this.min_border.top)+this.padding.top,g=this.bottom_panel.measure({width:t.width,height:0}),a=Math.max(g.height,this.min_border.bottom)+this.padding.bottom,d=new s.Sizeable(t).shrink_by({left:i,right:o,top:n,bottom:a}),l=this.center_panel.measure(d);return{width:i+l.width+o,height:n+l.height+a,inner:{left:i,right:o,top:n,bottom:a},align:(()=>{const{width_policy:t,height_policy:e}=this.center_panel.sizing;return\"fixed\"!=t&&\"fixed\"!=e})()}}_set_geometry(t,e){super._set_geometry(t,e),this.center_panel.set_geometry(e);const i=this.left_panel.measure({width:0,height:t.height}),h=this.right_panel.measure({width:0,height:t.height}),o=this.top_panel.measure({width:t.width,height:0}),s=this.bottom_panel.measure({width:t.width,height:0}),{left:r,top:g,right:a,bottom:d}=e;this.top_panel.set_geometry(new n.BBox({left:r,right:a,bottom:g,height:o.height})),this.bottom_panel.set_geometry(new n.BBox({left:r,right:a,top:d,height:s.height})),this.left_panel.set_geometry(new n.BBox({top:g,bottom:d,right:r,width:i.width})),this.right_panel.set_geometry(new n.BBox({top:g,bottom:d,left:a,width:h.width}))}}i.BorderLayout=g,g.__name__=\"BorderLayout\"},\n      function _(t,e,i,s,l){s();const n=t(1);var o;const a=t(119),_=t(10),d=t(20),h=t(120),r=t(123),u=(0,n.__importStar)(t(48));class c extends a.TextAnnotationView{update_layout(){const{panel:t}=this;this.layout=null!=t?new r.SideLayout(t,(()=>this.get_size()),!1):void 0}_get_size(){const{text:t}=this.model,e=new h.TextBox({text:t}),{angle:i,angle_units:s}=this.model;e.angle=(0,_.resolve_angle)(i,s),e.visuals=this.visuals.text.values();const{width:l,height:n}=e.size();return{width:l,height:n}}_render(){const{angle:t,angle_units:e}=this.model,i=(0,_.resolve_angle)(t,e),s=null!=this.layout?this.layout:this.plot_view.frame,l=this.coordinates.x_scale,n=this.coordinates.y_scale;let o=\"data\"==this.model.x_units?l.compute(this.model.x):s.bbox.xview.compute(this.model.x),a=\"data\"==this.model.y_units?n.compute(this.model.y):s.bbox.yview.compute(this.model.y);o+=this.model.x_offset,a-=this.model.y_offset;(\"canvas\"==this.model.render_mode?this._canvas_text.bind(this):this._css_text.bind(this))(this.layer.ctx,this.model.text,o,a,i)}}i.LabelView=c,c.__name__=\"LabelView\";class x extends a.TextAnnotation{constructor(t){super(t)}}i.Label=x,o=x,x.__name__=\"Label\",o.prototype.default_view=c,o.mixins([u.Text,[\"border_\",u.Line],[\"background_\",u.Fill]]),o.define((({Number:t,String:e,Angle:i})=>({x:[t],x_units:[d.SpatialUnits,\"data\"],y:[t],y_units:[d.SpatialUnits,\"data\"],text:[e,\"\"],angle:[i,0],angle_units:[d.AngleUnits,\"rad\"],x_offset:[t,0],y_offset:[t,0]}))),o.override({background_fill_color:null,border_line_color:null})},\n      function _(t,e,s,i,l){i();const o=t(1);var a;const r=t(69),n=(0,o.__importStar)(t(48)),d=t(20),_=t(43),c=t(120),h=(0,o.__importStar)(t(18)),u=t(11);class v extends r.DataAnnotationView{set_data(t){var e;if(super.set_data(t),null===(e=this.els)||void 0===e||e.forEach((t=>(0,_.remove)(t))),\"css\"==this.model.render_mode){const t=this.els=[...this.text].map((()=>(0,_.div)({style:{display:\"none\"}})));for(const e of t)this.plot_view.canvas_view.add_overlay(e)}else delete this.els}remove(){var t;null===(t=this.els)||void 0===t||t.forEach((t=>(0,_.remove)(t))),super.remove()}_rerender(){\"css\"==this.model.render_mode?this.render():this.request_render()}map_data(){const{x_scale:t,y_scale:e}=this.coordinates,s=null!=this.layout?this.layout:this.plot_view.frame;this.sx=\"data\"==this.model.x_units?t.v_compute(this._x):s.bbox.xview.v_compute(this._x),this.sy=\"data\"==this.model.y_units?e.v_compute(this._y):s.bbox.yview.v_compute(this._y)}paint(){const t=\"canvas\"==this.model.render_mode?this._v_canvas_text.bind(this):this._v_css_text.bind(this),{ctx:e}=this.layer;for(let s=0,i=this.text.length;s<i;s++){const i=this.x_offset.get(s),l=this.y_offset.get(s),o=this.sx[s]+i,a=this.sy[s]-l,r=this.angle.get(s);t(e,s,this.text.get(s),o,a,r)}}_v_canvas_text(t,e,s,i,l,o){const a=new c.TextBox({text:s});a.angle=o,a.position={sx:i,sy:l},a.visuals=this.visuals.text.values(e);const{background_fill:r,border_line:n}=this.visuals;if(r.doit||n.doit){const{p0:s,p1:i,p2:l,p3:o}=a.rect();t.beginPath(),t.moveTo(s.x,s.y),t.lineTo(i.x,i.y),t.lineTo(l.x,l.y),t.lineTo(o.x,o.y),t.closePath(),this.visuals.background_fill.apply(t,e),this.visuals.border_line.apply(t,e)}this.visuals.text.doit&&a.paint(t)}_v_css_text(t,e,s,i,l,o){(0,u.assert)(null!=this.els);const a=this.els[e];a.textContent=s,this.visuals.text.set_vectorize(t,e),a.style.position=\"absolute\",a.style.left=`${i}px`,a.style.top=`${l}px`,a.style.color=t.fillStyle,a.style.font=t.font,a.style.lineHeight=\"normal\",a.style.whiteSpace=\"pre\";const[r,n]=(()=>{switch(this.visuals.text.text_align.get(e)){case\"left\":return[\"left\",\"0%\"];case\"center\":return[\"center\",\"-50%\"];case\"right\":return[\"right\",\"-100%\"]}})(),[d,c]=(()=>{switch(this.visuals.text.text_baseline.get(e)){case\"top\":return[\"top\",\"0%\"];case\"middle\":return[\"center\",\"-50%\"];case\"bottom\":return[\"bottom\",\"-100%\"];default:return[\"center\",\"-50%\"]}})();let h=`translate(${n}, ${c})`;o&&(h+=`rotate(${o}rad)`),a.style.transformOrigin=`${r} ${d}`,a.style.transform=h,this.layout,this.visuals.background_fill.doit&&(this.visuals.background_fill.set_vectorize(t,e),a.style.backgroundColor=t.fillStyle),this.visuals.border_line.doit&&(this.visuals.border_line.set_vectorize(t,e),a.style.borderStyle=t.lineDash.length<2?\"solid\":\"dashed\",a.style.borderWidth=`${t.lineWidth}px`,a.style.borderColor=t.strokeStyle),(0,_.display)(a)}}s.LabelSetView=v,v.__name__=\"LabelSetView\";class x extends r.DataAnnotation{constructor(t){super(t)}}s.LabelSet=x,a=x,x.__name__=\"LabelSet\",a.prototype.default_view=v,a.mixins([n.TextVector,[\"border_\",n.LineVector],[\"background_\",n.FillVector]]),a.define((()=>({x:[h.XCoordinateSpec,{field:\"x\"}],y:[h.YCoordinateSpec,{field:\"y\"}],x_units:[d.SpatialUnits,\"data\"],y_units:[d.SpatialUnits,\"data\"],text:[h.StringSpec,{field:\"text\"}],angle:[h.AngleSpec,0],x_offset:[h.NumberSpec,{value:0}],y_offset:[h.NumberSpec,{value:0}],render_mode:[d.RenderMode,\"canvas\"]}))),a.override({background_fill_color:null,border_line_color:null})},\n      function _(t,e,i,l,s){l();const n=t(1);var o;const h=t(40),a=t(215),_=t(20),r=(0,n.__importStar)(t(48)),d=t(15),c=t(123),g=t(121),m=t(65),b=t(9),f=t(8),u=t(11);class x extends h.AnnotationView{update_layout(){const{panel:t}=this;this.layout=null!=t?new c.SideLayout(t,(()=>this.get_size())):void 0}cursor(t,e){return\"none\"==this.model.click_policy?null:\"pointer\"}get legend_padding(){return null!=this.model.border_line_color?this.model.padding:0}connect_signals(){super.connect_signals(),this.connect(this.model.change,(()=>this.request_render())),this.connect(this.model.item_change,(()=>this.request_render()))}compute_legend_bbox(){const t=this.model.get_legend_names(),{glyph_height:e,glyph_width:i}=this.model,{label_height:l,label_width:s}=this.model;this.max_label_height=(0,b.max)([(0,g.font_metrics)(this.visuals.label_text.font_value()).height,l,e]);const{ctx:n}=this.layer;n.save(),this.visuals.label_text.set_value(n),this.text_widths=new Map;for(const e of t)this.text_widths.set(e,(0,b.max)([n.measureText(e).width,s]));this.visuals.title_text.set_value(n),this.title_height=this.model.title?(0,g.font_metrics)(this.visuals.title_text.font_value()).height+this.model.title_standoff:0,this.title_width=this.model.title?n.measureText(this.model.title).width:0,n.restore();const o=Math.max((0,b.max)([...this.text_widths.values()]),0),h=this.model.margin,{legend_padding:a}=this,_=this.model.spacing,{label_standoff:r}=this.model;let d,c;if(\"vertical\"==this.model.orientation)d=t.length*this.max_label_height+Math.max(t.length-1,0)*_+2*a+this.title_height,c=(0,b.max)([o+i+r+2*a,this.title_width+2*a]);else{let e=2*a+Math.max(t.length-1,0)*_;for(const[,t]of this.text_widths)e+=(0,b.max)([t,s])+i+r;c=(0,b.max)([this.title_width+2*a,e]),d=this.max_label_height+this.title_height+2*a}const x=null!=this.layout?this.layout:this.plot_view.frame,[p,w]=x.bbox.ranges,{location:v}=this.model;let y,k;if((0,f.isString)(v))switch(v){case\"top_left\":y=p.start+h,k=w.start+h;break;case\"top\":case\"top_center\":y=(p.end+p.start)/2-c/2,k=w.start+h;break;case\"top_right\":y=p.end-h-c,k=w.start+h;break;case\"bottom_right\":y=p.end-h-c,k=w.end-h-d;break;case\"bottom\":case\"bottom_center\":y=(p.end+p.start)/2-c/2,k=w.end-h-d;break;case\"bottom_left\":y=p.start+h,k=w.end-h-d;break;case\"left\":case\"center_left\":y=p.start+h,k=(w.end+w.start)/2-d/2;break;case\"center\":case\"center_center\":y=(p.end+p.start)/2-c/2,k=(w.end+w.start)/2-d/2;break;case\"right\":case\"center_right\":y=p.end-h-c,k=(w.end+w.start)/2-d/2}else if((0,f.isArray)(v)&&2==v.length){const[t,e]=v;y=x.bbox.xview.compute(t),k=x.bbox.yview.compute(e)-d}else(0,u.unreachable)();return new m.BBox({left:y,top:k,width:c,height:d})}interactive_bbox(){return this.compute_legend_bbox()}interactive_hit(t,e){return this.interactive_bbox().contains(t,e)}on_hit(t,e){let i;const{glyph_width:l}=this.model,{legend_padding:s}=this,n=this.model.spacing,{label_standoff:o}=this.model;let h=i=s;const a=this.compute_legend_bbox(),_=\"vertical\"==this.model.orientation;for(const r of this.model.items){const d=r.get_labels_list_from_label_prop();for(const c of d){const d=a.x+h,g=a.y+i+this.title_height;let b,f;[b,f]=_?[a.width-2*s,this.max_label_height]:[this.text_widths.get(c)+l+o,this.max_label_height];if(new m.BBox({left:d,top:g,width:b,height:f}).contains(t,e)){switch(this.model.click_policy){case\"hide\":for(const t of r.renderers)t.visible=!t.visible;break;case\"mute\":for(const t of r.renderers)t.muted=!t.muted}return!0}_?i+=this.max_label_height+n:h+=this.text_widths.get(c)+l+o+n}}return!1}_render(){if(0==this.model.items.length)return;if(!(0,b.some)(this.model.items,(t=>t.visible)))return;for(const t of this.model.items)t.legend=this.model;const{ctx:t}=this.layer,e=this.compute_legend_bbox();t.save(),this._draw_legend_box(t,e),this._draw_legend_items(t,e),this._draw_title(t,e),t.restore()}_draw_legend_box(t,e){t.beginPath(),t.rect(e.x,e.y,e.width,e.height),this.visuals.background_fill.apply(t),this.visuals.border_line.apply(t)}_draw_legend_items(t,e){const{glyph_width:i,glyph_height:l}=this.model,{legend_padding:s}=this,n=this.model.spacing,{label_standoff:o}=this.model;let h=s,a=s;const _=\"vertical\"==this.model.orientation;for(const r of this.model.items){if(!r.visible)continue;const d=r.get_labels_list_from_label_prop(),c=r.get_field_from_label_prop();if(0==d.length)continue;const g=(()=>{switch(this.model.click_policy){case\"none\":return!0;case\"hide\":return(0,b.every)(r.renderers,(t=>t.visible));case\"mute\":return(0,b.every)(r.renderers,(t=>!t.muted))}})();for(const m of d){const d=e.x+h,b=e.y+a+this.title_height,f=d+i,u=b+l;_?a+=this.max_label_height+n:h+=this.text_widths.get(m)+i+o+n,this.visuals.label_text.set_value(t),t.fillText(m,f+o,b+this.max_label_height/2);for(const e of r.renderers){const i=this.plot_view.renderer_view(e);null==i||i.draw_legend(t,d,f,b,u,c,m,r.index)}if(!g){let l,n;[l,n]=_?[e.width-2*s,this.max_label_height]:[this.text_widths.get(m)+i+o,this.max_label_height],t.beginPath(),t.rect(d,b,l,n),this.visuals.inactive_fill.set_value(t),t.fill()}}}}_draw_title(t,e){const{title:i}=this.model;i&&this.visuals.title_text.doit&&(t.save(),t.translate(e.x0,e.y0+this.title_height),this.visuals.title_text.set_value(t),t.fillText(i,this.legend_padding,this.legend_padding-this.model.title_standoff),t.restore())}_get_size(){const{width:t,height:e}=this.compute_legend_bbox();return{width:t+2*this.model.margin,height:e+2*this.model.margin}}}i.LegendView=x,x.__name__=\"LegendView\";class p extends h.Annotation{constructor(t){super(t)}initialize(){super.initialize(),this.item_change=new d.Signal0(this,\"item_change\")}get_legend_names(){const t=[];for(const e of this.items){const i=e.get_labels_list_from_label_prop();t.push(...i)}return t}}i.Legend=p,o=p,p.__name__=\"Legend\",o.prototype.default_view=x,o.mixins([[\"label_\",r.Text],[\"title_\",r.Text],[\"inactive_\",r.Fill],[\"border_\",r.Line],[\"background_\",r.Fill]]),o.define((({Number:t,String:e,Array:i,Tuple:l,Or:s,Ref:n,Nullable:o})=>({orientation:[_.Orientation,\"vertical\"],location:[s(_.LegendLocation,l(t,t)),\"top_right\"],title:[o(e),null],title_standoff:[t,5],label_standoff:[t,5],glyph_height:[t,20],glyph_width:[t,20],label_height:[t,20],label_width:[t,20],margin:[t,10],padding:[t,10],spacing:[t,3],items:[i(n(a.LegendItem)),[]],click_policy:[_.LegendClickPolicy,\"none\"]}))),o.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:\"13px\",label_text_baseline:\"middle\",title_text_font_size:\"13px\",title_text_font_style:\"italic\"})},\n      function _(e,r,l,n,t){n();const i=e(1);var s;const o=e(53),a=e(175),_=e(70),u=e(216),d=(0,i.__importStar)(e(18)),c=e(19),f=e(9);class h extends o.Model{constructor(e){super(e)}_check_data_sources_on_renderers(){if(null!=this.get_field_from_label_prop()){if(this.renderers.length<1)return!1;const e=this.renderers[0].data_source;if(null!=e)for(const r of this.renderers)if(r.data_source!=e)return!1}return!0}_check_field_label_on_data_source(){const e=this.get_field_from_label_prop();if(null!=e){if(this.renderers.length<1)return!1;const r=this.renderers[0].data_source;if(null!=r&&!(0,f.includes)(r.columns(),e))return!1}return!0}initialize(){super.initialize(),this.legend=null,this.connect(this.change,(()=>{var e;return null===(e=this.legend)||void 0===e?void 0:e.item_change.emit()}));this._check_data_sources_on_renderers()||c.logger.error(\"Non matching data sources on legend item renderers\");this._check_field_label_on_data_source()||c.logger.error(`Bad column name on label: ${this.label}`)}get_field_from_label_prop(){const{label:e}=this;return(0,u.isField)(e)?e.field:null}get_labels_list_from_label_prop(){if(!this.visible)return[];if((0,u.isValue)(this.label)){const{value:e}=this.label;return null!=e?[e]:[]}const e=this.get_field_from_label_prop();if(null!=e){let r;if(!this.renderers[0]||null==this.renderers[0].data_source)return[\"No source found\"];if(r=this.renderers[0].data_source,r instanceof _.ColumnarDataSource){const l=r.get_column(e);return null!=l?(0,f.uniq)(Array.from(l)):[\"Invalid field\"]}}return[]}}l.LegendItem=h,s=h,h.__name__=\"LegendItem\",s.define((({Boolean:e,Int:r,Array:l,Ref:n,Nullable:t})=>({label:[d.NullStringSpec,null],renderers:[l(n(a.GlyphRenderer)),[]],index:[t(r),null],visible:[e,!0]})))},\n      function _(i,n,e,t,u){t();const c=i(8);e.isValue=function(i){return(0,c.isPlainObject)(i)&&\"value\"in i},e.isField=function(i){return(0,c.isPlainObject)(i)&&\"field\"in i},e.isExpr=function(i){return(0,c.isPlainObject)(i)&&\"expr\"in i}},\n      function _(t,n,e,s,i){s();const o=t(1);var a;const l=t(40),c=(0,o.__importStar)(t(48)),r=t(20);class _ extends l.AnnotationView{connect_signals(){super.connect_signals(),this.connect(this.model.change,(()=>this.request_render()))}_render(){const{xs:t,ys:n}=this.model;if(t.length!=n.length)return;const e=t.length;if(e<3)return;const{frame:s}=this.plot_view,{ctx:i}=this.layer,o=this.coordinates.x_scale,a=this.coordinates.y_scale,{screen:l}=this.model;function c(t,n,e,s){return l?t:\"data\"==n?e.v_compute(t):s.v_compute(t)}const r=c(t,this.model.xs_units,o,s.bbox.xview),_=c(n,this.model.ys_units,a,s.bbox.yview);i.beginPath();for(let t=0;t<e;t++)i.lineTo(r[t],_[t]);i.closePath(),this.visuals.fill.apply(i),this.visuals.hatch.apply(i),this.visuals.line.apply(i)}}e.PolyAnnotationView=_,_.__name__=\"PolyAnnotationView\";class h extends l.Annotation{constructor(t){super(t)}update({xs:t,ys:n}){this.setv({xs:t,ys:n,screen:!0},{check_eq:!1})}}e.PolyAnnotation=h,a=h,h.__name__=\"PolyAnnotation\",a.prototype.default_view=_,a.mixins([c.Line,c.Fill,c.Hatch]),a.define((({Number:t,Array:n})=>({xs:[n(t),[]],xs_units:[r.SpatialUnits,\"data\"],ys:[n(t),[]],ys_units:[r.SpatialUnits,\"data\"]}))),a.internal((({Boolean:t})=>({screen:[t,!1]}))),a.override({fill_color:\"#fff9ba\",fill_alpha:.4,line_color:\"#cccccc\",line_alpha:.3})},\n      function _(e,t,n,o,i){o();const s=e(1);var l;const r=e(40),c=(0,s.__importStar)(e(48));class a extends r.AnnotationView{connect_signals(){super.connect_signals(),this.connect(this.model.change,(()=>this.request_render()))}_render(){const{gradient:e,y_intercept:t}=this.model;if(null==e||null==t)return;const{frame:n}=this.plot_view,o=this.coordinates.x_scale,i=this.coordinates.y_scale;let s,l,r,c;if(0==e)s=i.compute(t),l=s,r=n.bbox.left,c=r+n.bbox.width;else{s=n.bbox.top,l=s+n.bbox.height;const a=(i.invert(s)-t)/e,_=(i.invert(l)-t)/e;r=o.compute(a),c=o.compute(_)}const{ctx:a}=this.layer;a.save(),a.beginPath(),this.visuals.line.set_value(a),a.moveTo(r,s),a.lineTo(c,l),a.stroke(),a.restore()}}n.SlopeView=a,a.__name__=\"SlopeView\";class _ extends r.Annotation{constructor(e){super(e)}}n.Slope=_,l=_,_.__name__=\"Slope\",l.prototype.default_view=a,l.mixins(c.Line),l.define((({Number:e,Nullable:t})=>({gradient:[t(e),null],y_intercept:[t(e),null]}))),l.override({line_color:\"black\"})},\n      function _(e,t,i,o,n){o();const s=e(1);var l;const a=e(40),r=(0,s.__importStar)(e(48)),c=e(20);class d extends a.AnnotationView{connect_signals(){super.connect_signals(),this.connect(this.model.change,(()=>this.plot_view.request_paint(this)))}_render(){const{location:e}=this.model;if(null==e)return;const{frame:t}=this.plot_view,i=this.coordinates.x_scale,o=this.coordinates.y_scale,n=(t,i)=>\"data\"==this.model.location_units?t.compute(e):this.model.for_hover?e:i.compute(e);let s,l,a,r;\"width\"==this.model.dimension?(a=n(o,t.bbox.yview),l=t.bbox.left,r=t.bbox.width,s=this.model.line_width):(a=t.bbox.top,l=n(i,t.bbox.xview),r=this.model.line_width,s=t.bbox.height);const{ctx:c}=this.layer;c.save(),c.beginPath(),this.visuals.line.set_value(c),c.moveTo(l,a),\"width\"==this.model.dimension?c.lineTo(l+r,a):c.lineTo(l,a+s),c.stroke(),c.restore()}}i.SpanView=d,d.__name__=\"SpanView\";class _ extends a.Annotation{constructor(e){super(e)}}i.Span=_,l=_,_.__name__=\"Span\",l.prototype.default_view=d,l.mixins(r.Line),l.define((({Number:e,Nullable:t})=>({render_mode:[c.RenderMode,\"canvas\"],location:[t(e),null],location_units:[c.SpatialUnits,\"data\"],dimension:[c.Dimension,\"width\"]}))),l.internal((({Boolean:e})=>({for_hover:[e,!1]}))),l.override({line_color:\"black\"})},\n      function _(i,e,t,o,l){var s;o();const a=i(40),_=i(221),n=i(113),r=i(43),h=i(123),b=i(65);class v extends a.AnnotationView{constructor(){super(...arguments),this._invalidate_toolbar=!0,this._previous_bbox=new b.BBox}update_layout(){this.layout=new h.SideLayout(this.panel,(()=>this.get_size()),!0)}initialize(){super.initialize(),this.el=(0,r.div)(),this.plot_view.canvas_view.add_event(this.el)}async lazy_initialize(){await super.lazy_initialize(),this._toolbar_view=await(0,n.build_view)(this.model.toolbar,{parent:this}),this.plot_view.visibility_callbacks.push((i=>this._toolbar_view.set_visibility(i)))}remove(){this._toolbar_view.remove(),(0,r.remove)(this.el),super.remove()}render(){this.model.visible||(0,r.undisplay)(this.el),super.render()}_render(){const{bbox:i}=this.layout;this._previous_bbox.equals(i)||((0,r.position)(this.el,i),this._previous_bbox=i,this._invalidate_toolbar=!0),this._invalidate_toolbar&&(this.el.style.position=\"absolute\",this.el.style.overflow=\"hidden\",(0,r.empty)(this.el),this.el.appendChild(this._toolbar_view.el),this._toolbar_view.layout.bbox=i,this._toolbar_view.render(),this._invalidate_toolbar=!1),(0,r.display)(this.el)}_get_size(){const{tools:i,logo:e}=this.model.toolbar;return{width:30*i.length+(null!=e?25:0)+15,height:30}}}t.ToolbarPanelView=v,v.__name__=\"ToolbarPanelView\";class d extends a.Annotation{constructor(i){super(i)}}t.ToolbarPanel=d,s=d,d.__name__=\"ToolbarPanel\",s.prototype.default_view=v,s.define((({Ref:i})=>({toolbar:[i(_.Toolbar)]})))},\n      function _(t,e,s,i,o){var c;i();const n=t(8),a=t(9),l=t(13),r=t(222),_=t(223),u=t(232),p=t(233);function v(t){switch(t){case\"tap\":return\"active_tap\";case\"pan\":return\"active_drag\";case\"pinch\":case\"scroll\":return\"active_scroll\";case\"multi\":return\"active_multi\"}return null}function h(t){return\"tap\"==t||\"pan\"==t}s.Drag=r.Tool,s.Inspection=r.Tool,s.Scroll=r.Tool,s.Tap=r.Tool;class f extends p.ToolbarBase{constructor(t){super(t)}connect_signals(){super.connect_signals();const{tools:t,active_drag:e,active_inspect:s,active_scroll:i,active_tap:o,active_multi:c}=this.properties;this.on_change([t,e,s,i,o,c],(()=>this._init_tools()))}_init_tools(){if(super._init_tools(),\"auto\"==this.active_inspect);else if(this.active_inspect instanceof u.InspectTool){let t=!1;for(const e of this.inspectors)e!=this.active_inspect?e.active=!1:t=!0;t||(this.active_inspect=null)}else if((0,n.isArray)(this.active_inspect)){const t=(0,a.intersection)(this.active_inspect,this.inspectors);t.length!=this.active_inspect.length&&(this.active_inspect=t);for(const t of this.inspectors)(0,a.includes)(this.active_inspect,t)||(t.active=!1)}else if(null==this.active_inspect)for(const t of this.inspectors)t.active=!1;const t=t=>{t.active?this._active_change(t):t.active=!0};for(const t of(0,l.values)(this.gestures)){t.tools=(0,a.sort_by)(t.tools,(t=>t.default_order));for(const e of t.tools)this.connect(e.properties.active.change,(()=>this._active_change(e)))}for(const[e,s]of(0,l.entries)(this.gestures)){const i=v(e);if(i){const o=this[i];\"auto\"==o?0!=s.tools.length&&h(e)&&t(s.tools[0]):null!=o&&((0,a.includes)(this.tools,o)?t(o):this[i]=null)}}}}s.Toolbar=f,c=f,f.__name__=\"Toolbar\",c.prototype.default_view=p.ToolbarBaseView,c.define((({Or:t,Ref:e,Auto:i,Null:o})=>({active_drag:[t(e(s.Drag),i,o),\"auto\"],active_inspect:[t(e(s.Inspection),i,o),\"auto\"],active_scroll:[t(e(s.Scroll),i,o),\"auto\"],active_tap:[t(e(s.Tap),i,o),\"auto\"],active_multi:[t(e(_.GestureTool),i,o),\"auto\"]})))},\n      function _(t,e,n,o,s){var i;o();const a=t(42),r=t(9),l=t(53);class c extends a.View{get plot_view(){return this.parent}get plot_model(){return this.parent.model}connect_signals(){super.connect_signals(),this.connect(this.model.properties.active.change,(()=>{this.model.active?this.activate():this.deactivate()}))}activate(){}deactivate(){}}n.ToolView=c,c.__name__=\"ToolView\";class _ extends l.Model{constructor(t){super(t)}get synthetic_renderers(){return[]}_get_dim_limits([t,e],[n,o],s,i){const a=s.bbox.h_range;let l;\"width\"==i||\"both\"==i?(l=[(0,r.min)([t,n]),(0,r.max)([t,n])],l=[(0,r.max)([l[0],a.start]),(0,r.min)([l[1],a.end])]):l=[a.start,a.end];const c=s.bbox.v_range;let _;return\"height\"==i||\"both\"==i?(_=[(0,r.min)([e,o]),(0,r.max)([e,o])],_=[(0,r.max)([_[0],c.start]),(0,r.min)([_[1],c.end])]):_=[c.start,c.end],[l,_]}static register_alias(t,e){this.prototype._known_aliases.set(t,e)}static from_string(t){const e=this.prototype._known_aliases.get(t);if(null!=e)return e();{const e=[...this.prototype._known_aliases.keys()];throw new Error(`unexpected tool name '${t}', possible tools are ${e.join(\", \")}`)}}}n.Tool=_,i=_,_.__name__=\"Tool\",i.prototype._known_aliases=new Map,i.define((({String:t,Nullable:e})=>({description:[e(t),null]}))),i.internal((({Boolean:t})=>({active:[t,!1]})))},\n      function _(e,o,t,s,n){s();const u=e(224),_=e(231);class l extends u.ButtonToolView{}t.GestureToolView=l,l.__name__=\"GestureToolView\";class i extends u.ButtonTool{constructor(e){super(e),this.button_view=_.OnOffButtonView}}t.GestureTool=i,i.__name__=\"GestureTool\"},\n      function _(t,e,o,s,i){s();const n=t(1);var l;const r=(0,n.__importDefault)(t(225)),a=t(226),u=t(222),h=t(43),_=t(34),d=t(8),c=t(9),m=(0,n.__importStar)(t(227)),p=m,v=(0,n.__importDefault)(t(228)),f=(0,n.__importDefault)(t(229)),g=t(230);class b extends a.DOMView{initialize(){super.initialize();const t=this.model.menu;if(null!=t){const e=this.parent.model.toolbar_location,o=\"left\"==e||\"above\"==e,s=this.parent.model.horizontal?\"vertical\":\"horizontal\";this._menu=new g.ContextMenu(o?(0,c.reversed)(t):t,{orientation:s,prevent_hide:t=>t.target==this.el})}this._hammer=new r.default(this.el,{touchAction:\"auto\",inputClass:r.default.TouchMouseInput}),this.connect(this.model.change,(()=>this.render())),this._hammer.on(\"tap\",(t=>{var e;(null===(e=this._menu)||void 0===e?void 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e=[],i=0;i<t.pointers.length;)e[i]={clientX:h(t.pointers[i].clientX),clientY:h(t.pointers[i].clientY)},i++;return{timeStamp:c(),pointers:e,center:L(e),deltaX:t.deltaX,deltaY:t.deltaY}}function L(t){var e=t.length;if(1===e)return{x:h(t[0].clientX),y:h(t[0].clientY)};for(var i=0,n=0,r=0;r<e;)i+=t[r].clientX,n+=t[r].clientY,r++;return{x:h(i/e),y:h(n/e)}}function U(t,e,i){return{x:e/t||0,y:i/t||0}}function V(t,e){return t===e?1:u(t)>=u(e)?t<0?2:4:e<0?8:16}function j(t,e,i){i||(i=F);var n=e[i[0]]-t[i[0]],r=e[i[1]]-t[i[1]];return Math.sqrt(n*n+r*r)}function G(t,e,i){i||(i=F);var n=e[i[0]]-t[i[0]],r=e[i[1]]-t[i[1]];return 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pt(){q.apply(this,arguments);var t=T(this.handler,this);this.touch=new ct(this.manager,t),this.mouse=new J(this.manager,t),this.primaryTouch=null,this.lastTouches=[]}function ft(t,e){1&t?(this.primaryTouch=e.changedPointers[0].identifier,vt.call(this,e)):12&t&&vt.call(this,e)}function vt(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)}),2500)}}function dt(t){for(var e=t.srcEvent.clientX,i=t.srcEvent.clientY,n=0;n<this.lastTouches.length;n++){var r=this.lastTouches[n],s=Math.abs(e-r.x),o=Math.abs(i-r.y);if(s<=25&&o<=25)return!0}return!1}g(pt,q,{handler:function(t,e,i){var n=i.pointerType==N,r=i.pointerType==X;if(!(r&&i.sourceCapabilities&&i.sourceCapabilities.firesTouchEvents)){if(n)ft.call(this,e,i);else if(r&&dt.call(this,i))return;this.callback(t,e,i)}},destroy:function(){this.touch.destroy(),this.mouse.destroy()}});var mt=x(a.style,\"touchAction\"),gt=mt!==r,Tt=\"compute\",yt=\"auto\",Et=\"manipulation\",It=\"none\",At=\"pan-x\",_t=\"pan-y\",Ct=function(){if(!gt)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 St(t,e){this.manager=t,this.set(e)}St.prototype={set:function(t){t==Tt&&(t=this.compute()),gt&&this.manager.element.style&&Ct[t]&&(this.manager.element.style[mt]=t),this.actions=t.toLowerCase().trim()},update:function(){this.set(this.manager.options.touchAction)},compute:function(){var t=[];return f(this.manager.recognizers,(function(e){y(e.options.enable,[e])&&(t=t.concat(e.getTouchAction()))})),function(t){if(C(t,It))return It;var e=C(t,At),i=C(t,_t);if(e&&i)return It;if(e||i)return e?At:_t;if(C(t,Et))return Et;return yt}(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,It)&&!Ct.none,s=C(n,_t)&&!Ct[\"pan-y\"],o=C(n,At)&&!Ct[\"pan-x\"];if(r){var a=1===t.pointers.length,h=t.distance<2,u=t.deltaTime<250;if(a&&h&&u)return}if(!o||!s)return r||s&&6&i||o&&i&Y?this.preventSrc(e):void 0}},preventSrc:function(t){this.manager.session.prevented=!0,t.preventDefault()}};var bt=32;function Pt(t){this.options=s({},this.defaults,t||{}),this.id=w++,this.manager=null,this.options.enable=E(this.options.enable,!0),this.state=1,this.simultaneous={},this.requireFail=[]}function Dt(t){return 16&t?\"cancel\":8&t?\"end\":4&t?\"move\":2&t?\"start\":\"\"}function xt(t){return 16==t?\"down\":8==t?\"up\":2==t?\"left\":4==t?\"right\":\"\"}function wt(t,e){var i=e.manager;return i?i.get(t):t}function Ot(){Pt.apply(this,arguments)}function Rt(){Ot.apply(this,arguments),this.pX=null,this.pY=null}function Mt(){Ot.apply(this,arguments)}function 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bt},reset:function(){clearTimeout(this._timer)},emit:function(t){8===this.state&&(t&&4&t.eventType?this.manager.emit(this.options.event+\"up\",t):(this._input.timeStamp=c(),this.manager.emit(this.options.event,this._input)))}}),g(Nt,Ot,{defaults:{event:\"rotate\",threshold:0,pointers:2},getTouchAction:function(){return[It]},attrTest:function(t){return this._super.attrTest.call(this,t)&&(Math.abs(t.rotation)>this.options.threshold||2&this.state)}}),g(Xt,Ot,{defaults:{event:\"swipe\",threshold:10,velocity:.3,direction:30,pointers:1},getTouchAction:function(){return Rt.prototype.getTouchAction.call(this)},attrTest:function(t){var e,i=this.options.direction;return 30&i?e=t.overallVelocity:6&i?e=t.overallVelocityX:i&Y&&(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&&4&t.eventType},emit:function(t){var e=xt(t.offsetDirection);e&&this.manager.emit(this.options.event+e,t),this.manager.emit(this.options.event,t)}}),g(Yt,Pt,{defaults:{event:\"tap\",pointers:1,taps:1,interval:300,time:250,threshold:9,posThreshold:10},getTouchAction:function(){return[Et]},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(),1&t.eventType&&0===this.count)return this.failTimeout();if(n&&r&&i){if(4!=t.eventType)return this.failTimeout();var s=!this.pTime||t.timeStamp-this.pTime<e.interval,o=!this.pCenter||j(this.pCenter,t.center)<e.posThreshold;if(this.pTime=t.timeStamp,this.pCenter=t.center,o&&s?this.count+=1:this.count=1,this._input=t,0===this.count%e.taps)return this.hasRequireFailures()?(this._timer=l((function(){this.state=8,this.tryEmit()}),e.interval,this),2):8}return bt},failTimeout:function(){return 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.bk-tool-icon-line-edit{background-image:url(\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAG/3pUWHRSYXcgcHJvZmlsZSB0eXBlIGV4aWYAAHjarVdpknSpDfzPKXwEJBDLccQW4Rv4+E4BtXR198znCdeLLijgQUoppWg3//Pv5f6FDwefXJRcUk3J4xNrrKzoFH8+pyUf9/f+8J3C7y/j7jnBGApow/mZ5l2vGJfXCzne8fZ13OV+9yl3ozvx2DDYyXbauCDvRoHPON3frl5Imt7MuX8hH0seiz9/xwxnDMFgYMczUPD7m89J4fwp/iK+OVRbiMf6gm8K4bv/3NN1Pzjw2fvwn+93PLzccTZ6mJU+/HTHSX723/bSOyLi58n8jmiqz/798+a/tUZZax7rNCKOakzXqIcpu4eFDe483kh4Mv4E/byfiqd49R2OHzC1Od/woxLD44siDVJaNHfbqQNi5MkZLXPnsMdKyFy5gwwCHXhocXahhhEK+OhgLmCYn1hon1vtPBxWcPIgrGTCZrR5fHvc58A/fb5stJaFOZEvT18BF1t8AYYxZ99YBUJoXZ/K9i+50/jPjxEbwKBsNxcYqL6dLZrQK7bC5jl4cVga/Ql5yuNuABfhbAEYCmDAJwpCiXxmzkTwYwE/CuQcIjcwQOKEB1ByDCGBnMJ2Nt7JtNey8BmGvIAICSlkUFODgqwYJSbkW0EIqZMgUUSSZClSRVNIMUlKKSfTKc0hxyw55ZxLrllLKLFISSWXUmrRyjVAxsTVVHMttVZVHKpRsZdivWKgcQstNmmp5VZabdoRPj126annXnrtOniEAQlwI408yqhDJ02E0oxTZpp5llmnLsTaCisuWWnlVVZd+mTtsvqVtU/m/po1uqzxJsrW5RdrGM75sQWZnIhxBsY4EhjPxgACmo0zXyhGNuaMM185uBCEgVKMnEHGGBiMk1gWPbl7Mfcrbw7e/V9545+Yc0bd/4M5Z9S9Mfedtx9YG7rlNmyCLAvhUyhkQPrNhvO5AJFnrZIR0plaLL5liQYdDi5TubaIokFDkmoFEB8CzxZVxemssDqthPhUblPgW1iQU5g6XwNwyVI7bUFRm035iNziMkgWvEso2SXnsJfveR0Y4SlVF8YWC1pVQhJiQa8JwDvlMNIxAfq3F7GDObHU1LlhzlZaWwNp6BvACxAgInGXlllMGZCpEnZHrGA6GM2718xuFcz7YdUQxzEEfjdWz4GlkcwaonT0pgA6mB25grPILtnSMhuCpsGhmMU6uJbixJs4lbKHqh+wos1jW2rchyGRCIvN9MXu+KAmMSfAlIKVvi/tybhCPJZCu2Ow9pLdyo427+X2ovMBmKNu8PA0zgl3fS0PB1DWWkVYB47bkyiJHhkFPzTzCjzn4Dq1mqoIWzCmcDGsHQmQAQdEHsixK1IXESd5rLU7THVJNV8obHS8sZeN0G5Jdt5pQTVKCCbgK1hItTS8o92iEZpuWJ/oC2r/0+zTmhvFXoaMVKRe27altDtid6OvG1hENVwBnC61KKugNoemOiPCCNb3GoHAZOFuDxxPsD+07nbSPcr/o1Zmc4jARhotrA5F5ZcjP9rPk90vR8A+k028A+8+5wKlHVID542sMzMCuXktkRzUCpE+xCBZywjNcJITx0II9x5948CekBl4XaC5OCX2nCyObdwN3HwQh5DWL/BBEkhDYHn/vpXNgZkVTZs8rj+HO8JFC6qvDVhgAEQSYCDyC86rMhG1WPzAVB9ZldDWG6EzDcFiqJBDvFS8mXDv3SK2LPoguVB2kwUx7UL5KqZWiEzocsbvSjNnaYDNtcYJuA5cDcsrvHd6yCxGjqvl9+wh3Qh8Kc9py8sNW8ncU8qwxdPj1qIGfrPqlXeoS4/JLa/LwRLTCtxuSoZUT+2Su6kXW3QNacYQbId6NUKVbROpviybFSPQQL9lhB2MamEnFyB9Y+hrG1+xBg+L0QG2TZdTdlcsBdq9oHdt9Bu5/IM9+Nfh1AwrSqlboTA6Bgq568A7UfbaMrZjoQZhQphofvNw93+bN+5X7FYKBgLmRid+tSdV6c02A4R0cHwKobmoMt5+6WI9XNISFIywpf6RMd5/a91vE78FzVHIFmxud4woyJx76OMTCa4yhgN3iJO2VfRPFMv9sYTxFzU+1eWeYS52pwOoSJldZY6koib4P1O427rbeUrNZfu44hWjz5ZSuu/vKPpimoXbLkfxWSPetvxDWG5jQSaZCxA3ad+p6rlttDhK+YwwK1LHVe0drDtorc5vnQ1247g58vewDtU7L3DRwrG4dhCUDRKKOtYr2dXHtpt+33d1WZmfkAHdl7Q8ENF+CNgB+nOw29n5F7SeNo/ckbu4laLTCdqJLHjmhJbKzmrCEX7zULrhefuHmu0V/1nbP1pnb6FaT7sOxn4pvWkfrYhYtCeJ4Xv+kOXrroIs1eHWXN1/AfzaY94ms5vaAAABg2lDQ1BJQ0MgcHJvZmlsZQAAeJx9kT1Iw0AcxV/TSkUqDnYQUchQnSyIijhqFYpQIdQKrTqYXPoFTRqSFBdHwbXg4Mdi1cHFWVcHV0EQ/ABxcnRSdJES/5cUWsR4cNyPd/ced+8AoVFhmhUaBzTdNtPJhJjNrYrhV4QwjAgGIMrMMuYkKQXf8XWPAF/v4jzL/9yfo1fNWwwIiMSzzDBt4g3i6U3b4LxPHGUlWSU+Jx4z6YLEj1xXPH7jXHRZ4JlRM5OeJ44Si8UOVjqYlUyNeIo4pmo65QtZj1XOW5y1So217slfGMnrK8tcpzmEJBaxBAkiFNRQRgU24rTqpFhI037Cxz/o+iVyKeQqg5FjAVVokF0/+B/87tYqTE54SZEE0PXiOB8jQHgXaNYd5/vYcZonQPAZuNLb/moDmPkkvd7WYkdA3zZwcd3WlD3gcgcYeDJkU3alIE2hUADez+ibckD/LdCz5vXW2sfpA5ChrlI3wMEhMFqk7HWfd3d39vbvmVZ/P2aecqIM1FFZAAAABmJLR0QAAAAAAAD5Q7t/AAAACXBIWXMAAAsTAAALEwEAmpwYAAAAB3RJTUUH5AQdDBkQmV+argAABM5JREFUWMOtl9trHFUcxz9n9jYzm7Tb9JIWGtqUllLwVgRBQWl90S6lTaGmF6E2/4H+A4r+A0offdlWodL4kEZw9bG+iC9iKqLF0os0EBq02dtcdmdnfj7szGZ2M5vulv5g4JwzZ873+7ufUfMLi0RSa1TZNzVFrW511xBhzMxx79EyOwrbGSSzZ073zOcXFnlv5lTi3mvfzAPwwYVZ0tHiq6+/xu+/LlGtWYgEINL9oG657N41yfSRgxw9cHjDgfMLi8QVsR0X23E3gMXnkXQJ3L9zB99vI4EA0sVXqsPF93xW7y73ACVJBJwE1j8HUBIi3Sz/QNtrIzHN+yWdSdNue915IMKWXI4TJ050Adp+U+2bmkrV6tZeYAXwEJExMyf3Hi0rM5fvAvS4wPdBKRW6vZeEUiq0RIBCddddpymu0+rRbPvEzkPVmmWLBA1EdGAbYNctt7V712QwfeSgd/uXJQnPVVoEEAQBTxXpuEMELNtNNFW1WrsrQdBCRImQEeE/wBUh53v+7tW7y5n1+BZRIoJSioXvy3itdgclURSZTBrP87AdV57G1TT0d4GPgC+Bw8Ca7bifATsTgzBvjlH1qgNdICJM7tjB8soKw4jtuD+Gw3c229e1wF+P/uHPpT86rhBBRHActwAcAl4EjgIvAYcFJnlOoq5dv6EBU8AR4OUQ6AVgGjATwuC5YUdZ4A+z+1mBTUM/AKwqpZSIpPfu2VP7+/6DYEMMPE9N83lzq23ZWwxDd4GaQnmgUloqperSCpKC8HGCXz8G7NANU8CWUKPzsUDbyLPVyjYC39e0VMZx3Ccoha4b4lQqbUlnsBqNWCXpEMgKfA38DNSBcdPQr4zlMtTtFiqlulmQmJv9ks2idUZGZMjZmZMAfBUvxWHR0y5dmPV2FcbPG9ncFdPQS3nTuAJQLBZpBS1qjSqFwjipdGr9SWlsHTewm9ZmnngMKAaV9nBd+/bmdxSLRc6dnemm3+yZ06pcLvPGW2+yfWIn1ZpFEAQEvt95goCV1TXMXH4zAt4woaRF7RTAVylAUS6Xpdpsdjvk2VMnsSyHhuVEZTh+xgywBhwLfZIdKRfj7dWqPGFubq7T428ukslkaHttLNsZ9P3nwIfh+DhwS4EO9DA0zByBCE2n1fPxpQuznSCaX1js9nFp2pjbtqGhobQ0jUY9CbgALERah3IM+El1rNqTaqaph5W1uYGAFrfA5YvnyE9MoFBYtjMI/BXgQR/4pqVDZL3V9/cYrX+x7SnsXh/H5TLwW2iBQbVLNgn65CDsrSPOIJOXwmdQ4fRHrZilUqmXwNXrNzbbfxv4ArgFVBLeJ95oDEMHwHHcvvUcRqEwuBf0SSUEB9gfxsAgAkO1kcj/WvwKPaR8EhvPAUvRtdIMtR1FtBH37w8DEeChaehXw/xfAnzHcVOjEkhHrIe0Qlz7T8PuWLEd9+2w9KphgUUgQJ7JAgAPDT13NTrJyOYqIilrlEwQv/NPMTSByxfPIU37eCqtq2zWmPYDjbavaLYVdn2NuffPjqRJK2hRLBaHzoK+X7L1QE+nIFeYoFQqkTVMaTn2UOe1LWtwEJqGzqgRnS9M4Fb+3XBJGfSrFzW9dBw0icioJBzHzUXdMJM18APwWo6Kmy1O6X+V8UHDotBqogAAAABJRU5ErkJggg==\");}'},\n      function _(o,t,e,r,b){r(),e.root=\"bk-root\",e.menu_icon=\"bk-menu-icon\",e.context_menu=\"bk-context-menu\",e.horizontal=\"bk-horizontal\",e.vertical=\"bk-vertical\",e.divider=\"bk-divider\",e.active=\"bk-active\",e.menu=\"bk-menu\",e.above=\"bk-above\",e.below=\"bk-below\",e.caret=\"bk-caret\",e.down=\"bk-down\",e.up=\"bk-up\",e.left=\"bk-left\",e.right=\"bk-right\",e.default=\".bk-root .bk-menu-icon{width:28px;height:28px;background-size:60%;background-color:transparent;background-repeat:no-repeat;background-position:center center;}.bk-root .bk-context-menu{position:absolute;display:inline-flex;flex-wrap:nowrap;user-select:none;-ms-user-select:none;-moz-user-select:none;-webkit-user-select:none;width:auto;height:auto;z-index:100;cursor:pointer;font-size:12px;background-color:#fff;border:1px solid #ccc;border-radius:4px;box-shadow:0 6px 12px rgba(0, 0, 0, 0.175);}.bk-root .bk-context-menu.bk-horizontal{flex-direction:row;}.bk-root .bk-context-menu.bk-vertical{flex-direction:column;}.bk-root .bk-context-menu > .bk-divider{cursor:default;overflow:hidden;background-color:#e5e5e5;}.bk-root .bk-context-menu.bk-horizontal > .bk-divider{width:1px;margin:5px 0;}.bk-root .bk-context-menu.bk-vertical > .bk-divider{height:1px;margin:0 5px;}.bk-root .bk-context-menu > :not(.bk-divider){border:1px solid transparent;}.bk-root .bk-context-menu > :not(.bk-divider).bk-active{border-color:#26aae1;}.bk-root .bk-context-menu > :not(.bk-divider):hover{background-color:#f9f9f9;}.bk-root .bk-context-menu > :not(.bk-divider):focus,.bk-root .bk-context-menu > :not(.bk-divider):focus-visible{outline:1px dotted #26aae1;outline-offset:-1px;}.bk-root .bk-context-menu > :not(.bk-divider)::-moz-focus-inner{border:0;}.bk-root .bk-context-menu.bk-horizontal > :not(.bk-divider):first-child{border-top-left-radius:4px;border-bottom-left-radius:4px;}.bk-root .bk-context-menu.bk-horizontal > :not(.bk-divider):last-child{border-top-right-radius:4px;border-bottom-right-radius:4px;}.bk-root .bk-context-menu.bk-vertical > :not(.bk-divider):first-child{border-top-left-radius:4px;border-top-right-radius:4px;}.bk-root .bk-context-menu.bk-vertical > :not(.bk-divider):last-child{border-bottom-left-radius:4px;border-bottom-right-radius:4px;}.bk-root .bk-menu{position:absolute;left:0;width:100%;z-index:100;cursor:pointer;font-size:12px;background-color:#fff;border:1px solid #ccc;border-radius:4px;box-shadow:0 6px 12px rgba(0, 0, 0, 0.175);}.bk-root .bk-menu.bk-above{bottom:100%;}.bk-root .bk-menu.bk-below{top:100%;}.bk-root .bk-menu > .bk-divider{height:1px;margin:7.5px 0;overflow:hidden;background-color:#e5e5e5;}.bk-root .bk-menu > :not(.bk-divider){padding:6px 12px;}.bk-root .bk-menu > :not(.bk-divider):hover,.bk-root .bk-menu > :not(.bk-divider).bk-active{background-color:#e6e6e6;}.bk-root .bk-caret{display:inline-block;vertical-align:middle;width:0;height:0;margin:0 5px;}.bk-root .bk-caret.bk-down{border-top:4px solid;}.bk-root .bk-caret.bk-up{border-bottom:4px solid;}.bk-root .bk-caret.bk-down,.bk-root .bk-caret.bk-up{border-right:4px solid transparent;border-left:4px solid transparent;}.bk-root .bk-caret.bk-left{border-right:4px solid;}.bk-root .bk-caret.bk-right{border-left:4px solid;}.bk-root .bk-caret.bk-left,.bk-root .bk-caret.bk-right{border-top:4px solid transparent;border-bottom:4px solid transparent;}\"},\n      function _(t,e,i,n,o){n();const s=t(1),l=t(43),h=t(9),r=(0,s.__importStar)(t(229));class d{constructor(t,e={}){var i,n;this.items=t,this.el=(0,l.div)(),this._open=!1,this._item_click=t=>{var e;null===(e=t.handler)||void 0===e||e.call(t),this.hide()},this._on_mousedown=t=>{var e;const{target:i}=t;i instanceof Node&&this.el.contains(i)||(null===(e=this.prevent_hide)||void 0===e?void 0:e.call(this,t))||this.hide()},this._on_keydown=t=>{t.keyCode==l.Keys.Esc&&this.hide()},this._on_blur=()=>{this.hide()},this.orientation=null!==(i=e.orientation)&&void 0!==i?i:\"vertical\",this.reversed=null!==(n=e.reversed)&&void 0!==n&&n,this.prevent_hide=e.prevent_hide,(0,l.undisplay)(this.el)}get is_open(){return this._open}get can_open(){return 0!=this.items.length}remove(){(0,l.remove)(this.el),this._unlisten()}_listen(){document.addEventListener(\"mousedown\",this._on_mousedown),document.addEventListener(\"keydown\",this._on_keydown),window.addEventListener(\"blur\",this._on_blur)}_unlisten(){document.removeEventListener(\"mousedown\",this._on_mousedown),document.removeEventListener(\"keydown\",this._on_keydown),window.removeEventListener(\"blur\",this._on_blur)}_position(t){const e=this.el.parentElement;if(null!=e){const i=(()=>{if(\"left_of\"in t){const{left:e,top:i}=t.left_of.getBoundingClientRect();return{right:e,top:i}}if(\"right_of\"in t){const{top:e,right:i}=t.right_of.getBoundingClientRect();return{left:i,top:e}}if(\"below\"in t){const{left:e,bottom:i}=t.below.getBoundingClientRect();return{left:e,top:i}}if(\"above\"in t){const{left:e,top:i}=t.above.getBoundingClientRect();return{left:e,bottom:i}}return t})(),n=e.getBoundingClientRect();this.el.style.left=null!=i.left?i.left-n.left+\"px\":\"\",this.el.style.top=null!=i.top?i.top-n.top+\"px\":\"\",this.el.style.right=null!=i.right?n.right-i.right+\"px\":\"\",this.el.style.bottom=null!=i.bottom?n.bottom-i.bottom+\"px\":\"\"}}render(){var t;(0,l.empty)(this.el,!0),(0,l.classes)(this.el).add(\"bk-context-menu\",`bk-${this.orientation}`);const e=this.reversed?(0,h.reversed)(this.items):this.items;for(const i of e){let e;if(null==i)e=(0,l.div)({class:r.divider});else{if(null!=i.if&&!i.if())continue;if(null!=i.content)e=i.content;else{const n=null!=i.icon?(0,l.div)({class:[\"bk-menu-icon\",i.icon]}):null,o=[(null===(t=i.active)||void 0===t?void 0:t.call(i))?\"bk-active\":null,i.class];e=(0,l.div)({class:o,title:i.tooltip,tabIndex:0},n,i.label,i.content),e.addEventListener(\"click\",(()=>{this._item_click(i)})),e.addEventListener(\"keydown\",(t=>{t.keyCode==l.Keys.Enter&&this._item_click(i)}))}}this.el.appendChild(e)}}show(t){if(0!=this.items.length&&!this._open){if(this.render(),0==this.el.children.length)return;this._position(null!=t?t:{left:0,top:0}),(0,l.display)(this.el),this._listen(),this._open=!0}}hide(){this._open&&(this._open=!1,this._unlisten(),(0,l.undisplay)(this.el))}toggle(t){this._open?this.hide():this.show(t)}}i.ContextMenu=d,d.__name__=\"ContextMenu\"},\n      function _(t,e,i,n,o){n();const s=t(1),c=t(224),l=(0,s.__importStar)(t(227)),a=t(43);class _ extends c.ButtonToolButtonView{render(){super.render(),(0,a.classes)(this.el).toggle(l.active,this.model.active)}_clicked(){const{active:t}=this.model;this.model.active=!t}}i.OnOffButtonView=_,_.__name__=\"OnOffButtonView\"},\n      function _(e,o,t,n,s){var c;n();const l=e(224),_=e(231);class i extends l.ButtonToolView{}t.InspectToolView=i,i.__name__=\"InspectToolView\";class a extends l.ButtonTool{constructor(e){super(e),this.event_type=\"move\"}}t.InspectTool=a,c=a,a.__name__=\"InspectTool\",c.prototype.button_view=_.OnOffButtonView,c.define((({Boolean:e})=>({toggleable:[e,!0]}))),c.override({active:!0})},\n      function _(t,o,e,l,i){l();const s=t(1);var n,a;const r=t(19),c=t(43),h=t(113),_=t(226),u=t(20),v=t(9),d=t(234),p=t(13),b=t(8),g=t(235),f=t(65),m=t(53),w=t(222),y=t(223),T=t(238),z=t(239),x=t(232),B=t(230),C=(0,s.__importStar)(t(227)),k=C,L=(0,s.__importStar)(t(240)),M=L;class S extends m.Model{constructor(t){super(t)}get visible(){var t;return!this.autohide||null!==(t=this._visible)&&void 0!==t&&t}}e.ToolbarViewModel=S,n=S,S.__name__=\"ToolbarViewModel\",n.define((({Boolean:t})=>({autohide:[t,!1]}))),n.internal((({Boolean:t,Nullable:o})=>({_visible:[o(t),null]})));class $ extends _.DOMView{constructor(){super(...arguments),this.layout={bbox:new f.BBox}}initialize(){super.initialize(),this._tool_button_views=new Map,this._toolbar_view_model=new S({autohide:this.model.autohide});const{toolbar_location:t}=this.model,o=\"left\"==t||\"above\"==t,e=this.model.horizontal?\"vertical\":\"horizontal\";this._overflow_menu=new B.ContextMenu([],{orientation:e,reversed:o})}async lazy_initialize(){await super.lazy_initialize(),await this._build_tool_button_views()}connect_signals(){super.connect_signals(),this.connect(this.model.properties.tools.change,(async()=>{await this._build_tool_button_views(),this.render()})),this.connect(this.model.properties.autohide.change,(()=>{this._toolbar_view_model.autohide=this.model.autohide,this._on_visible_change()})),this.connect(this._toolbar_view_model.properties._visible.change,(()=>this._on_visible_change()))}styles(){return[...super.styles(),C.default,L.default]}remove(){(0,h.remove_views)(this._tool_button_views),super.remove()}async _build_tool_button_views(){const t=null!=this.model._proxied_tools?this.model._proxied_tools:this.model.tools;await(0,h.build_views)(this._tool_button_views,t,{parent:this},(t=>t.button_view))}set_visibility(t){t!=this._toolbar_view_model._visible&&(this._toolbar_view_model._visible=t)}_on_visible_change(){const{visible:t}=this._toolbar_view_model;(0,c.classes)(this.el).toggle(k.toolbar_hidden,!t)}render(){(0,c.empty)(this.el),this.el.classList.add(k.toolbar),this.el.classList.add(k[this.model.toolbar_location]),this._toolbar_view_model.autohide=this.model.autohide,this._on_visible_change();const{horizontal:t}=this.model;let o=0;if(null!=this.model.logo){const e=\"grey\"===this.model.logo?M.grey:null,l=(0,c.a)({href:\"https://bokeh.org/\",target:\"_blank\",class:[M.logo,M.logo_small,e]});this.el.appendChild(l);const{width:i,height:s}=l.getBoundingClientRect();o+=t?i:s}for(const[,t]of this._tool_button_views)t.render();const e=[],l=t=>this._tool_button_views.get(t).el,{gestures:i}=this.model;for(const t of(0,p.values)(i))e.push(t.tools.map(l));e.push(this.model.actions.map(l)),e.push(this.model.inspectors.filter((t=>t.toggleable)).map(l));const s=e.filter((t=>0!=t.length)),n=()=>(0,c.div)({class:k.divider}),{bbox:a}=this.layout;let r=!1;this.root.el.appendChild(this._overflow_menu.el);const h=(0,c.div)({class:k.tool_overflow,tabIndex:0},t?\"\\u22ee\":\"\\u22ef\"),_=()=>{const t=(()=>{switch(this.model.toolbar_location){case\"right\":return{left_of:h};case\"left\":return{right_of:h};case\"above\":return{below:h};case\"below\":return{above:h}}})();this._overflow_menu.toggle(t)};h.addEventListener(\"click\",(()=>{_()})),h.addEventListener(\"keydown\",(t=>{t.keyCode==c.Keys.Enter&&_()}));for(const e of(0,d.join)(s,n))if(r)this._overflow_menu.items.push({content:e,class:t?k.right:k.above});else{this.el.appendChild(e);const{width:l,height:i}=e.getBoundingClientRect();if(o+=t?l:i,r=t?o>a.width-15:o>a.height-15,r){this.el.removeChild(e),this.el.appendChild(h);const{items:t}=this._overflow_menu;t.splice(0,t.length),t.push({content:e})}}}update_layout(){}update_position(){}after_layout(){this._has_finished=!0}export(t,o=!0){const e=\"png\"==t?\"canvas\":\"svg\",l=new g.CanvasLayer(e,o);return l.resize(0,0),l}}function V(){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},pressup:{tools:[],active:null},rotate:{tools:[],active:null},move:{tools:[],active:null},multi:{tools:[],active:null}}}e.ToolbarBaseView=$,$.__name__=\"ToolbarBaseView\";class A extends m.Model{constructor(t){super(t)}initialize(){super.initialize(),this._init_tools()}_init_tools(){const t=function(t,o){if(t.length!=o.length)return!0;const e=new Set(o.map((t=>t.id)));return(0,v.some)(t,(t=>!e.has(t.id)))},o=this.tools.filter((t=>t instanceof x.InspectTool));t(this.inspectors,o)&&(this.inspectors=o);const e=this.tools.filter((t=>t instanceof z.HelpTool));t(this.help,e)&&(this.help=e);const l=this.tools.filter((t=>t instanceof T.ActionTool));t(this.actions,l)&&(this.actions=l);const i=(t,o)=>{t in this.gestures||r.logger.warn(`Toolbar: unknown event type '${t}' for tool: ${o}`)},s={pan:{tools:[],active:null},scroll:{tools:[],active:null},pinch:{tools:[],active:null},tap:{tools:[],active:null},doubletap:{tools:[],active:null},press:{tools:[],active:null},pressup:{tools:[],active:null},rotate:{tools:[],active:null},move:{tools:[],active:null},multi:{tools:[],active:null}};for(const t of this.tools)if(t instanceof y.GestureTool&&t.event_type)if((0,b.isString)(t.event_type))s[t.event_type].tools.push(t),i(t.event_type,t);else{s.multi.tools.push(t);for(const o of t.event_type)i(o,t)}for(const o of Object.keys(s)){const e=this.gestures[o];t(e.tools,s[o].tools)&&(e.tools=s[o].tools),e.active&&(0,v.every)(e.tools,(t=>t.id!=e.active.id))&&(e.active=null)}}get horizontal(){return\"above\"===this.toolbar_location||\"below\"===this.toolbar_location}get vertical(){return\"left\"===this.toolbar_location||\"right\"===this.toolbar_location}_active_change(t){const{event_type:o}=t;if(null==o)return;const e=(0,b.isString)(o)?[o]:o;for(const o of e)if(t.active){const e=this.gestures[o].active;null!=e&&t!=e&&(r.logger.debug(`Toolbar: deactivating tool: ${e} for event type '${o}'`),e.active=!1),this.gestures[o].active=t,r.logger.debug(`Toolbar: activating tool: ${t} for event type '${o}'`)}else this.gestures[o].active=null}}e.ToolbarBase=A,a=A,A.__name__=\"ToolbarBase\",a.prototype.default_view=$,a.define((({Boolean:t,Array:o,Ref:e,Nullable:l})=>({tools:[o(e(w.Tool)),[]],logo:[l(u.Logo),\"normal\"],autohide:[t,!1]}))),a.internal((({Array:t,Struct:o,Ref:e,Nullable:l})=>{const i=o({tools:t(e(y.GestureTool)),active:l(e(w.Tool))});return{gestures:[o({pan:i,scroll:i,pinch:i,tap:i,doubletap:i,press:i,pressup:i,rotate:i,move:i,multi:i}),V],actions:[t(e(T.ActionTool)),[]],inspectors:[t(e(x.InspectTool)),[]],help:[t(e(z.HelpTool)),[]],toolbar_location:[u.Location,\"right\"]}}))},\n      function _(n,o,e,t,f){t();const r=n(9);function*i(n,o){const e=n.length;if(o>e)return;const t=(0,r.range)(o);for(yield t.map((o=>n[o]));;){let f;for(const n of(0,r.reversed)((0,r.range)(o)))if(t[n]!=n+e-o){f=n;break}if(null==f)return;t[f]+=1;for(const n of(0,r.range)(f+1,o))t[n]=t[n-1]+1;yield t.map((o=>n[o]))}}e.enumerate=function*(n){let o=0;for(const e of n)yield[e,o++]},e.join=function*(n,o){let e=!0;for(const t of n)e?e=!1:null!=o&&(yield o()),yield*t},e.combinations=i,e.subsets=function*(n){for(const o of(0,r.range)(n.length+1))yield*i(n,o)}},\n      function _(t,e,s,i,n){i();const o=t(236),a=t(65),r=t(43);function h(t){!function(t){void 0===t.lineDash&&Object.defineProperty(t,\"lineDash\",{get:()=>t.getLineDash(),set:e=>t.setLineDash(e)})}(t),function(t){t.setImageSmoothingEnabled=e=>{t.imageSmoothingEnabled=e,t.mozImageSmoothingEnabled=e,t.oImageSmoothingEnabled=e,t.webkitImageSmoothingEnabled=e,t.msImageSmoothingEnabled=e},t.getImageSmoothingEnabled=()=>{const e=t.imageSmoothingEnabled;return null==e||e}}(t),function(t){t.ellipse||(t.ellipse=function(e,s,i,n,o,a,r,h=!1){const l=.551784;t.translate(e,s),t.rotate(o);let c=i,g=n;h&&(c=-i,g=-n),t.moveTo(-c,0),t.bezierCurveTo(-c,g*l,-c*l,g,0,g),t.bezierCurveTo(c*l,g,c,g*l,c,0),t.bezierCurveTo(c,-g*l,c*l,-g,0,-g),t.bezierCurveTo(-c*l,-g,-c,-g*l,-c,0),t.rotate(-o),t.translate(-e,-s)})}(t)}const 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a.Annotation{constructor(e){super(e)}clear(){this.position=null}}s.Tooltip=u,n=u,u.__name__=\"Tooltip\",n.prototype.default_view=p,n.define((({Boolean:e})=>({attachment:[h.TooltipAttachment,\"horizontal\"],inner_only:[e,!0],show_arrow:[e,!0]}))),n.internal((({Boolean:e,Number:t,Tuple:s,Ref:i,Nullable:l})=>({position:[l(s(t,t)),null],content:[i(HTMLElement),()=>(0,r.div)()],custom:[e]}))),n.override({level:\"overlay\"})},\n      function _(o,t,r,e,l){e(),r.root=\"bk-root\",r.tooltip=\"bk-tooltip\",r.left=\"bk-left\",r.tooltip_arrow=\"bk-tooltip-arrow\",r.right=\"bk-right\",r.above=\"bk-above\",r.below=\"bk-below\",r.tooltip_row_label=\"bk-tooltip-row-label\",r.tooltip_row_value=\"bk-tooltip-row-value\",r.tooltip_color_block=\"bk-tooltip-color-block\",r.default='.bk-root{}.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:0.95;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:#dddddd solid 1px;display:inline-block;}'},\n      function _(e,t,s,i,r){var a;i();const l=e(115),_=e(112),h=e(113),o=e(48);class n extends l.UpperLowerView{async lazy_initialize(){await super.lazy_initialize();const{lower_head:e,upper_head:t}=this.model;null!=e&&(this.lower_head=await(0,h.build_view)(e,{parent:this})),null!=t&&(this.upper_head=await(0,h.build_view)(t,{parent:this}))}set_data(e){var t,s;super.set_data(e),null===(t=this.lower_head)||void 0===t||t.set_data(e),null===(s=this.upper_head)||void 0===s||s.set_data(e)}paint(e){if(this.visuals.line.doit)for(let t=0,s=this._lower_sx.length;t<s;t++)this.visuals.line.set_vectorize(e,t),e.beginPath(),e.moveTo(this._lower_sx[t],this._lower_sy[t]),e.lineTo(this._upper_sx[t],this._upper_sy[t]),e.stroke();const t=\"height\"==this.model.dimension?0:Math.PI/2;if(null!=this.lower_head)for(let s=0,i=this._lower_sx.length;s<i;s++)e.save(),e.translate(this._lower_sx[s],this._lower_sy[s]),e.rotate(t+Math.PI),this.lower_head.render(e,s),e.restore();if(null!=this.upper_head)for(let s=0,i=this._upper_sx.length;s<i;s++)e.save(),e.translate(this._upper_sx[s],this._upper_sy[s]),e.rotate(t),this.upper_head.render(e,s),e.restore()}}s.WhiskerView=n,n.__name__=\"WhiskerView\";class d extends l.UpperLower{constructor(e){super(e)}}s.Whisker=d,a=d,d.__name__=\"Whisker\",a.prototype.default_view=n,a.mixins(o.LineVector),a.define((({Ref:e,Nullable:t})=>({lower_head:[t(e(_.ArrowHead)),()=>new _.TeeHead({size:10})],upper_head:[t(e(_.ArrowHead)),()=>new _.TeeHead({size:10})]}))),a.override({level:\"underlay\"})},\n      function _(n,o,t,u,e){u(),e(\"CustomJS\",n(245).CustomJS),e(\"OpenURL\",n(247).OpenURL)},\n      function _(t,e,s,n,c){var a;n();const r=t(246),u=t(13),o=t(34);class i extends r.Callback{constructor(t){super(t)}get names(){return(0,u.keys)(this.args)}get values(){return(0,u.values)(this.args)}get func(){const t=(0,o.use_strict)(this.code);return new Function(...this.names,\"cb_obj\",\"cb_data\",t)}execute(t,e={}){return this.func.apply(t,this.values.concat(t,e))}}s.CustomJS=i,a=i,i.__name__=\"CustomJS\",a.define((({Unknown:t,String:e,Dict:s})=>({args:[s(t),{}],code:[e,\"\"]})))},\n      function _(c,a,l,n,s){n();const e=c(53);class o extends e.Model{constructor(c){super(c)}}l.Callback=o,o.__name__=\"Callback\"},\n      function _(e,t,n,o,i){var s;o();const c=e(246),r=e(152),a=e(8);class d extends c.Callback{constructor(e){super(e)}navigate(e){this.same_tab?window.location.href=e:window.open(e)}execute(e,{source:t}){const n=e=>{const n=(0,r.replace_placeholders)(this.url,t,e,void 0,void 0,encodeURI);if(!(0,a.isString)(n))throw new Error(\"HTML output is not supported in this context\");this.navigate(n)},{selected:o}=t;for(const e of o.indices)n(e);for(const e of o.line_indices)n(e)}}n.OpenURL=d,s=d,d.__name__=\"OpenURL\",s.define((({Boolean:e,String:t})=>({url:[t,\"http://\"],same_tab:[e,!1]})))},\n      function _(a,n,i,e,r){e(),r(\"Canvas\",a(249).Canvas),r(\"CartesianFrame\",a(126).CartesianFrame),r(\"CoordinateMapping\",a(54).CoordinateMapping)},\n      function _(e,t,i,s,a){var l,r=this&&this.__createBinding||(Object.create?function(e,t,i,s){void 0===s&&(s=i),Object.defineProperty(e,s,{enumerable:!0,get:function(){return t[i]}})}:function(e,t,i,s){void 0===s&&(s=i),e[s]=t[i]}),n=this&&this.__setModuleDefault||(Object.create?function(e,t){Object.defineProperty(e,\"default\",{enumerable:!0,value:t})}:function(e,t){e.default=t}),o=this&&this.__importStar||function(e){if(e&&e.__esModule)return e;var t={};if(null!=e)for(var i in e)\"default\"!==i&&Object.prototype.hasOwnProperty.call(e,i)&&r(t,e,i);return n(t,e),t};s();const h=e(14),c=e(28),u=e(226),_=e(19),d=e(43),p=e(20),b=e(13),v=e(250),g=e(65),w=e(138),y=e(235);const f=(()=>{let t;return async()=>void 0!==t?t:t=await async function(){const t=document.createElement(\"canvas\"),i=t.getContext(\"webgl\",{premultipliedAlpha:!0});if(null!=i){const s=await(0,w.load_module)(Promise.resolve().then((()=>o(e(410)))));if(null!=s){const e=s.get_regl(i);if(e.has_webgl)return{canvas:t,regl_wrapper:e};_.logger.trace(\"WebGL is supported, but not the required extensions\")}else _.logger.trace(\"WebGL is supported, but bokehjs(.min).js bundle is not available\")}else _.logger.trace(\"WebGL is not supported\");return null}()})(),m={position:\"absolute\",top:\"0\",left:\"0\",width:\"100%\",height:\"100%\"};class x extends u.DOMView{constructor(){super(...arguments),this.bbox=new g.BBox,this.webgl=null}initialize(){super.initialize(),this.underlays_el=(0,d.div)({style:m}),this.primary=this.create_layer(),this.overlays=this.create_layer(),this.overlays_el=(0,d.div)({style:m}),this.events_el=(0,d.div)({class:\"bk-canvas-events\",style:m});const e=[this.underlays_el,this.primary.el,this.overlays.el,this.overlays_el,this.events_el];(0,b.extend)(this.el.style,m),(0,d.append)(this.el,...e),this.ui_event_bus=new v.UIEventBus(this)}async lazy_initialize(){if(await super.lazy_initialize(),\"webgl\"==this.model.output_backend&&(this.webgl=await f(),c.settings.force_webgl&&null==this.webgl))throw new Error(\"webgl is not available\")}remove(){this.ui_event_bus.destroy(),super.remove()}add_underlay(e){this.underlays_el.appendChild(e)}add_overlay(e){this.overlays_el.appendChild(e)}add_event(e){this.events_el.appendChild(e)}get pixel_ratio(){return this.primary.pixel_ratio}resize(e,t){this.bbox=new g.BBox({left:0,top:0,width:e,height:t}),this.primary.resize(e,t),this.overlays.resize(e,t)}prepare_webgl(e){const{webgl:t}=this;if(null!=t){const{width:i,height:s}=this.bbox;t.canvas.width=this.pixel_ratio*i,t.canvas.height=this.pixel_ratio*s;const[a,l,r,n]=e,{xview:o,yview:h}=this.bbox,c=o.compute(a),u=h.compute(l+n),_=this.pixel_ratio;t.regl_wrapper.set_scissor(_*c,_*u,_*r,_*n),this._clear_webgl()}}blit_webgl(e){const{webgl:t}=this;if(null!=t){if(_.logger.debug(\"Blitting WebGL canvas\"),e.restore(),e.drawImage(t.canvas,0,0),e.save(),this.model.hidpi){const t=this.pixel_ratio;e.scale(t,t),e.translate(.5,.5)}this._clear_webgl()}}_clear_webgl(){const{webgl:e}=this;if(null!=e){const{regl_wrapper:t,canvas:i}=e;t.clear(i.width,i.height)}}compose(){const e=this.create_layer(),{width:t,height:i}=this.bbox;return e.resize(t,i),e.ctx.drawImage(this.primary.canvas,0,0),e.ctx.drawImage(this.overlays.canvas,0,0),e}create_layer(){const{output_backend:e,hidpi:t}=this.model;return new y.CanvasLayer(e,t)}to_blob(){return this.compose().to_blob()}}i.CanvasView=x,x.__name__=\"CanvasView\";class z extends h.HasProps{constructor(e){super(e)}}i.Canvas=z,l=z,z.__name__=\"Canvas\",l.prototype.default_view=x,l.internal((({Boolean:e})=>({hidpi:[e,!0],output_backend:[p.OutputBackend,\"canvas\"]})))},\n      function _(t,e,s,n,i){n();const r=t(1),a=(0,r.__importDefault)(t(225)),_=t(15),h=t(19),o=t(43),l=(0,r.__importStar)(t(251)),c=t(252),p=t(9),u=t(8),v=t(27),d=t(230);class g{constructor(t){this.canvas_view=t,this.pan_start=new _.Signal(this,\"pan:start\"),this.pan=new _.Signal(this,\"pan\"),this.pan_end=new _.Signal(this,\"pan:end\"),this.pinch_start=new _.Signal(this,\"pinch:start\"),this.pinch=new _.Signal(this,\"pinch\"),this.pinch_end=new _.Signal(this,\"pinch:end\"),this.rotate_start=new _.Signal(this,\"rotate:start\"),this.rotate=new _.Signal(this,\"rotate\"),this.rotate_end=new _.Signal(this,\"rotate:end\"),this.tap=new _.Signal(this,\"tap\"),this.doubletap=new _.Signal(this,\"doubletap\"),this.press=new _.Signal(this,\"press\"),this.pressup=new _.Signal(this,\"pressup\"),this.move_enter=new _.Signal(this,\"move:enter\"),this.move=new _.Signal(this,\"move\"),this.move_exit=new _.Signal(this,\"move:exit\"),this.scroll=new _.Signal(this,\"scroll\"),this.keydown=new _.Signal(this,\"keydown\"),this.keyup=new _.Signal(this,\"keyup\"),this.hammer=new a.default(this.hit_area,{touchAction:\"auto\",inputClass:a.default.TouchMouseInput}),this._prev_move=null,this._curr_pan=null,this._curr_pinch=null,this._curr_rotate=null,this._configure_hammerjs(),this.hit_area.addEventListener(\"mousemove\",(t=>this._mouse_move(t))),this.hit_area.addEventListener(\"mouseenter\",(t=>this._mouse_enter(t))),this.hit_area.addEventListener(\"mouseleave\",(t=>this._mouse_exit(t))),this.hit_area.addEventListener(\"contextmenu\",(t=>this._context_menu(t))),this.hit_area.addEventListener(\"wheel\",(t=>this._mouse_wheel(t))),document.addEventListener(\"keydown\",this),document.addEventListener(\"keyup\",this),this.menu=new d.ContextMenu([],{prevent_hide:t=>2==t.button&&t.target==this.hit_area}),this.hit_area.appendChild(this.menu.el)}get hit_area(){return this.canvas_view.events_el}destroy(){this.menu.remove(),this.hammer.destroy(),document.removeEventListener(\"keydown\",this),document.removeEventListener(\"keyup\",this)}handleEvent(t){\"keydown\"==t.type?this._key_down(t):\"keyup\"==t.type&&this._key_up(t)}_configure_hammerjs(){this.hammer.get(\"doubletap\").recognizeWith(\"tap\"),this.hammer.get(\"tap\").requireFailure(\"doubletap\"),this.hammer.get(\"doubletap\").dropRequireFailure(\"tap\"),this.hammer.on(\"doubletap\",(t=>this._doubletap(t))),this.hammer.on(\"tap\",(t=>this._tap(t))),this.hammer.on(\"press\",(t=>this._press(t))),this.hammer.on(\"pressup\",(t=>this._pressup(t))),this.hammer.get(\"pan\").set({direction:a.default.DIRECTION_ALL}),this.hammer.on(\"panstart\",(t=>this._pan_start(t))),this.hammer.on(\"pan\",(t=>this._pan(t))),this.hammer.on(\"panend\",(t=>this._pan_end(t))),this.hammer.get(\"pinch\").set({enable:!0}),this.hammer.on(\"pinchstart\",(t=>this._pinch_start(t))),this.hammer.on(\"pinch\",(t=>this._pinch(t))),this.hammer.on(\"pinchend\",(t=>this._pinch_end(t))),this.hammer.get(\"rotate\").set({enable:!0}),this.hammer.on(\"rotatestart\",(t=>this._rotate_start(t))),this.hammer.on(\"rotate\",(t=>this._rotate(t))),this.hammer.on(\"rotateend\",(t=>this._rotate_end(t)))}register_tool(t){const e=t.model.event_type;null!=e&&((0,u.isString)(e)?this._register_tool(t,e):e.forEach(((e,s)=>this._register_tool(t,e,s<1))))}_register_tool(t,e,s=!0){const n=t,{id:i}=n.model,r=t=>e=>{e.id==i&&t(e.e)},a=t=>e=>{t(e.e)};switch(e){case\"pan\":null!=n._pan_start&&n.connect(this.pan_start,r(n._pan_start.bind(n))),null!=n._pan&&n.connect(this.pan,r(n._pan.bind(n))),null!=n._pan_end&&n.connect(this.pan_end,r(n._pan_end.bind(n)));break;case\"pinch\":null!=n._pinch_start&&n.connect(this.pinch_start,r(n._pinch_start.bind(n))),null!=n._pinch&&n.connect(this.pinch,r(n._pinch.bind(n))),null!=n._pinch_end&&n.connect(this.pinch_end,r(n._pinch_end.bind(n)));break;case\"rotate\":null!=n._rotate_start&&n.connect(this.rotate_start,r(n._rotate_start.bind(n))),null!=n._rotate&&n.connect(this.rotate,r(n._rotate.bind(n))),null!=n._rotate_end&&n.connect(this.rotate_end,r(n._rotate_end.bind(n)));break;case\"move\":null!=n._move_enter&&n.connect(this.move_enter,r(n._move_enter.bind(n))),null!=n._move&&n.connect(this.move,r(n._move.bind(n))),null!=n._move_exit&&n.connect(this.move_exit,r(n._move_exit.bind(n)));break;case\"tap\":null!=n._tap&&n.connect(this.tap,r(n._tap.bind(n))),null!=n._doubletap&&n.connect(this.doubletap,r(n._doubletap.bind(n)));break;case\"press\":null!=n._press&&n.connect(this.press,r(n._press.bind(n))),null!=n._pressup&&n.connect(this.pressup,r(n._pressup.bind(n)));break;case\"scroll\":null!=n._scroll&&n.connect(this.scroll,r(n._scroll.bind(n)));break;default:throw new Error(`unsupported event_type: ${e}`)}s&&(null!=n._keydown&&n.connect(this.keydown,a(n._keydown.bind(n))),null!=n._keyup&&n.connect(this.keyup,a(n._keyup.bind(n))),v.is_mobile&&null!=n._scroll&&\"pinch\"==e&&(h.logger.debug(\"Registering scroll on touch screen\"),n.connect(this.scroll,r(n._scroll.bind(n)))))}_hit_test_renderers(t,e,s){var n;const i=t.get_renderer_views();for(const t of(0,p.reversed)(i))if(null===(n=t.interactive_hit)||void 0===n?void 0:n.call(t,e,s))return t;return null}set_cursor(t=\"default\"){this.hit_area.style.cursor=t}_hit_test_frame(t,e,s){return t.frame.bbox.contains(e,s)}_hit_test_canvas(t,e,s){return t.layout.bbox.contains(e,s)}_hit_test_plot(t,e){for(const s of this.canvas_view.plot_views)if(s.layout.bbox.relative().contains(t,e))return s;return null}_trigger(t,e,s){var n;const{sx:i,sy:r}=e,a=this._hit_test_plot(i,r),_=t=>{const[s,n]=[i,r];return Object.assign(Object.assign({},e),{sx:s,sy:n})};if(\"panstart\"==e.type||\"pan\"==e.type||\"panend\"==e.type){let n;if(\"panstart\"==e.type&&null!=a?(this._curr_pan={plot_view:a},n=a):\"pan\"==e.type&&null!=this._curr_pan?n=this._curr_pan.plot_view:\"panend\"==e.type&&null!=this._curr_pan?(n=this._curr_pan.plot_view,this._curr_pan=null):n=null,null!=n){const e=_();this.__trigger(n,t,e,s)}}else if(\"pinchstart\"==e.type||\"pinch\"==e.type||\"pinchend\"==e.type){let n;if(\"pinchstart\"==e.type&&null!=a?(this._curr_pinch={plot_view:a},n=a):\"pinch\"==e.type&&null!=this._curr_pinch?n=this._curr_pinch.plot_view:\"pinchend\"==e.type&&null!=this._curr_pinch?(n=this._curr_pinch.plot_view,this._curr_pinch=null):n=null,null!=n){const e=_();this.__trigger(n,t,e,s)}}else if(\"rotatestart\"==e.type||\"rotate\"==e.type||\"rotateend\"==e.type){let n;if(\"rotatestart\"==e.type&&null!=a?(this._curr_rotate={plot_view:a},n=a):\"rotate\"==e.type&&null!=this._curr_rotate?n=this._curr_rotate.plot_view:\"rotateend\"==e.type&&null!=this._curr_rotate?(n=this._curr_rotate.plot_view,this._curr_rotate=null):n=null,null!=n){const e=_();this.__trigger(n,t,e,s)}}else if(\"mouseenter\"==e.type||\"mousemove\"==e.type||\"mouseleave\"==e.type){const h=null===(n=this._prev_move)||void 0===n?void 0:n.plot_view;if(null!=h&&(\"mouseleave\"==e.type||h!=a)){const{sx:t,sy:e}=_();this.__trigger(h,this.move_exit,{type:\"mouseleave\",sx:t,sy:e,shiftKey:!1,ctrlKey:!1},s)}if(null!=a&&(\"mouseenter\"==e.type||h!=a)){const{sx:t,sy:e}=_();this.__trigger(a,this.move_enter,{type:\"mouseenter\",sx:t,sy:e,shiftKey:!1,ctrlKey:!1},s)}if(null!=a&&\"mousemove\"==e.type){const e=_();this.__trigger(a,t,e,s)}this._prev_move={sx:i,sy:r,plot_view:a}}else if(null!=a){const e=_();this.__trigger(a,t,e,s)}}__trigger(t,e,s,n){var i,r,a;const _=t.model.toolbar.gestures,h=e.name.split(\":\")[0],o=this._hit_test_renderers(t,s.sx,s.sy),l=this._hit_test_canvas(t,s.sx,s.sy);switch(h){case\"move\":{const n=_.move.active;null!=n&&this.trigger(e,s,n.id);const r=t.model.toolbar.inspectors.filter((t=>t.active));let a=\"default\";null!=o?(a=null!==(i=o.cursor(s.sx,s.sy))&&void 0!==i?i:a,(0,p.is_empty)(r)||(e=this.move_exit)):this._hit_test_frame(t,s.sx,s.sy)&&((0,p.is_empty)(r)||(a=\"crosshair\")),this.set_cursor(a),t.set_toolbar_visibility(l),r.map((t=>this.trigger(e,s,t.id)));break}case\"tap\":{const{target:i}=n;if(null!=i&&i!=this.hit_area)return;if(null===(r=null==o?void 0:o.on_hit)||void 0===r||r.call(o,s.sx,s.sy),this._hit_test_frame(t,s.sx,s.sy)){const t=_.tap.active;null!=t&&this.trigger(e,s,t.id)}break}case\"doubletap\":if(this._hit_test_frame(t,s.sx,s.sy)){const t=null!==(a=_.doubletap.active)&&void 0!==a?a:_.tap.active;null!=t&&this.trigger(e,s,t.id)}break;case\"scroll\":{const t=_[v.is_mobile?\"pinch\":\"scroll\"].active;null!=t&&(n.preventDefault(),n.stopPropagation(),this.trigger(e,s,t.id));break}case\"pan\":{const t=_.pan.active;null!=t&&(n.preventDefault(),this.trigger(e,s,t.id));break}default:{const t=_[h].active;null!=t&&this.trigger(e,s,t.id)}}this._trigger_bokeh_event(t,s)}trigger(t,e,s=null){t.emit({id:s,e})}_trigger_bokeh_event(t,e){const s=(()=>{const{sx:s,sy:n}=e,i=t.frame.x_scale.invert(s),r=t.frame.y_scale.invert(n);switch(e.type){case\"wheel\":return new l.MouseWheel(s,n,i,r,e.delta);case\"mousemove\":return new l.MouseMove(s,n,i,r);case\"mouseenter\":return new l.MouseEnter(s,n,i,r);case\"mouseleave\":return new l.MouseLeave(s,n,i,r);case\"tap\":return new l.Tap(s,n,i,r);case\"doubletap\":return new l.DoubleTap(s,n,i,r);case\"press\":return new l.Press(s,n,i,r);case\"pressup\":return new l.PressUp(s,n,i,r);case\"pan\":return new l.Pan(s,n,i,r,e.deltaX,e.deltaY);case\"panstart\":return new l.PanStart(s,n,i,r);case\"panend\":return new l.PanEnd(s,n,i,r);case\"pinch\":return new l.Pinch(s,n,i,r,e.scale);case\"pinchstart\":return new l.PinchStart(s,n,i,r);case\"pinchend\":return new l.PinchEnd(s,n,i,r);case\"rotate\":return new l.Rotate(s,n,i,r,e.rotation);case\"rotatestart\":return new l.RotateStart(s,n,i,r);case\"rotateend\":return new l.RotateEnd(s,n,i,r);default:return}})();null!=s&&t.model.trigger_event(s)}_get_sxy(t){const{pageX:e,pageY:s}=function(t){return\"undefined\"!=typeof TouchEvent&&t instanceof TouchEvent}(t)?(0!=t.touches.length?t.touches:t.changedTouches)[0]:t,{left:n,top:i}=(0,o.offset)(this.hit_area);return{sx:e-n,sy:s-i}}_pan_event(t){return Object.assign(Object.assign({type:t.type},this._get_sxy(t.srcEvent)),{deltaX:t.deltaX,deltaY:t.deltaY,shiftKey:t.srcEvent.shiftKey,ctrlKey:t.srcEvent.ctrlKey})}_pinch_event(t){return Object.assign(Object.assign({type:t.type},this._get_sxy(t.srcEvent)),{scale:t.scale,shiftKey:t.srcEvent.shiftKey,ctrlKey:t.srcEvent.ctrlKey})}_rotate_event(t){return 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_=e(178),o=e(184),d=e(48),u=e(24),h=e(20),c=(0,n.__importStar)(e(18)),l=e(10),g=e(72),p=e(12);class x extends _.XYGlyphView{_map_data(){\"data\"==this.model.properties.inner_radius.units?this.sinner_radius=this.sdist(this.renderer.xscale,this._x,this.inner_radius):this.sinner_radius=(0,u.to_screen)(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=(0,u.to_screen)(this.outer_radius),this.max_souter_radius=(0,p.max)(this.souter_radius)}_render(e,s,t){const{sx:i,sy:r,start_angle:n,end_angle:a,sinner_radius:_,souter_radius:o}=null!=t?t:this,d=\"anticlock\"==this.model.direction;for(const t of s){const s=i[t],u=r[t],h=_[t],c=o[t],l=n.get(t),g=a.get(t);if(!isFinite(s+u+h+c+l+g))continue;const p=g-l;e.translate(s,u),e.rotate(l),e.beginPath(),e.moveTo(c,0),e.arc(0,0,c,0,p,d),e.rotate(p),e.lineTo(h,0),e.arc(0,0,h,0,-p,!d),e.closePath(),e.rotate(-p-l),e.translate(-s,-u),this.visuals.fill.apply(e,t),this.visuals.hatch.apply(e,t),this.visuals.line.apply(e,t)}}_hit_point(e){const{sx:s,sy:t}=e,i=this.renderer.xscale.invert(s),r=this.renderer.yscale.invert(t),n=s-this.max_souter_radius,a=s+this.max_souter_radius,[_,o]=this.renderer.xscale.r_invert(n,a),d=t-this.max_souter_radius,u=t+this.max_souter_radius,[h,c]=this.renderer.yscale.r_invert(d,u),p=[];for(const e of this.index.indices({x0:_,x1:o,y0:h,y1:c})){const s=this.souter_radius[e]**2,t=this.sinner_radius[e]**2,[n,a]=this.renderer.xscale.r_compute(i,this._x[e]),[_,o]=this.renderer.yscale.r_compute(r,this._y[e]),d=(n-a)**2+(_-o)**2;d<=s&&d>=t&&p.push(e)}const x=\"anticlock\"==this.model.direction,m=[];for(const e of p){const i=Math.atan2(t-this.sy[e],s-this.sx[e]);(0,l.angle_between)(-i,-this.start_angle.get(e),-this.end_angle.get(e),x)&&m.push(e)}return new g.Selection({indices:m})}draw_legend_for_index(e,s,t){(0,o.generic_area_vector_legend)(this.visuals,e,s,t)}scenterxy(e){const s=(this.sinner_radius[e]+this.souter_radius[e])/2,t=(this.start_angle.get(e)+this.end_angle.get(e))/2;return[this.sx[e]+s*Math.cos(t),this.sy[e]+s*Math.sin(t)]}}t.AnnularWedgeView=x,x.__name__=\"AnnularWedgeView\";class m extends _.XYGlyph{constructor(e){super(e)}}t.AnnularWedge=m,a=m,m.__name__=\"AnnularWedge\",a.prototype.default_view=x,a.mixins([d.LineVector,d.FillVector,d.HatchVector]),a.define((({})=>({direction:[h.Direction,\"anticlock\"],inner_radius:[c.DistanceSpec,{field:\"inner_radius\"}],outer_radius:[c.DistanceSpec,{field:\"outer_radius\"}],start_angle:[c.AngleSpec,{field:\"start_angle\"}],end_angle:[c.AngleSpec,{field:\"end_angle\"}]})))},\n      function _(s,e,i,r,t){r();const n=s(1);var a;const u=s(178),o=s(24),_=s(48),d=(0,n.__importStar)(s(18)),h=s(27),c=s(72);class l extends u.XYGlyphView{_map_data(){\"data\"==this.model.properties.inner_radius.units?this.sinner_radius=this.sdist(this.renderer.xscale,this._x,this.inner_radius):this.sinner_radius=(0,o.to_screen)(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=(0,o.to_screen)(this.outer_radius)}_render(s,e,i){const{sx:r,sy:t,sinner_radius:n,souter_radius:a}=null!=i?i:this;for(const i of e){const e=r[i],u=t[i],o=n[i],_=a[i];if(isFinite(e+u+o+_)){if(s.beginPath(),h.is_ie)for(const i of[!1,!0])s.moveTo(e,u),s.arc(e,u,o,0,Math.PI,i),s.moveTo(e+_,u),s.arc(e,u,_,Math.PI,0,!i);else s.arc(e,u,o,0,2*Math.PI,!0),s.moveTo(e+_,u),s.arc(e,u,_,2*Math.PI,0,!1);this.visuals.fill.apply(s,i),this.visuals.hatch.apply(s,i),this.visuals.line.apply(s,i)}}}_hit_point(s){const{sx:e,sy:i}=s,r=this.renderer.xscale.invert(e),t=this.renderer.yscale.invert(i);let n,a,u,o;if(\"data\"==this.model.properties.outer_radius.units)n=r-this.max_outer_radius,u=r+this.max_outer_radius,a=t-this.max_outer_radius,o=t+this.max_outer_radius;else{const s=e-this.max_outer_radius,r=e+this.max_outer_radius;[n,u]=this.renderer.xscale.r_invert(s,r);const t=i-this.max_outer_radius,_=i+this.max_outer_radius;[a,o]=this.renderer.yscale.r_invert(t,_)}const _=[];for(const s of this.index.indices({x0:n,x1:u,y0:a,y1:o})){const e=this.souter_radius[s]**2,i=this.sinner_radius[s]**2,[n,a]=this.renderer.xscale.r_compute(r,this._x[s]),[u,o]=this.renderer.yscale.r_compute(t,this._y[s]),d=(n-a)**2+(u-o)**2;d<=e&&d>=i&&_.push(s)}return new c.Selection({indices:_})}draw_legend_for_index(s,{x0:e,y0:i,x1:r,y1:t},n){const a=n+1,u=new Array(a);u[n]=(e+r)/2;const o=new Array(a);o[n]=(i+t)/2;const _=.5*Math.min(Math.abs(r-e),Math.abs(t-i)),d=new Array(a);d[n]=.4*_;const h=new Array(a);h[n]=.8*_,this._render(s,[n],{sx:u,sy:o,sinner_radius:d,souter_radius:h})}}i.AnnulusView=l,l.__name__=\"AnnulusView\";class x extends u.XYGlyph{constructor(s){super(s)}}i.Annulus=x,a=x,x.__name__=\"Annulus\",a.prototype.default_view=l,a.mixins([_.LineVector,_.FillVector,_.HatchVector]),a.define((({})=>({inner_radius:[d.DistanceSpec,{field:\"inner_radius\"}],outer_radius:[d.DistanceSpec,{field:\"outer_radius\"}]})))},\n      function _(e,i,s,t,n){t();const r=e(1);var a;const c=e(178),d=e(184),l=e(48),_=e(24),o=e(20),u=(0,r.__importStar)(e(18));class h extends c.XYGlyphView{_map_data(){\"data\"==this.model.properties.radius.units?this.sradius=this.sdist(this.renderer.xscale,this._x,this.radius):this.sradius=(0,_.to_screen)(this.radius)}_render(e,i,s){if(this.visuals.line.doit){const{sx:t,sy:n,sradius:r,start_angle:a,end_angle:c}=null!=s?s:this,d=\"anticlock\"==this.model.direction;for(const s of i){const i=t[s],l=n[s],_=r[s],o=a.get(s),u=c.get(s);isFinite(i+l+_+o+u)&&(e.beginPath(),e.arc(i,l,_,o,u,d),this.visuals.line.set_vectorize(e,s),e.stroke())}}}draw_legend_for_index(e,i,s){(0,d.generic_line_vector_legend)(this.visuals,e,i,s)}}s.ArcView=h,h.__name__=\"ArcView\";class g extends c.XYGlyph{constructor(e){super(e)}}s.Arc=g,a=g,g.__name__=\"Arc\",a.prototype.default_view=h,a.mixins(l.LineVector),a.define((({})=>({direction:[o.Direction,\"anticlock\"],radius:[u.DistanceSpec,{field:\"radius\"}],start_angle:[u.AngleSpec,{field:\"start_angle\"}],end_angle:[u.AngleSpec,{field:\"end_angle\"}]})))},\n      function _(e,t,i,n,s){n();const o=e(1);var c;const r=e(48),a=e(179),_=e(184),d=e(78),l=(0,o.__importStar)(e(18));function x(e,t,i,n,s,o,c,r){const a=[],_=[[],[]];for(let _=0;_<=2;_++){let d,l,x;if(0===_?(l=6*e-12*i+6*s,d=-3*e+9*i-9*s+3*c,x=3*i-3*e):(l=6*t-12*n+6*o,d=-3*t+9*n-9*o+3*r,x=3*n-3*t),Math.abs(d)<1e-12){if(Math.abs(l)<1e-12)continue;const e=-x/l;0<e&&e<1&&a.push(e);continue}const y=l*l-4*x*d,h=Math.sqrt(y);if(y<0)continue;const p=(-l+h)/(2*d);0<p&&p<1&&a.push(p);const f=(-l-h)/(2*d);0<f&&f<1&&a.push(f)}let d=a.length;const l=d;for(;d--;){const l=a[d],x=1-l,y=x*x*x*e+3*x*x*l*i+3*x*l*l*s+l*l*l*c;_[0][d]=y;const h=x*x*x*t+3*x*x*l*n+3*x*l*l*o+l*l*l*r;_[1][d]=h}return _[0][l]=e,_[1][l]=t,_[0][l+1]=c,_[1][l+1]=r,[Math.min(..._[0]),Math.max(..._[1]),Math.max(..._[0]),Math.min(..._[1])]}class y extends a.GlyphView{_project_data(){d.inplace.project_xy(this._x0,this._y0),d.inplace.project_xy(this._x1,this._y1)}_index_data(e){const{data_size:t,_x0:i,_y0:n,_x1:s,_y1:o,_cx0:c,_cy0:r,_cx1:a,_cy1:_}=this;for(let d=0;d<t;d++){const t=i[d],l=n[d],y=s[d],h=o[d],p=c[d],f=r[d],u=a[d],m=_[d];if(isFinite(t+y+l+h+p+f+u+m)){const[i,n,s,o]=x(t,l,y,h,p,f,u,m);e.add_rect(i,n,s,o)}else e.add_empty()}}_render(e,t,i){if(this.visuals.line.doit){const{sx0:n,sy0:s,sx1:o,sy1:c,scx0:r,scy0:a,scx1:_,scy1:d}=null!=i?i:this;for(const i of t){const t=n[i],l=s[i],x=o[i],y=c[i],h=r[i],p=a[i],f=_[i],u=d[i];isFinite(t+l+x+y+h+p+f+u)&&(e.beginPath(),e.moveTo(t,l),e.bezierCurveTo(h,p,f,u,x,y),this.visuals.line.set_vectorize(e,i),e.stroke())}}}draw_legend_for_index(e,t,i){(0,_.generic_line_vector_legend)(this.visuals,e,t,i)}scenterxy(){throw new Error(`${this}.scenterxy() is not implemented`)}}i.BezierView=y,y.__name__=\"BezierView\";class h extends a.Glyph{constructor(e){super(e)}}i.Bezier=h,c=h,h.__name__=\"Bezier\",c.prototype.default_view=y,c.define((({})=>({x0:[l.XCoordinateSpec,{field:\"x0\"}],y0:[l.YCoordinateSpec,{field:\"y0\"}],x1:[l.XCoordinateSpec,{field:\"x1\"}],y1:[l.YCoordinateSpec,{field:\"y1\"}],cx0:[l.XCoordinateSpec,{field:\"cx0\"}],cy0:[l.YCoordinateSpec,{field:\"cy0\"}],cx1:[l.XCoordinateSpec,{field:\"cx1\"}],cy1:[l.YCoordinateSpec,{field:\"cy1\"}]}))),c.mixins(r.LineVector)},\n      function _(s,i,e,t,r){t();const a=s(1);var n;const h=s(178),d=s(48),l=s(24),_=s(20),c=(0,a.__importStar)(s(185)),u=(0,a.__importStar)(s(18)),o=s(9),x=s(12),m=s(72);class p extends h.XYGlyphView{async lazy_initialize(){await super.lazy_initialize();const{webgl:i}=this.renderer.plot_view.canvas_view;if(null!=i&&i.regl_wrapper.has_webgl){const{CircleGL:e}=await Promise.resolve().then((()=>(0,a.__importStar)(s(423))));this.glglyph=new e(i.regl_wrapper,this)}}get use_radius(){return!(this.radius.is_Scalar()&&isNaN(this.radius.value))}_set_data(s){super._set_data(s);const i=(()=>{if(this.use_radius)return 2*this.max_radius;{const{size:s}=this;return s.is_Scalar()?s.value:(0,x.max)(s.array)}})();this._configure(\"max_size\",{value:i})}_map_data(){if(this.use_radius)if(\"data\"==this.model.properties.radius.units)switch(this.model.radius_dimension){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\":{const s=this.sdist(this.renderer.xscale,this._x,this.radius),i=this.sdist(this.renderer.yscale,this._y,this.radius);this.sradius=(0,x.map)(s,((s,e)=>Math.max(s,i[e])));break}case\"min\":{const s=this.sdist(this.renderer.xscale,this._x,this.radius),i=this.sdist(this.renderer.yscale,this._y,this.radius);this.sradius=(0,x.map)(s,((s,e)=>Math.min(s,i[e])));break}}else this.sradius=(0,l.to_screen)(this.radius);else{const s=l.ScreenArray.from(this.size);this.sradius=(0,x.map)(s,(s=>s/2))}}_mask_data(){const{frame:s}=this.renderer.plot_view,i=s.x_target,e=s.y_target;let t,r;return this.use_radius&&\"data\"==this.model.properties.radius.units?(t=i.map((s=>this.renderer.xscale.invert(s))).widen(this.max_radius),r=e.map((s=>this.renderer.yscale.invert(s))).widen(this.max_radius)):(t=i.widen(this.max_size).map((s=>this.renderer.xscale.invert(s))),r=e.widen(this.max_size).map((s=>this.renderer.yscale.invert(s)))),this.index.indices({x0:t.start,x1:t.end,y0:r.start,y1:r.end})}_render(s,i,e){const{sx:t,sy:r,sradius:a}=null!=e?e:this;for(const e of i){const i=t[e],n=r[e],h=a[e];isFinite(i+n+h)&&(s.beginPath(),s.arc(i,n,h,0,2*Math.PI,!1),this.visuals.fill.apply(s,e),this.visuals.hatch.apply(s,e),this.visuals.line.apply(s,e))}}_hit_point(s){const{sx:i,sy:e}=s,t=this.renderer.xscale.invert(i),r=this.renderer.yscale.invert(e),{hit_dilation:a}=this.model;let n,h,d,l;if(this.use_radius&&\"data\"==this.model.properties.radius.units)n=t-this.max_radius*a,h=t+this.max_radius*a,d=r-this.max_radius*a,l=r+this.max_radius*a;else{const s=i-this.max_size*a,t=i+this.max_size*a;[n,h]=this.renderer.xscale.r_invert(s,t);const r=e-this.max_size*a,_=e+this.max_size*a;[d,l]=this.renderer.yscale.r_invert(r,_)}const _=this.index.indices({x0:n,x1:h,y0:d,y1:l}),c=[];if(this.use_radius&&\"data\"==this.model.properties.radius.units)for(const s of _){const i=(this.sradius[s]*a)**2,[e,n]=this.renderer.xscale.r_compute(t,this._x[s]),[h,d]=this.renderer.yscale.r_compute(r,this._y[s]);(e-n)**2+(h-d)**2<=i&&c.push(s)}else for(const s of _){const t=(this.sradius[s]*a)**2;(this.sx[s]-i)**2+(this.sy[s]-e)**2<=t&&c.push(s)}return new m.Selection({indices:c})}_hit_span(s){const{sx:i,sy:e}=s,t=this.bounds();let r,a,n,h;if(\"h\"==s.direction){let s,e;if(n=t.y0,h=t.y1,this.use_radius&&\"data\"==this.model.properties.radius.units)s=i-this.max_radius,e=i+this.max_radius,[r,a]=this.renderer.xscale.r_invert(s,e);else{const t=this.max_size/2;s=i-t,e=i+t,[r,a]=this.renderer.xscale.r_invert(s,e)}}else{let s,i;if(r=t.x0,a=t.x1,this.use_radius&&\"data\"==this.model.properties.radius.units)s=e-this.max_radius,i=e+this.max_radius,[n,h]=this.renderer.yscale.r_invert(s,i);else{const t=this.max_size/2;s=e-t,i=e+t,[n,h]=this.renderer.yscale.r_invert(s,i)}}const d=[...this.index.indices({x0:r,x1:a,y0:n,y1:h})];return new m.Selection({indices:d})}_hit_rect(s){const{sx0:i,sx1:e,sy0:t,sy1:r}=s,[a,n]=this.renderer.xscale.r_invert(i,e),[h,d]=this.renderer.yscale.r_invert(t,r),l=[...this.index.indices({x0:a,x1:n,y0:h,y1:d})];return new m.Selection({indices:l})}_hit_poly(s){const{sx:i,sy:e}=s,t=(0,o.range)(0,this.sx.length),r=[];for(let s=0,a=t.length;s<a;s++){const a=t[s];c.point_in_poly(this.sx[s],this.sy[s],i,e)&&r.push(a)}return new m.Selection({indices:r})}draw_legend_for_index(s,{x0:i,y0:e,x1:t,y1:r},a){const n=a+1,h=new Array(n);h[a]=(i+t)/2;const d=new Array(n);d[a]=(e+r)/2;const l=new Array(n);l[a]=.2*Math.min(Math.abs(t-i),Math.abs(r-e)),this._render(s,[a],{sx:h,sy:d,sradius:l})}}e.CircleView=p,p.__name__=\"CircleView\";class y extends h.XYGlyph{constructor(s){super(s)}}e.Circle=y,n=y,y.__name__=\"Circle\",n.prototype.default_view=p,n.mixins([d.LineVector,d.FillVector,d.HatchVector]),n.define((({Number:s})=>({angle:[u.AngleSpec,0],size:[u.ScreenSizeSpec,{value:4}],radius:[u.NullDistanceSpec,null],radius_dimension:[_.RadiusDimension,\"x\"],hit_dilation:[s,1]})))},\n      function _(e,l,s,i,_){var p;i();const t=e(274);class a extends t.EllipseOvalView{}s.EllipseView=a,a.__name__=\"EllipseView\";class n extends t.EllipseOval{constructor(e){super(e)}}s.Ellipse=n,p=n,n.__name__=\"Ellipse\",p.prototype.default_view=a},\n      function _(t,s,e,i,h){i();const n=t(1),r=t(275),a=(0,n.__importStar)(t(185)),l=t(24),_=t(72),o=(0,n.__importStar)(t(18));class d extends r.CenterRotatableView{_map_data(){\"data\"==this.model.properties.width.units?this.sw=this.sdist(this.renderer.xscale,this._x,this.width,\"center\"):this.sw=(0,l.to_screen)(this.width),\"data\"==this.model.properties.height.units?this.sh=this.sdist(this.renderer.yscale,this._y,this.height,\"center\"):this.sh=(0,l.to_screen)(this.height)}_render(t,s,e){const{sx:i,sy:h,sw:n,sh:r,angle:a}=null!=e?e:this;for(const e of s){const s=i[e],l=h[e],_=n[e],o=r[e],d=a.get(e);isFinite(s+l+_+o+d)&&(t.beginPath(),t.ellipse(s,l,_/2,o/2,d,0,2*Math.PI),this.visuals.fill.apply(t,e),this.visuals.hatch.apply(t,e),this.visuals.line.apply(t,e))}}_hit_point(t){let s,e,i,h,n,r,l,o,d;const{sx:c,sy:p}=t,w=this.renderer.xscale.invert(c),x=this.renderer.yscale.invert(p);\"data\"==this.model.properties.width.units?(s=w-this.max_width,e=w+this.max_width):(r=c-this.max_width,l=c+this.max_width,[s,e]=this.renderer.xscale.r_invert(r,l)),\"data\"==this.model.properties.height.units?(i=x-this.max_height,h=x+this.max_height):(o=p-this.max_height,d=p+this.max_height,[i,h]=this.renderer.yscale.r_invert(o,d));const m=this.index.indices({x0:s,x1:e,y0:i,y1:h}),y=[];for(const t of m)n=a.point_in_ellipse(c,p,this.angle.get(t),this.sh[t]/2,this.sw[t]/2,this.sx[t],this.sy[t]),n&&y.push(t);return new _.Selection({indices:y})}draw_legend_for_index(t,{x0:s,y0:e,x1:i,y1:h},n){const r=n+1,a=new Array(r);a[n]=(s+i)/2;const l=new Array(r);l[n]=(e+h)/2;const _=this.sw[n]/this.sh[n],d=.8*Math.min(Math.abs(i-s),Math.abs(h-e)),c=new Array(r),p=new Array(r);_>1?(c[n]=d,p[n]=d/_):(c[n]=d*_,p[n]=d);const w=new o.UniformScalar(0,r);this._render(t,[n],{sx:a,sy:l,sw:c,sh:p,angle:w})}}e.EllipseOvalView=d,d.__name__=\"EllipseOvalView\";class c extends r.CenterRotatable{constructor(t){super(t)}}e.EllipseOval=c,c.__name__=\"EllipseOval\"},\n      function _(e,t,i,a,n){a();const s=e(1);var r;const h=e(178),o=e(48),_=(0,s.__importStar)(e(18));class c extends h.XYGlyphView{get max_w2(){return\"data\"==this.model.properties.width.units?this.max_width/2:0}get max_h2(){return\"data\"==this.model.properties.height.units?this.max_height/2:0}_bounds({x0:e,x1:t,y0:i,y1:a}){const{max_w2:n,max_h2:s}=this;return{x0:e-n,x1:t+n,y0:i-s,y1:a+s}}}i.CenterRotatableView=c,c.__name__=\"CenterRotatableView\";class l extends h.XYGlyph{constructor(e){super(e)}}i.CenterRotatable=l,r=l,l.__name__=\"CenterRotatable\",r.mixins([o.LineVector,o.FillVector,o.HatchVector]),r.define((({})=>({angle:[_.AngleSpec,0],width:[_.DistanceSpec,{field:\"width\"}],height:[_.DistanceSpec,{field:\"height\"}]})))},\n      function _(t,e,s,i,r){i();const h=t(1);var a;const n=t(277),_=t(24),o=(0,h.__importStar)(t(18));class l extends n.BoxView{async lazy_initialize(){await super.lazy_initialize();const{webgl:e}=this.renderer.plot_view.canvas_view;if(null!=e&&e.regl_wrapper.has_webgl){const{LRTBGL:s}=await Promise.resolve().then((()=>(0,h.__importStar)(t(427))));this.glglyph=new s(e.regl_wrapper,this)}}scenterxy(t){return[(this.sleft[t]+this.sright[t])/2,this.sy[t]]}_lrtb(t){const e=this._left[t],s=this._right[t],i=this._y[t],r=this.height.get(t)/2;return[Math.min(e,s),Math.max(e,s),i+r,i-r]}_map_data(){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);const t=this.sy.length;this.stop=new _.ScreenArray(t),this.sbottom=new _.ScreenArray(t);for(let 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()}}s.HBarView=l,l.__name__=\"HBarView\";class c extends n.Box{constructor(t){super(t)}}s.HBar=c,a=c,c.__name__=\"HBar\",a.prototype.default_view=l,a.define((({})=>({left:[o.XCoordinateSpec,{value:0}],y:[o.YCoordinateSpec,{field:\"y\"}],height:[o.NumberSpec,{value:1}],right:[o.XCoordinateSpec,{field:\"right\"}]})))},\n      function _(t,e,s,r,i){var n;r();const a=t(48),h=t(179),o=t(184),c=t(72);class _ extends h.GlyphView{get_anchor_point(t,e,s){const r=Math.min(this.sleft[e],this.sright[e]),i=Math.max(this.sright[e],this.sleft[e]),n=Math.min(this.stop[e],this.sbottom[e]),a=Math.max(this.sbottom[e],this.stop[e]);switch(t){case\"top_left\":return{x:r,y:n};case\"top\":case\"top_center\":return{x:(r+i)/2,y:n};case\"top_right\":return{x:i,y:n};case\"bottom_left\":return{x:r,y:a};case\"bottom\":case\"bottom_center\":return{x:(r+i)/2,y:a};case\"bottom_right\":return{x:i,y:a};case\"left\":case\"center_left\":return{x:r,y:(n+a)/2};case\"center\":case\"center_center\":return{x:(r+i)/2,y:(n+a)/2};case\"right\":case\"center_right\":return{x:i,y:(n+a)/2}}}_index_data(t){const{min:e,max:s}=Math,{data_size:r}=this;for(let i=0;i<r;i++){const[r,n,a,h]=this._lrtb(i);t.add_rect(e(r,n),e(a,h),s(n,r),s(a,h))}}_render(t,e,s){const{sleft:r,sright:i,stop:n,sbottom:a}=null!=s?s:this;for(const s of e){const e=r[s],h=n[s],o=i[s],c=a[s];isFinite(e+h+o+c)&&(t.beginPath(),t.rect(e,h,o-e,c-h),this.visuals.fill.apply(t,s),this.visuals.hatch.apply(t,s),this.visuals.line.apply(t,s))}}_clamp_viewport(){const t=this.renderer.plot_view.frame.bbox.h_range,e=this.renderer.plot_view.frame.bbox.v_range,s=this.stop.length;for(let r=0;r<s;r++)this.stop[r]=Math.max(this.stop[r],e.start),this.sbottom[r]=Math.min(this.sbottom[r],e.end),this.sleft[r]=Math.max(this.sleft[r],t.start),this.sright[r]=Math.min(this.sright[r],t.end)}_hit_rect(t){return this._hit_rect_against_index(t)}_hit_point(t){const{sx:e,sy:s}=t,r=this.renderer.xscale.invert(e),i=this.renderer.yscale.invert(s),n=[...this.index.indices({x0:r,y0:i,x1:r,y1:i})];return new c.Selection({indices:n})}_hit_span(t){const{sx:e,sy:s}=t;let r;if(\"v\"==t.direction){const t=this.renderer.yscale.invert(s),e=this.renderer.plot_view.frame.bbox.h_range,[i,n]=this.renderer.xscale.r_invert(e.start,e.end);r=[...this.index.indices({x0:i,y0:t,x1:n,y1:t})]}else{const t=this.renderer.xscale.invert(e),s=this.renderer.plot_view.frame.bbox.v_range,[i,n]=this.renderer.yscale.r_invert(s.start,s.end);r=[...this.index.indices({x0:t,y0:i,x1:t,y1:n})]}return new c.Selection({indices:r})}draw_legend_for_index(t,e,s){(0,o.generic_area_vector_legend)(this.visuals,t,e,s)}}s.BoxView=_,_.__name__=\"BoxView\";class l extends h.Glyph{constructor(t){super(t)}}s.Box=l,n=l,l.__name__=\"Box\",n.mixins([a.LineVector,a.FillVector,a.HatchVector])},\n      function _(e,t,s,i,r){i();const n=e(1);var a;const l=e(179),o=(0,n.__importStar)(e(185)),c=(0,n.__importStar)(e(18)),h=e(48),_=e(20),d=e(78),p=e(184),x=e(72);class y extends l.GlyphView{async lazy_initialize(){await super.lazy_initialize();const{webgl:t}=this.renderer.plot_view.canvas_view;if(null!=t&&t.regl_wrapper.has_webgl){const{HexTileGL:s}=await Promise.resolve().then((()=>(0,n.__importStar)(e(425))));this.glglyph=new s(t.regl_wrapper,this)}}scenterxy(e){return[this.sx[e],this.sy[e]]}_set_data(){const{orientation:e,size:t,aspect_scale:s}=this.model,{q:i,r}=this,n=this.q.length;this._x=new Float64Array(n),this._y=new Float64Array(n);const{_x:a,_y:l}=this,o=Math.sqrt(3);if(\"pointytop\"==e)for(let e=0;e<n;e++){const n=i.get(e),c=r.get(e)/2;a[e]=t*o*(n+c)/s,l[e]=-3*t*c}else for(let e=0;e<n;e++){const n=i.get(e)/2,c=r.get(e);a[e]=3*t*n,l[e]=-t*o*(c+n)*s}}_project_data(){d.inplace.project_xy(this._x,this._y)}_index_data(e){let t=this.model.size,s=Math.sqrt(3)*t/2;\"flattop\"==this.model.orientation?([s,t]=[t,s],t*=this.model.aspect_scale):s/=this.model.aspect_scale;const{data_size:i}=this;for(let r=0;r<i;r++){const i=this._x[r],n=this._y[r];e.add_rect(i-s,n-t,i+s,n+t)}}map_data(){var e;[this.sx,this.sy]=this.renderer.coordinates.map_to_screen(this._x,this._y),[this.svx,this.svy]=this._get_unscaled_vertices(),null===(e=this.glglyph)||void 0===e||e.set_data_changed()}_get_unscaled_vertices(){const e=this.model.size,t=this.model.aspect_scale;if(\"pointytop\"==this.model.orientation){const s=this.renderer.yscale,i=this.renderer.xscale,r=Math.abs(s.compute(0)-s.compute(e)),n=Math.sqrt(3)/2*Math.abs(i.compute(0)-i.compute(e))/t,a=r/2;return[[0,-n,-n,0,n,n],[r,a,-a,-r,-a,a]]}{const s=this.renderer.xscale,i=this.renderer.yscale,r=Math.abs(s.compute(0)-s.compute(e)),n=Math.sqrt(3)/2*Math.abs(i.compute(0)-i.compute(e))*t,a=r/2;return[[r,a,-a,-r,-a,a],[0,-n,-n,0,n,n]]}}_render(e,t,s){const{sx:i,sy:r,svx:n,svy:a,scale:l}=null!=s?s:this;for(const s of t){const t=i[s],o=r[s],c=l.get(s);if(isFinite(t+o+c)){e.translate(t,o),e.beginPath();for(let t=0;t<6;t++)e.lineTo(n[t]*c,a[t]*c);e.closePath(),e.translate(-t,-o),this.visuals.fill.apply(e,s),this.visuals.hatch.apply(e,s),this.visuals.line.apply(e,s)}}}_hit_point(e){const{sx:t,sy:s}=e,i=this.renderer.xscale.invert(t),r=this.renderer.yscale.invert(s),n=this.index.indices({x0:i,y0:r,x1:i,y1:r}),a=[];for(const e of n)o.point_in_poly(t-this.sx[e],s-this.sy[e],this.svx,this.svy)&&a.push(e);return new x.Selection({indices:a})}_hit_span(e){const{sx:t,sy:s}=e;let i;if(\"v\"==e.direction){const e=this.renderer.yscale.invert(s),t=this.renderer.plot_view.frame.bbox.h_range,[r,n]=this.renderer.xscale.r_invert(t.start,t.end);i=[...this.index.indices({x0:r,y0:e,x1:n,y1:e})]}else{const e=this.renderer.xscale.invert(t),s=this.renderer.plot_view.frame.bbox.v_range,[r,n]=this.renderer.yscale.r_invert(s.start,s.end);i=[...this.index.indices({x0:e,y0:r,x1:e,y1:n})]}return new x.Selection({indices:i})}_hit_rect(e){const{sx0:t,sx1:s,sy0:i,sy1:r}=e,[n,a]=this.renderer.xscale.r_invert(t,s),[l,o]=this.renderer.yscale.r_invert(i,r),c=[...this.index.indices({x0:n,x1:a,y0:l,y1:o})];return new x.Selection({indices:c})}draw_legend_for_index(e,t,s){(0,p.generic_area_vector_legend)(this.visuals,e,t,s)}}s.HexTileView=y,y.__name__=\"HexTileView\";class u extends l.Glyph{constructor(e){super(e)}}s.HexTile=u,a=u,u.__name__=\"HexTile\",a.prototype.default_view=y,a.mixins([h.LineVector,h.FillVector,h.HatchVector]),a.define((({Number:e})=>({r:[c.NumberSpec,{field:\"r\"}],q:[c.NumberSpec,{field:\"q\"}],scale:[c.NumberSpec,1],size:[e,1],aspect_scale:[e,1],orientation:[_.HexTileOrientation,\"pointytop\"]}))),a.override({line_color:null})},\n      function _(e,a,t,_,r){var n;_();const s=e(280),o=e(173),i=e(201);class p extends s.ImageBaseView{connect_signals(){super.connect_signals(),this.connect(this.model.color_mapper.change,(()=>this._update_image()))}_update_image(){null!=this.image_data&&(this._set_data(null),this.renderer.request_render())}_flat_img_to_buf8(e){return this.model.color_mapper.rgba_mapper.v_compute(e)}}t.ImageView=p,p.__name__=\"ImageView\";class m extends s.ImageBase{constructor(e){super(e)}}t.Image=m,n=m,m.__name__=\"Image\",n.prototype.default_view=p,n.define((({Ref:e})=>({color_mapper:[e(o.ColorMapper),()=>new i.LinearColorMapper({palette:[\"#000000\",\"#252525\",\"#525252\",\"#737373\",\"#969696\",\"#bdbdbd\",\"#d9d9d9\",\"#f0f0f0\",\"#ffffff\"]})]})))},\n      function _(e,t,i,s,a){s();const h=e(1);var n;const r=e(178),_=e(24),d=(0,h.__importStar)(e(18)),l=e(72),g=e(9),o=e(29),c=e(11);class m extends r.XYGlyphView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.global_alpha.change,(()=>this.renderer.request_render()))}_render(e,t,i){const{image_data:s,sx:a,sy:h,sw:n,sh:r,global_alpha:_}=null!=i?i:this,d=e.getImageSmoothingEnabled();e.setImageSmoothingEnabled(!1);const l=_.is_Scalar();l&&(e.globalAlpha=_.value);for(const i of t){const t=s[i],_=a[i],d=h[i],g=n[i],o=r[i],c=this.global_alpha.get(i);if(null==t||!isFinite(_+d+g+o+c))continue;l||(e.globalAlpha=c);const m=d;e.translate(0,m),e.scale(1,-1),e.translate(0,-m),e.drawImage(t,0|_,0|d,g,o),e.translate(0,m),e.scale(1,-1),e.translate(0,-m)}e.setImageSmoothingEnabled(d)}_set_data(e){this._set_width_heigh_data();for(let t=0,i=this.image.length;t<i;t++){if(null!=e&&e.indexOf(t)<0)continue;const i=this.image.get(t);let s;(0,o.is_NDArray)(i)?((0,c.assert)(2==i.dimension,\"expected a 2D array\"),s=i,this._height[t]=i.shape[0],this._width[t]=i.shape[1]):(s=(0,g.concat)(i),this._height[t]=i.length,this._width[t]=i[0].length);const a=this._flat_img_to_buf8(s);this._set_image_data_from_buffer(t,a)}}_index_data(e){const{data_size:t}=this;for(let i=0;i<t;i++){const[t,s,a,h]=this._lrtb(i);e.add_rect(t,h,s,a)}}_lrtb(e){const t=this.dw.get(e),i=this.dh.get(e),s=this.renderer.xscale.source_range,a=this._x[e],h=s.is_reversed?a-t:a+t,n=this.renderer.yscale.source_range,r=this._y[e],_=n.is_reversed?r-i:r+i,[d,l]=a<h?[a,h]:[h,a],[g,o]=r<_?[r,_]:[_,r];return[d,l,o,g]}_set_width_heigh_data(){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 Uint32Array(this.image.length)),null!=this._height&&this._height.length==this.image.length||(this._height=new Uint32Array(this.image.length))}_get_or_create_canvas(e){const t=this.image_data[e];if(null!=t&&t.width==this._width[e]&&t.height==this._height[e])return t;{const t=document.createElement(\"canvas\");return t.width=this._width[e],t.height=this._height[e],t}}_set_image_data_from_buffer(e,t){const i=this._get_or_create_canvas(e),s=i.getContext(\"2d\"),a=s.getImageData(0,0,this._width[e],this._height[e]);a.data.set(t),s.putImageData(a,0,0),this.image_data[e]=i}_map_data(){\"data\"==this.model.properties.dw.units?this.sw=this.sdist(this.renderer.xscale,this._x,this.dw,\"edge\",this.model.dilate):this.sw=(0,_.to_screen)(this.dw),\"data\"==this.model.properties.dh.units?this.sh=this.sdist(this.renderer.yscale,this._y,this.dh,\"edge\",this.model.dilate):this.sh=(0,_.to_screen)(this.dh)}_image_index(e,t,i){const[s,a,h,n]=this._lrtb(e),r=this._width[e],_=this._height[e],d=(a-s)/r,l=(h-n)/_;let g=Math.floor((t-s)/d),o=Math.floor((i-n)/l);return this.renderer.xscale.source_range.is_reversed&&(g=r-g-1),this.renderer.yscale.source_range.is_reversed&&(o=_-o-1),{index:e,dim1:g,dim2:o,flat_index:o*r+g}}_hit_point(e){const{sx:t,sy:i}=e,s=this.renderer.xscale.invert(t),a=this.renderer.yscale.invert(i),h=this.index.indices({x0:s,x1:s,y0:a,y1:a}),n=new l.Selection;for(const e of h)t!=1/0&&i!=1/0&&n.image_indices.push(this._image_index(e,s,a));return n}}i.ImageBaseView=m,m.__name__=\"ImageBaseView\";class u extends r.XYGlyph{constructor(e){super(e)}}i.ImageBase=u,n=u,u.__name__=\"ImageBase\",n.define((({Boolean:e})=>({image:[d.NDArraySpec,{field:\"image\"}],dw:[d.DistanceSpec,{field:\"dw\"}],dh:[d.DistanceSpec,{field:\"dh\"}],global_alpha:[d.NumberSpec,{value:1}],dilate:[e,!1]})))},\n      function _(e,a,t,r,_){var n;r();const s=e(280),m=e(8);class i extends s.ImageBaseView{_flat_img_to_buf8(e){let a;return a=(0,m.isArray)(e)?new Uint32Array(e):e,new Uint8ClampedArray(a.buffer)}}t.ImageRGBAView=i,i.__name__=\"ImageRGBAView\";class g extends s.ImageBase{constructor(e){super(e)}}t.ImageRGBA=g,n=g,g.__name__=\"ImageRGBA\",n.prototype.default_view=i},\n      function _(e,t,s,r,a){r();const i=e(1);var n;const o=e(178),c=e(24),_=e(20),h=(0,i.__importStar)(e(18)),l=e(12),d=e(136);class m extends o.XYGlyphView{constructor(){super(...arguments),this._images_rendered=!1,this._set_data_iteration=0}connect_signals(){super.connect_signals(),this.connect(this.model.properties.global_alpha.change,(()=>this.renderer.request_render()))}_index_data(e){const{data_size:t}=this;for(let s=0;s<t;s++)e.add_empty()}_set_data(){this._set_data_iteration++;const e=this.url.length;this.image=new Array(e);const{retry_attempts:t,retry_timeout:s}=this.model,{_set_data_iteration:r}=this;for(let a=0;a<e;a++){const e=this.url.get(a);e&&new d.ImageLoader(e,{loaded:e=>{this._set_data_iteration==r&&(this.image[a]=e,this.renderer.request_render())},attempts:t+1,timeout:s})}const a=\"data\"==this.model.properties.w.units,i=\"data\"==this.model.properties.h.units,n=this._x.length,o=new c.ScreenArray(a?2*n:n),_=new c.ScreenArray(i?2*n:n),{anchor:h}=this.model;function m(e,t){switch(h){case\"top_left\":case\"bottom_left\":case\"left\":case\"center_left\":return[e,e+t];case\"top\":case\"top_center\":case\"bottom\":case\"bottom_center\":case\"center\":case\"center_center\":return[e-t/2,e+t/2];case\"top_right\":case\"bottom_right\":case\"right\":case\"center_right\":return[e-t,e]}}function g(e,t){switch(h){case\"top_left\":case\"top\":case\"top_center\":case\"top_right\":return[e,e-t];case\"bottom_left\":case\"bottom\":case\"bottom_center\":case\"bottom_right\":return[e+t,e];case\"left\":case\"center_left\":case\"center\":case\"center_center\":case\"right\":case\"center_right\":return[e+t/2,e-t/2]}}if(a)for(let e=0;e<n;e++)[o[e],o[n+e]]=m(this._x[e],this.w.get(e));else o.set(this._x,0);if(i)for(let e=0;e<n;e++)[_[e],_[n+e]]=g(this._y[e],this.h.get(e));else _.set(this._y,0);const[u,p]=(0,l.minmax)(o),[f,b]=(0,l.minmax)(_);this._bounds_rect={x0:u,x1:p,y0:f,y1:b}}has_finished(){return super.has_finished()&&1==this._images_rendered}_map_data(){\"data\"==this.model.properties.w.units?this.sw=this.sdist(this.renderer.xscale,this._x,this.w,\"edge\",this.model.dilate):this.sw=(0,c.to_screen)(this.w),\"data\"==this.model.properties.h.units?this.sh=this.sdist(this.renderer.yscale,this._y,this.h,\"edge\",this.model.dilate):this.sh=(0,c.to_screen)(this.h)}_render(e,t,s){const{image:r,sx:a,sy:i,sw:n,sh:o,angle:c,global_alpha:_}=null!=s?s:this,{frame:h}=this.renderer.plot_view;e.beginPath(),e.rect(h.bbox.left+1,h.bbox.top+1,h.bbox.width-2,h.bbox.height-2),e.clip();let l=!0;for(const s of t){if(!isFinite(a[s]+i[s]+c.get(s)+_.get(s)))continue;const t=r[s];null!=t?this._render_image(e,s,t,a,i,n,o,c,_):l=!1}l&&!this._images_rendered&&(this._images_rendered=!0,this.notify_finished())}_final_sx_sy(e,t,s,r,a){switch(e){case\"top_left\":return[t,s];case\"top\":case\"top_center\":return[t-r/2,s];case\"top_right\":return[t-r,s];case\"right\":case\"center_right\":return[t-r,s-a/2];case\"bottom_right\":return[t-r,s-a];case\"bottom\":case\"bottom_center\":return[t-r/2,s-a];case\"bottom_left\":return[t,s-a];case\"left\":case\"center_left\":return[t,s-a/2];case\"center\":case\"center_center\":return[t-r/2,s-a/2]}}_render_image(e,t,s,r,a,i,n,o,c){isFinite(i[t])||(i[t]=s.width),isFinite(n[t])||(n[t]=s.height);const _=i[t],h=n[t],{anchor:l}=this.model,[d,m]=this._final_sx_sy(l,r[t],a[t],_,h),g=o.get(t),u=c.get(t);e.save(),e.globalAlpha=u;const p=_/2,f=h/2;g?(e.translate(d,m),e.translate(p,f),e.rotate(g),e.translate(-p,-f),e.drawImage(s,0,0,_,h),e.translate(p,f),e.rotate(-g),e.translate(-p,-f),e.translate(-d,-m)):e.drawImage(s,d,m,_,h),e.restore()}bounds(){return this._bounds_rect}}s.ImageURLView=m,m.__name__=\"ImageURLView\";class g extends o.XYGlyph{constructor(e){super(e)}}s.ImageURL=g,n=g,g.__name__=\"ImageURL\",n.prototype.default_view=m,n.define((({Boolean:e,Int:t})=>({url:[h.StringSpec,{field:\"url\"}],anchor:[_.Anchor,\"top_left\"],global_alpha:[h.NumberSpec,{value:1}],angle:[h.AngleSpec,0],w:[h.NullDistanceSpec,null],h:[h.NullDistanceSpec,null],dilate:[e,!1],retry_attempts:[t,0],retry_timeout:[t,0]})))},\n      function _(e,t,s,i,n){i();const o=e(1);var r;const l=e(78),_=e(48),c=(0,o.__importStar)(e(185)),h=(0,o.__importStar)(e(18)),a=e(12),d=e(13),x=e(179),y=e(184),g=e(72);class p extends x.GlyphView{_project_data(){l.inplace.project_xy(this._xs.array,this._ys.array)}_index_data(e){const{data_size:t}=this;for(let s=0;s<t;s++){const t=this._xs.get(s),i=this._ys.get(s),[n,o,r,l]=(0,a.minmax2)(t,i);e.add_rect(n,r,o,l)}}_render(e,t,s){const{sxs:i,sys:n}=null!=s?s:this;for(const s of t){const t=i.get(s),o=n.get(s),r=Math.min(t.length,o.length);let l=!0;e.beginPath();for(let s=0;s<r;s++){const i=t[s],n=o[s];isFinite(i+n)?l?(e.moveTo(i,n),l=!1):e.lineTo(i,n):l=!0}this.visuals.line.set_vectorize(e,s),e.stroke()}}_hit_point(e){const t={x:e.sx,y:e.sy};let s=9999;const i=new Map;for(let e=0,n=this.sxs.length;e<n;e++){const n=Math.max(2,this.line_width.get(e)/2),o=this.sxs.get(e),r=this.sys.get(e);let l=null;for(let e=0,i=o.length-1;e<i;e++){const i={x:o[e],y:r[e]},_={x:o[e+1],y:r[e+1]},h=c.dist_to_segment(t,i,_);h<n&&h<s&&(s=h,l=[e])}null!=l&&i.set(e,l)}return new g.Selection({indices:[...i.keys()],multiline_indices:(0,d.to_object)(i)})}_hit_span(e){const{sx:t,sy:s}=e;let i,n;\"v\"==e.direction?(i=this.renderer.yscale.invert(s),n=this._ys):(i=this.renderer.xscale.invert(t),n=this._xs);const o=new Map;for(let e=0,t=n.length;e<t;e++){const t=n.get(e),s=[];for(let e=0,n=t.length-1;e<n;e++)t[e]<=i&&i<=t[e+1]&&s.push(e);s.length>0&&o.set(e,s)}return new g.Selection({indices:[...o.keys()],multiline_indices:(0,d.to_object)(o)})}get_interpolation_hit(e,t,s){const i=this._xs.get(e),n=this._ys.get(e),o=i[t],r=n[t],l=i[t+1],_=n[t+1];return(0,y.line_interpolation)(this.renderer,s,o,r,l,_)}draw_legend_for_index(e,t,s){(0,y.generic_line_vector_legend)(this.visuals,e,t,s)}scenterxy(){throw new Error(`${this}.scenterxy() is not implemented`)}}s.MultiLineView=p,p.__name__=\"MultiLineView\";class u extends x.Glyph{constructor(e){super(e)}}s.MultiLine=u,r=u,u.__name__=\"MultiLine\",r.prototype.default_view=p,r.define((({})=>({xs:[h.XCoordinateSeqSpec,{field:\"xs\"}],ys:[h.YCoordinateSeqSpec,{field:\"ys\"}]}))),r.mixins(_.LineVector)},\n      function _(t,e,s,n,i){n();const o=t(1);var r;const l=t(181),h=t(179),a=t(184),_=t(12),c=t(12),d=t(48),x=(0,o.__importStar)(t(185)),y=(0,o.__importStar)(t(18)),f=t(72),g=t(11);class p extends h.GlyphView{_project_data(){}_index_data(t){const{min:e,max:s}=Math,{data_size:n}=this;for(let i=0;i<n;i++){const n=this._xs[i],o=this._ys[i];if(0==n.length||0==o.length){t.add_empty();continue}let r=1/0,l=-1/0,h=1/0,a=-1/0;for(let t=0,i=n.length;t<i;t++){const i=n[t][0],c=o[t][0];if(0!=i.length&&0!=c.length){const[t,n]=(0,_.minmax)(i),[o,d]=(0,_.minmax)(c);r=e(r,t),l=s(l,n),h=e(h,o),a=s(a,d)}}t.add_rect(r,h,l,a)}this._hole_index=this._index_hole_data()}_index_hole_data(){const{min:t,max:e}=Math,{data_size:s}=this,n=new l.SpatialIndex(s);for(let i=0;i<s;i++){const s=this._xs[i],o=this._ys[i];if(0==s.length||0==o.length){n.add_empty();continue}let r=1/0,l=-1/0,h=1/0,a=-1/0;for(let n=0,i=s.length;n<i;n++){const i=s[n],c=o[n];if(i.length>1&&c.length>1)for(let s=1,n=i.length;s<n;s++){const[n,o]=(0,_.minmax)(i[s]),[d,x]=(0,_.minmax)(c[s]);r=t(r,n),l=e(l,o),h=t(h,d),a=e(a,x)}}n.add_rect(r,h,l,a)}return n.finish(),n}_mask_data(){const{x_range:t,y_range:e}=this.renderer.plot_view.frame;return this.index.indices({x0:t.min,x1:t.max,y0:e.min,y1:e.max})}_render(t,e,s){if(this.visuals.fill.doit||this.visuals.line.doit){const{sxs:n,sys:i}=null!=s?s:this;for(const s of e){t.beginPath();const e=n[s],o=i[s],r=Math.min(e.length,o.length);for(let s=0;s<r;s++){const n=e[s],i=o[s],r=Math.min(n.length,i.length);for(let e=0;e<r;e++){const s=n[e],o=i[e],r=Math.min(s.length,o.length);for(let e=0;e<r;e++){const n=s[e],i=o[e];0==e?t.moveTo(n,i):t.lineTo(n,i)}t.closePath()}}this.visuals.fill.apply(t,s,\"evenodd\"),this.visuals.hatch.apply(t,s,\"evenodd\"),this.visuals.line.apply(t,s)}}}_hit_rect(t){const{sx0:e,sx1:s,sy0:n,sy1:i}=t,o=[e,s,s,e],r=[n,n,i,i],[l,h]=this.renderer.xscale.r_invert(e,s),[a,_]=this.renderer.yscale.r_invert(n,i),c=this.index.indices({x0:l,x1:h,y0:a,y1:_}),d=[];for(const t of c){const e=this.sxs[t],s=this.sys[t];let n=!0;for(let t=0,i=e.length;t<i;t++){for(let i=0,l=e[t][0].length;i<l;i++){const l=e[t][0][i],h=s[t][0][i];if(!x.point_in_poly(l,h,o,r)){n=!1;break}}if(!n)break}n&&d.push(t)}return new f.Selection({indices:d})}_hit_point(t){const{sx:e,sy:s}=t,n=this.renderer.xscale.invert(e),i=this.renderer.yscale.invert(s),o=this.index.indices({x0:n,y0:i,x1:n,y1:i}),r=this._hole_index.indices({x0:n,y0:i,x1:n,y1:i}),l=[];for(const t of o){const n=this.sxs[t],i=this.sys[t];for(let o=0,h=n.length;o<h;o++){const h=n[o].length;if(x.point_in_poly(e,s,n[o][0],i[o][0]))if(1==h)l.push(t);else if(r.get(t)){if(h>1){let r=!1;for(let t=1;t<h;t++){const l=n[o][t],h=i[o][t];if(x.point_in_poly(e,s,l,h)){r=!0;break}}r||l.push(t)}}else l.push(t)}}return new f.Selection({indices:l})}_get_snap_coord(t){return(0,c.sum)(t)/t.length}scenterxy(t,e,s){if(1==this.sxs[t].length){return[this._get_snap_coord(this.sxs[t][0][0]),this._get_snap_coord(this.sys[t][0][0])]}{const n=this.sxs[t],i=this.sys[t];for(let t=0,o=n.length;t<o;t++)if(x.point_in_poly(e,s,n[t][0],i[t][0])){return[this._get_snap_coord(n[t][0]),this._get_snap_coord(i[t][0])]}}(0,g.unreachable)()}map_data(){const t=this._xs.length;this.sxs=new Array(t),this.sys=new Array(t);for(let e=0;e<t;e++){const t=this._xs[e].length;this.sxs[e]=new Array(t),this.sys[e]=new Array(t);for(let s=0;s<t;s++){const t=this._xs[e][s].length;this.sxs[e][s]=new Array(t),this.sys[e][s]=new Array(t);for(let n=0;n<t;n++){const[t,i]=this.renderer.coordinates.map_to_screen(this._xs[e][s][n],this._ys[e][s][n]);this.sxs[e][s][n]=t,this.sys[e][s][n]=i}}}}draw_legend_for_index(t,e,s){(0,a.generic_area_vector_legend)(this.visuals,t,e,s)}}s.MultiPolygonsView=p,p.__name__=\"MultiPolygonsView\";class m extends h.Glyph{constructor(t){super(t)}}s.MultiPolygons=m,r=m,m.__name__=\"MultiPolygons\",r.prototype.default_view=p,r.define((({})=>({xs:[y.XCoordinateSeqSeqSeqSpec,{field:\"xs\"}],ys:[y.YCoordinateSeqSeqSeqSpec,{field:\"ys\"}]}))),r.mixins([d.LineVector,d.FillVector,d.HatchVector])},\n      function _(a,e,l,s,_){var t;s();const i=a(274),n=a(12);class p extends i.EllipseOvalView{_map_data(){super._map_data(),(0,n.mul)(this.sw,.75)}}l.OvalView=p,p.__name__=\"OvalView\";class v extends i.EllipseOval{constructor(a){super(a)}}l.Oval=v,t=v,v.__name__=\"Oval\",t.prototype.default_view=p},\n      function _(e,t,s,i,n){i();const r=e(1);var a;const o=e(179),c=e(184),_=e(12),h=e(48),l=(0,r.__importStar)(e(185)),d=(0,r.__importStar)(e(18)),y=e(72),p=e(11),x=e(78);class f extends o.GlyphView{_project_data(){x.inplace.project_xy(this._xs.array,this._ys.array)}_index_data(e){const{data_size:t}=this;for(let s=0;s<t;s++){const t=this._xs.get(s),i=this._ys.get(s),[n,r,a,o]=(0,_.minmax2)(t,i);e.add_rect(n,a,r,o)}}_mask_data(){const{x_range:e,y_range:t}=this.renderer.plot_view.frame;return this.index.indices({x0:e.min,x1:e.max,y0:t.min,y1:t.max})}_render(e,t,s){const{sxs:i,sys:n}=null!=s?s:this;for(const s of t){const t=i.get(s),r=n.get(s);let a=!0;e.beginPath();const o=Math.min(t.length,r.length);for(let s=0;s<o;s++){const i=t[s],n=r[s];isFinite(i+n)?a?(e.moveTo(i,n),a=!1):e.lineTo(i,n):(e.closePath(),a=!0)}e.closePath(),this.visuals.fill.apply(e,s),this.visuals.hatch.apply(e,s),this.visuals.line.apply(e,s)}}_hit_rect(e){const{sx0:t,sx1:s,sy0:i,sy1:n}=e,r=[t,s,s,t],a=[i,i,n,n],[o,c]=this.renderer.xscale.r_invert(t,s),[_,h]=this.renderer.yscale.r_invert(i,n),d=this.index.indices({x0:o,x1:c,y0:_,y1:h}),p=[];for(const e of d){const t=this.sxs.get(e),s=this.sys.get(e);let i=!0;for(let e=0,n=t.length;e<n;e++){const n=t[e],o=s[e];if(!l.point_in_poly(n,o,r,a)){i=!1;break}}i&&p.push(e)}return new y.Selection({indices:p})}_hit_point(e){const{sx:t,sy:s}=e,i=this.renderer.xscale.invert(t),n=this.renderer.yscale.invert(s),r=this.index.indices({x0:i,y0:n,x1:i,y1:n}),a=[];for(const e of r){const i=this.sxs.get(e),n=this.sys.get(e),r=i.length;for(let o=0,c=0;;c++){if(isNaN(i[c])||c==r){const r=i.subarray(o,c),_=n.subarray(o,c);if(l.point_in_poly(t,s,r,_)){a.push(e);break}o=c+1}if(c==r)break}}return new y.Selection({indices:a})}_get_snap_coord(e){return(0,_.sum)(e)/e.length}scenterxy(e,t,s){const i=this.sxs.get(e),n=this.sys.get(e),r=i.length;let a=!1;for(let e=0,o=0;;o++){const c=isNaN(i[o]);if(a=a||c,o==r&&!a){return[this._get_snap_coord(i),this._get_snap_coord(n)]}if(c||o==r){const r=i.subarray(e,o),a=n.subarray(e,o);if(l.point_in_poly(t,s,r,a)){return[this._get_snap_coord(r),this._get_snap_coord(a)]}e=o+1}if(o==r)break}(0,p.unreachable)()}draw_legend_for_index(e,t,s){(0,c.generic_area_vector_legend)(this.visuals,e,t,s)}}s.PatchesView=f,f.__name__=\"PatchesView\";class g extends o.Glyph{constructor(e){super(e)}}s.Patches=g,a=g,g.__name__=\"Patches\",a.prototype.default_view=f,a.define((({})=>({xs:[d.XCoordinateSeqSpec,{field:\"xs\"}],ys:[d.YCoordinateSeqSpec,{field:\"ys\"}]}))),a.mixins([h.LineVector,h.FillVector,h.HatchVector])},\n      function _(t,e,i,o,r){o();const s=t(1);var a;const n=t(277),l=(0,s.__importStar)(t(18));class _ extends n.BoxView{async lazy_initialize(){await super.lazy_initialize();const{webgl:e}=this.renderer.plot_view.canvas_view;if(null!=e&&e.regl_wrapper.has_webgl){const{LRTBGL:i}=await Promise.resolve().then((()=>(0,s.__importStar)(t(427))));this.glglyph=new i(e.regl_wrapper,this)}}scenterxy(t){return[this.sleft[t]/2+this.sright[t]/2,this.stop[t]/2+this.sbottom[t]/2]}_lrtb(t){return[this._left[t],this._right[t],this._top[t],this._bottom[t]]}}i.QuadView=_,_.__name__=\"QuadView\";class p extends n.Box{constructor(t){super(t)}}i.Quad=p,a=p,p.__name__=\"Quad\",a.prototype.default_view=_,a.define((({})=>({right:[l.XCoordinateSpec,{field:\"right\"}],bottom:[l.YCoordinateSpec,{field:\"bottom\"}],left:[l.XCoordinateSpec,{field:\"left\"}],top:[l.YCoordinateSpec,{field:\"top\"}]})))},\n      function _(e,t,i,n,s){n();const c=e(1);var o;const r=e(48),a=e(78),_=e(179),d=e(184),l=(0,c.__importStar)(e(18));function x(e,t,i){if(t==(e+i)/2)return[e,i];{const n=(e-t)/(e-2*t+i),s=e*(1-n)**2+2*t*(1-n)*n+i*n**2;return[Math.min(e,i,s),Math.max(e,i,s)]}}class y extends _.GlyphView{_project_data(){a.inplace.project_xy(this._x0,this._y0),a.inplace.project_xy(this._x1,this._y1)}_index_data(e){const{_x0:t,_x1:i,_y0:n,_y1:s,_cx:c,_cy:o,data_size:r}=this;for(let a=0;a<r;a++){const r=t[a],_=i[a],d=n[a],l=s[a],y=c[a],p=o[a];if(isFinite(r+_+d+l+y+p)){const[t,i]=x(r,y,_),[n,s]=x(d,p,l);e.add_rect(t,n,i,s)}else e.add_empty()}}_render(e,t,i){if(this.visuals.line.doit){const{sx0:n,sy0:s,sx1:c,sy1:o,scx:r,scy:a}=null!=i?i:this;for(const i of t){const t=n[i],_=s[i],d=c[i],l=o[i],x=r[i],y=a[i];isFinite(t+_+d+l+x+y)&&(e.beginPath(),e.moveTo(t,_),e.quadraticCurveTo(x,y,d,l),this.visuals.line.set_vectorize(e,i),e.stroke())}}}draw_legend_for_index(e,t,i){(0,d.generic_line_vector_legend)(this.visuals,e,t,i)}scenterxy(){throw new Error(`${this}.scenterxy() is not implemented`)}}i.QuadraticView=y,y.__name__=\"QuadraticView\";class p extends _.Glyph{constructor(e){super(e)}}i.Quadratic=p,o=p,p.__name__=\"Quadratic\",o.prototype.default_view=y,o.define((({})=>({x0:[l.XCoordinateSpec,{field:\"x0\"}],y0:[l.YCoordinateSpec,{field:\"y0\"}],x1:[l.XCoordinateSpec,{field:\"x1\"}],y1:[l.YCoordinateSpec,{field:\"y1\"}],cx:[l.XCoordinateSpec,{field:\"cx\"}],cy:[l.YCoordinateSpec,{field:\"cy\"}]}))),o.mixins(r.LineVector)},\n      function _(e,t,s,i,n){i();const l=e(1);var a;const r=e(178),o=e(184),h=e(48),_=e(24),c=(0,l.__importStar)(e(18));class g extends r.XYGlyphView{_map_data(){\"data\"==this.model.properties.length.units?this.slength=this.sdist(this.renderer.xscale,this._x,this.length):this.slength=(0,_.to_screen)(this.length);const{width:e,height:t}=this.renderer.plot_view.frame.bbox,s=2*(e+t),{slength:i}=this;for(let e=0,t=i.length;e<t;e++)0==i[e]&&(i[e]=s)}_render(e,t,s){const{sx:i,sy:n,slength:l,angle:a}=null!=s?s:this;if(this.visuals.line.doit)for(const s of t){const t=i[s],r=n[s],o=a.get(s),h=l[s];isFinite(t+r+o+h)&&(e.translate(t,r),e.rotate(o),e.beginPath(),e.moveTo(0,0),e.lineTo(h,0),this.visuals.line.set_vectorize(e,s),e.stroke(),e.rotate(-o),e.translate(-t,-r))}}draw_legend_for_index(e,t,s){(0,o.generic_line_vector_legend)(this.visuals,e,t,s)}}s.RayView=g,g.__name__=\"RayView\";class d extends r.XYGlyph{constructor(e){super(e)}}s.Ray=d,a=d,d.__name__=\"Ray\",a.prototype.default_view=g,a.mixins(h.LineVector),a.define((({})=>({length:[c.DistanceSpec,0],angle:[c.AngleSpec,0]})))},\n      function _(t,e,s,i,r){var n,h=this&&this.__createBinding||(Object.create?function(t,e,s,i){void 0===i&&(i=s),Object.defineProperty(t,i,{enumerable:!0,get:function(){return e[s]}})}:function(t,e,s,i){void 0===i&&(i=s),t[i]=e[s]}),a=this&&this.__setModuleDefault||(Object.create?function(t,e){Object.defineProperty(t,\"default\",{enumerable:!0,value:e})}:function(t,e){t.default=e}),l=this&&this.__importStar||function(t){if(t&&t.__esModule)return t;var e={};if(null!=t)for(var s in t)\"default\"!==s&&Object.prototype.hasOwnProperty.call(t,s)&&h(e,t,s);return a(e,t),e};i();const o=t(275),c=t(184),_=t(24),d=t(12),f=t(72);class y extends o.CenterRotatableView{async lazy_initialize(){await super.lazy_initialize();const{webgl:e}=this.renderer.plot_view.canvas_view;if(null==e?void 0:e.regl_wrapper.has_webgl){const{RectGL:s}=await Promise.resolve().then((()=>l(t(429))));this.glglyph=new s(e.regl_wrapper,this)}}_map_data(){if(\"data\"==this.model.properties.width.units)[this.sw,this.sx0]=this._map_dist_corner_for_data_side_length(this._x,this.width,this.renderer.xscale);else{this.sw=(0,_.to_screen)(this.width);const t=this.sx.length;this.sx0=new _.ScreenArray(t);for(let e=0;e<t;e++)this.sx0[e]=this.sx[e]-this.sw[e]/2}if(\"data\"==this.model.properties.height.units)[this.sh,this.sy1]=this._map_dist_corner_for_data_side_length(this._y,this.height,this.renderer.yscale);else{this.sh=(0,_.to_screen)(this.height);const t=this.sy.length;this.sy1=new _.ScreenArray(t);for(let e=0;e<t;e++)this.sy1[e]=this.sy[e]-this.sh[e]/2}const t=this.sw.length;this.ssemi_diag=new _.ScreenArray(t);for(let e=0;e<t;e++)this.ssemi_diag[e]=Math.sqrt(this.sw[e]/2*this.sw[e]/2+this.sh[e]/2*this.sh[e]/2)}_render(t,e,s){const{sx:i,sy:r,sx0:n,sy1:h,sw:a,sh:l,angle:o}=null!=s?s:this;for(const s of e){const e=i[s],c=r[s],_=n[s],d=h[s],f=a[s],y=l[s],u=o.get(s);isFinite(e+c+_+d+f+y+u)&&(0!=f&&0!=y&&(t.beginPath(),u?(t.translate(e,c),t.rotate(u),t.rect(-f/2,-y/2,f,y),t.rotate(-u),t.translate(-e,-c)):t.rect(_,d,f,y),this.visuals.fill.apply(t,s),this.visuals.hatch.apply(t,s),this.visuals.line.apply(t,s)))}}_hit_rect(t){return this._hit_rect_against_index(t)}_hit_point(t){let{sx:e,sy:s}=t;const i=this.renderer.xscale.invert(e),r=this.renderer.yscale.invert(s),n=this.sx0.length,h=new _.ScreenArray(n);for(let t=0;t<n;t++)h[t]=this.sx0[t]+this.sw[t]/2;const a=new _.ScreenArray(n);for(let t=0;t<n;t++)a[t]=this.sy1[t]+this.sh[t]/2;const l=(0,d.max)(this._ddist(0,h,this.ssemi_diag)),o=(0,d.max)(this._ddist(1,a,this.ssemi_diag)),c=i-l,y=i+l,u=r-o,w=r+o;let g,p;const x=[];for(const t of this.index.indices({x0:c,x1:y,y0:u,y1:w})){const i=this.angle.get(t);if(i){const r=Math.sin(-i),n=Math.cos(-i),h=n*(e-this.sx[t])-r*(s-this.sy[t])+this.sx[t],a=r*(e-this.sx[t])+n*(s-this.sy[t])+this.sy[t];e=h,s=a,g=Math.abs(this.sx[t]-e)<=this.sw[t]/2,p=Math.abs(this.sy[t]-s)<=this.sh[t]/2}else{const i=e-this.sx0[t],r=s-this.sy1[t];g=0<=i&&i<=this.sw[t],p=0<=r&&r<=this.sh[t]}g&&p&&x.push(t)}return new f.Selection({indices:x})}_map_dist_corner_for_data_side_length(t,e,s){const i=t.length,r=new Float64Array(i),n=new Float64Array(i);for(let s=0;s<i;s++){const i=t[s],h=e.get(s)/2;r[s]=i-h,n[s]=i+h}const h=s.v_compute(r),a=s.v_compute(n),l=this.sdist(s,r,e,\"edge\",this.model.dilate);let o=h;for(let t=0;t<i;t++){const e=h[t],s=a[t];if(!isNaN(e+s)&&e!=s){o=e<s?h:a;break}}return[l,o]}_ddist(t,e,s){const i=(0,_.infer_type)(e,s),r=0==t?this.renderer.xscale:this.renderer.yscale,n=e,h=n.length,a=new i(h);for(let t=0;t<h;t++)a[t]=n[t]+s[t];const l=r.v_invert(n),o=r.v_invert(a),c=l.length,d=new i(c);for(let t=0;t<c;t++)d[t]=Math.abs(o[t]-l[t]);return d}draw_legend_for_index(t,e,s){(0,c.generic_area_vector_legend)(this.visuals,t,e,s)}}s.RectView=y,y.__name__=\"RectView\";class u extends o.CenterRotatable{constructor(t){super(t)}}s.Rect=u,n=u,u.__name__=\"Rect\",n.prototype.default_view=y,n.define((({Boolean:t})=>({dilate:[t,!1]})))},\n      function _(e,t,r,a,s){a();const i=e(1);var n;const l=e(292),_=e(293),c=(0,i.__importStar)(e(18));class o extends l.MarkerView{async lazy_initialize(){await super.lazy_initialize();const{webgl:t}=this.renderer.plot_view.canvas_view;if(null!=t&&t.regl_wrapper.has_webgl){const{MultiMarkerGL:r}=await Promise.resolve().then((()=>(0,i.__importStar)(e(428))));this.glglyph=new r(t.regl_wrapper,this)}}_render(e,t,r){const{sx:a,sy:s,size:i,angle:n,marker:l}=null!=r?r:this;for(const r of t){const t=a[r],c=s[r],o=i.get(r),g=n.get(r),w=l.get(r);if(!isFinite(t+c+o+g)||null==w)continue;const p=o/2;e.beginPath(),e.translate(t,c),g&&e.rotate(g),_.marker_funcs[w](e,r,p,this.visuals),g&&e.rotate(-g),e.translate(-t,-c)}}draw_legend_for_index(e,{x0:t,x1:r,y0:a,y1:s},i){const n=i+1,l=this.marker.get(i),_=Object.assign(Object.assign({},this._get_legend_args({x0:t,x1:r,y0:a,y1:s},i)),{marker:new c.UniformScalar(l,n)});this._render(e,[i],_)}}r.ScatterView=o,o.__name__=\"ScatterView\";class g extends l.Marker{constructor(e){super(e)}}r.Scatter=g,n=g,g.__name__=\"Scatter\",n.prototype.default_view=o,n.define((()=>({marker:[c.MarkerSpec,{value:\"circle\"}]})))},\n      function _(e,t,s,n,i){n();const r=e(1);var a;const c=e(178),o=e(48),_=(0,r.__importStar)(e(185)),h=(0,r.__importStar)(e(18)),l=e(9),x=e(72);class d extends c.XYGlyphView{_render(e,t,s){const{sx:n,sy:i,size:r,angle:a}=null!=s?s:this;for(const s of t){const t=n[s],c=i[s],o=r.get(s),_=a.get(s);if(!isFinite(t+c+o+_))continue;const h=o/2;e.beginPath(),e.translate(t,c),_&&e.rotate(_),this._render_one(e,s,h,this.visuals),_&&e.rotate(-_),e.translate(-t,-c)}}_mask_data(){const{x_target:e,y_target:t}=this.renderer.plot_view.frame,s=e.widen(this.max_size).map((e=>this.renderer.xscale.invert(e))),n=t.widen(this.max_size).map((e=>this.renderer.yscale.invert(e)));return this.index.indices({x0:s.start,x1:s.end,y0:n.start,y1:n.end})}_hit_point(e){const{sx:t,sy:s}=e,{max_size:n}=this,{hit_dilation:i}=this.model,r=t-n*i,a=t+n*i,[c,o]=this.renderer.xscale.r_invert(r,a),_=s-n*i,h=s+n*i,[l,d]=this.renderer.yscale.r_invert(_,h),y=this.index.indices({x0:c,x1:o,y0:l,y1:d}),g=[];for(const e of y){const n=this.size.get(e)/2*i;Math.abs(this.sx[e]-t)<=n&&Math.abs(this.sy[e]-s)<=n&&g.push(e)}return new x.Selection({indices:g})}_hit_span(e){const{sx:t,sy:s}=e,n=this.bounds(),i=this.max_size/2;let r,a,c,o;if(\"h\"==e.direction){c=n.y0,o=n.y1;const e=t-i,s=t+i;[r,a]=this.renderer.xscale.r_invert(e,s)}else{r=n.x0,a=n.x1;const e=s-i,t=s+i;[c,o]=this.renderer.yscale.r_invert(e,t)}const _=[...this.index.indices({x0:r,x1:a,y0:c,y1:o})];return new x.Selection({indices:_})}_hit_rect(e){const{sx0:t,sx1:s,sy0:n,sy1:i}=e,[r,a]=this.renderer.xscale.r_invert(t,s),[c,o]=this.renderer.yscale.r_invert(n,i),_=[...this.index.indices({x0:r,x1:a,y0:c,y1:o})];return new x.Selection({indices:_})}_hit_poly(e){const{sx:t,sy:s}=e,n=(0,l.range)(0,this.sx.length),i=[];for(let e=0,r=n.length;e<r;e++){const r=n[e];_.point_in_poly(this.sx[e],this.sy[e],t,s)&&i.push(r)}return new x.Selection({indices:i})}_get_legend_args({x0:e,x1:t,y0:s,y1:n},i){const r=i+1,a=new Array(r),c=new Array(r);a[i]=(e+t)/2,c[i]=(s+n)/2;const o=.4*Math.min(Math.abs(t-e),Math.abs(n-s));return{sx:a,sy:c,size:new h.UniformScalar(o,r),angle:new h.UniformScalar(0,r)}}draw_legend_for_index(e,{x0:t,x1:s,y0:n,y1:i},r){const a=this._get_legend_args({x0:t,x1:s,y0:n,y1:i},r);this._render(e,[r],a)}}s.MarkerView=d,d.__name__=\"MarkerView\";class y extends c.XYGlyph{constructor(e){super(e)}}s.Marker=y,a=y,y.__name__=\"Marker\",a.mixins([o.LineVector,o.FillVector,o.HatchVector]),a.define((({Number:e})=>({size:[h.ScreenSizeSpec,{value:4}],angle:[h.AngleSpec,0],hit_dilation:[e,1]})))},\n      function _(l,o,n,t,i){t();const e=Math.sqrt(3),a=Math.sqrt(5),c=(a+1)/4,p=Math.sqrt((5-a)/8),r=(a-1)/4,h=Math.sqrt((5+a)/8);function u(l,o){l.rotate(Math.PI/4),s(l,o),l.rotate(-Math.PI/4)}function f(l,o){const n=o*e,t=n/3;l.moveTo(-n/2,-t),l.lineTo(0,0),l.lineTo(n/2,-t),l.lineTo(0,0),l.lineTo(0,o)}function s(l,o){l.moveTo(0,o),l.lineTo(0,-o),l.moveTo(-o,0),l.lineTo(o,0)}function T(l,o){l.moveTo(0,o),l.lineTo(o/1.5,0),l.lineTo(0,-o),l.lineTo(-o/1.5,0),l.closePath()}function y(l,o){const n=o*e,t=n/3;l.moveTo(-o,t),l.lineTo(o,t),l.lineTo(0,t-n),l.closePath()}function v(l,o,n,t){l.arc(0,0,n,0,2*Math.PI,!1),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.apply(l,o)}function d(l,o,n,t){T(l,n),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.apply(l,o)}function _(l,o,n,t){!function(l,o){l.beginPath(),l.arc(0,0,o/4,0,2*Math.PI,!1),l.closePath()}(l,n),t.line.set_vectorize(l,o),l.fillStyle=l.strokeStyle,l.fill()}function P(l,o,n,t){!function(l,o){const n=o/2,t=e*n;l.moveTo(o,0),l.lineTo(n,-t),l.lineTo(-n,-t),l.lineTo(-o,0),l.lineTo(-n,t),l.lineTo(n,t),l.closePath()}(l,n),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.apply(l,o)}function m(l,o,n,t){const i=2*n;l.rect(-n,-n,i,i),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.apply(l,o)}function q(l,o,n,t){!function(l,o){const n=Math.sqrt(5-2*a)*o;l.moveTo(0,-o),l.lineTo(n*r,n*h-o),l.lineTo(n*(1+r),n*h-o),l.lineTo(n*(1+r-c),n*(h+p)-o),l.lineTo(n*(1+2*r-c),n*(2*h+p)-o),l.lineTo(0,2*n*h-o),l.lineTo(-n*(1+2*r-c),n*(2*h+p)-o),l.lineTo(-n*(1+r-c),n*(h+p)-o),l.lineTo(-n*(1+r),n*h-o),l.lineTo(-n*r,n*h-o),l.closePath()}(l,n),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.apply(l,o)}function M(l,o,n,t){y(l,n),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.apply(l,o)}n.marker_funcs={asterisk:function(l,o,n,t){s(l,n),u(l,n),t.line.apply(l,o)},circle:v,circle_cross:function(l,o,n,t){l.arc(0,0,n,0,2*Math.PI,!1),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.doit&&(t.line.set_vectorize(l,o),s(l,n),l.stroke())},circle_dot:function(l,o,n,t){v(l,o,n,t),_(l,o,n,t)},circle_y:function(l,o,n,t){l.arc(0,0,n,0,2*Math.PI,!1),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.doit&&(t.line.set_vectorize(l,o),f(l,n),l.stroke())},circle_x:function(l,o,n,t){l.arc(0,0,n,0,2*Math.PI,!1),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.doit&&(t.line.set_vectorize(l,o),u(l,n),l.stroke())},cross:function(l,o,n,t){s(l,n),t.line.apply(l,o)},diamond:d,diamond_dot:function(l,o,n,t){d(l,o,n,t),_(l,o,n,t)},diamond_cross:function(l,o,n,t){T(l,n),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.doit&&(t.line.set_vectorize(l,o),l.moveTo(0,n),l.lineTo(0,-n),l.moveTo(-n/1.5,0),l.lineTo(n/1.5,0),l.stroke())},dot:_,hex:P,hex_dot:function(l,o,n,t){P(l,o,n,t),_(l,o,n,t)},inverted_triangle:function(l,o,n,t){l.rotate(Math.PI),y(l,n),l.rotate(-Math.PI),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.apply(l,o)},plus:function(l,o,n,t){const i=3*n/8,e=[i,i,n,n,i,i,-i,-i,-n,-n,-i,-i],a=[n,i,i,-i,-i,-n,-n,-i,-i,i,i,n];l.beginPath();for(let o=0;o<12;o++)l.lineTo(e[o],a[o]);l.closePath(),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.apply(l,o)},square:m,square_cross:function(l,o,n,t){const i=2*n;l.rect(-n,-n,i,i),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.doit&&(t.line.set_vectorize(l,o),s(l,n),l.stroke())},square_dot:function(l,o,n,t){m(l,o,n,t),_(l,o,n,t)},square_pin:function(l,o,n,t){const i=3*n/8;l.moveTo(-n,-n),l.quadraticCurveTo(0,-i,n,-n),l.quadraticCurveTo(i,0,n,n),l.quadraticCurveTo(0,i,-n,n),l.quadraticCurveTo(-i,0,-n,-n),l.closePath(),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.apply(l,o)},square_x:function(l,o,n,t){const i=2*n;l.rect(-n,-n,i,i),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.doit&&(t.line.set_vectorize(l,o),l.moveTo(-n,n),l.lineTo(n,-n),l.moveTo(-n,-n),l.lineTo(n,n),l.stroke())},star:q,star_dot:function(l,o,n,t){q(l,o,n,t),_(l,o,n,t)},triangle:M,triangle_dot:function(l,o,n,t){M(l,o,n,t),_(l,o,n,t)},triangle_pin:function(l,o,n,t){const i=n*e,a=i/3,c=3*a/8;l.moveTo(-n,a),l.quadraticCurveTo(0,c,n,a),l.quadraticCurveTo(e*c/2,c/2,0,a-i),l.quadraticCurveTo(-e*c/2,c/2,-n,a),l.closePath(),t.fill.apply(l,o),t.hatch.apply(l,o),t.line.apply(l,o)},dash:function(l,o,n,t){!function(l,o){l.moveTo(-o,0),l.lineTo(o,0)}(l,n),t.line.apply(l,o)},x:function(l,o,n,t){u(l,n),t.line.apply(l,o)},y:function(l,o,n,t){f(l,n),t.line.apply(l,o)}}},\n      function _(e,t,s,i,n){i();const r=e(1);var o;const _=(0,r.__importStar)(e(185)),h=(0,r.__importStar)(e(18)),c=e(48),a=e(78),d=e(179),x=e(184),l=e(72);class y extends d.GlyphView{_project_data(){a.inplace.project_xy(this._x0,this._y0),a.inplace.project_xy(this._x1,this._y1)}_index_data(e){const{min:t,max:s}=Math,{_x0:i,_x1:n,_y0:r,_y1:o,data_size:_}=this;for(let h=0;h<_;h++){const _=i[h],c=n[h],a=r[h],d=o[h];e.add_rect(t(_,c),t(a,d),s(_,c),s(a,d))}}_render(e,t,s){if(this.visuals.line.doit){const{sx0:i,sy0:n,sx1:r,sy1:o}=null!=s?s:this;for(const s of t){const t=i[s],_=n[s],h=r[s],c=o[s];isFinite(t+_+h+c)&&(e.beginPath(),e.moveTo(t,_),e.lineTo(h,c),this.visuals.line.set_vectorize(e,s),e.stroke())}}}_hit_point(e){const{sx:t,sy:s}=e,i={x:t,y:s},[n,r]=this.renderer.xscale.r_invert(t-2,t+2),[o,h]=this.renderer.yscale.r_invert(s-2,s+2),c=this.index.indices({x0:n,y0:o,x1:r,y1:h}),a=[];for(const e of c){const t=Math.max(2,this.line_width.get(e)/2)**2,s={x:this.sx0[e],y:this.sy0[e]},n={x:this.sx1[e],y:this.sy1[e]};_.dist_to_segment_squared(i,s,n)<t&&a.push(e)}return new l.Selection({indices:a})}_hit_span(e){const[t,s]=this.renderer.plot_view.frame.bbox.ranges,{sx:i,sy:n}=e;let r,o,_;\"v\"==e.direction?(_=this.renderer.yscale.invert(n),[r,o]=[this._y0,this._y1]):(_=this.renderer.xscale.invert(i),[r,o]=[this._x0,this._x1]);const h=[],[c,a]=this.renderer.xscale.r_invert(t.start,t.end),[d,x]=this.renderer.yscale.r_invert(s.start,s.end),y=this.index.indices({x0:c,y0:d,x1:a,y1:x});for(const t of y){(r[t]<=_&&_<=o[t]||o[t]<=_&&_<=r[t])&&h.push(t);const s=1.5+this.line_width.get(t)/2;r[t]==o[t]&&(\"h\"==e.direction?Math.abs(this.sx0[t]-i)<=s&&h.push(t):Math.abs(this.sy0[t]-n)<=s&&h.push(t))}return new l.Selection({indices:h})}scenterxy(e){return[this.sx0[e]/2+this.sx1[e]/2,this.sy0[e]/2+this.sy1[e]/2]}draw_legend_for_index(e,t,s){(0,x.generic_line_vector_legend)(this.visuals,e,t,s)}}s.SegmentView=y,y.__name__=\"SegmentView\";class p extends d.Glyph{constructor(e){super(e)}}s.Segment=p,o=p,p.__name__=\"Segment\",o.prototype.default_view=y,o.define((({})=>({x0:[h.XCoordinateSpec,{field:\"x0\"}],y0:[h.YCoordinateSpec,{field:\"y0\"}],x1:[h.XCoordinateSpec,{field:\"x1\"}],y1:[h.YCoordinateSpec,{field:\"y1\"}]}))),o.mixins(c.LineVector)},\n      function _(t,e,s,i,n){i();const o=t(1);var _;const l=t(178),a=(0,o.__importStar)(t(48)),c=t(296);class r extends l.XYGlyphView{_set_data(){const{tension:t,closed:e}=this.model;[this._xt,this._yt]=(0,c.catmullrom_spline)(this._x,this._y,20,t,e)}_map_data(){const{x_scale:t,y_scale:e}=this.renderer.coordinates;this.sxt=t.v_compute(this._xt),this.syt=e.v_compute(this._yt)}_render(t,e,s){const{sxt:i,syt:n}=null!=s?s:this;let o=!0;t.beginPath();const _=i.length;for(let e=0;e<_;e++){const s=i[e],_=n[e];isFinite(s+_)?o?(t.moveTo(s,_),o=!1):t.lineTo(s,_):o=!0}this.visuals.line.set_value(t),t.stroke()}}s.SplineView=r,r.__name__=\"SplineView\";class h extends l.XYGlyph{constructor(t){super(t)}}s.Spline=h,_=h,h.__name__=\"Spline\",_.prototype.default_view=r,_.mixins(a.LineScalar),_.define((({Boolean:t,Number:e})=>({tension:[e,.5],closed:[t,!1]})))},\n      function _(n,t,e,o,s){o();const c=n(24),l=n(11);e.catmullrom_spline=function(n,t,e=10,o=.5,s=!1){(0,l.assert)(n.length==t.length);const r=n.length,f=s?r+1:r,w=(0,c.infer_type)(n,t),i=new w(f+2),u=new w(f+2);i.set(n,1),u.set(t,1),s?(i[0]=n[r-1],u[0]=t[r-1],i[f]=n[0],u[f]=t[0],i[f+1]=n[1],u[f+1]=t[1]):(i[0]=n[0],u[0]=t[0],i[f+1]=n[r-1],u[f+1]=t[r-1]);const g=new w(4*(e+1));for(let n=0,t=0;n<=e;n++){const o=n/e,s=o**2,c=o*s;g[t++]=2*c-3*s+1,g[t++]=-2*c+3*s,g[t++]=c-2*s+o,g[t++]=c-s}const h=new w((f-1)*(e+1)),_=new w((f-1)*(e+1));for(let n=1,t=0;n<f;n++){const s=(i[n+1]-i[n-1])*o,c=(u[n+1]-u[n-1])*o,l=(i[n+2]-i[n])*o,r=(u[n+2]-u[n])*o;for(let o=0;o<=4*e;t++){const e=g[o++],f=g[o++],w=g[o++],a=g[o++];h[t]=e*i[n]+f*i[n+1]+w*s+a*l,_[t]=e*u[n]+f*u[n+1]+w*c+a*r}}return[h,_]}},\n      function _(e,t,n,s,i){s();const o=e(1);var l;const a=e(178),r=e(184),c=(0,o.__importStar)(e(48)),_=e(20),d=e(11);class f extends a.XYGlyphView{_render(e,t,n){const{sx:s,sy:i}=null!=n?n:this;let o=!1,l=null;this.visuals.line.set_value(e);const a=t.length;if(!(a<2)){e.beginPath(),e.moveTo(s[0],i[0]);for(const n of t){let t,a,r,c;switch(this.model.mode){case\"before\":[t,r]=[s[n-1],i[n]],[a,c]=[s[n],i[n]];break;case\"after\":[t,r]=[s[n],i[n-1]],[a,c]=[s[n],i[n]];break;case\"center\":{const e=(s[n-1]+s[n])/2;[t,r]=[e,i[n-1]],[a,c]=[e,i[n]];break}default:(0,d.unreachable)()}if(o){if(!isFinite(s[n]+i[n])){e.stroke(),e.beginPath(),o=!1,l=n;continue}null!=l&&n-l>1&&(e.stroke(),o=!1)}o?(e.lineTo(t,r),e.lineTo(a,c)):(e.beginPath(),e.moveTo(s[n],i[n]),o=!0),l=n}e.lineTo(s[a-1],i[a-1]),e.stroke()}}draw_legend_for_index(e,t,n){(0,r.generic_line_scalar_legend)(this.visuals,e,t)}}n.StepView=f,f.__name__=\"StepView\";class u extends a.XYGlyph{constructor(e){super(e)}}n.Step=u,l=u,u.__name__=\"Step\",l.prototype.default_view=f,l.mixins(c.LineScalar),l.define((()=>({mode:[_.StepMode,\"before\"]})))},\n      function _(t,e,s,i,n){i();const o=t(1);var _;const h=t(178),l=t(48),r=(0,o.__importStar)(t(185)),a=(0,o.__importStar)(t(18)),c=t(121),x=t(11),u=t(72);class f extends h.XYGlyphView{_rotate_point(t,e,s,i,n){return[(t-s)*Math.cos(n)-(e-i)*Math.sin(n)+s,(t-s)*Math.sin(n)+(e-i)*Math.cos(n)+i]}_text_bounds(t,e,s,i){return[[t,t+s,t+s,t,t],[e,e,e-i,e-i,e]]}_render(t,e,s){const{sx:i,sy:n,x_offset:o,y_offset:_,angle:h,text:l}=null!=s?s:this;this._sys=[],this._sxs=[];for(const s of e){const e=this._sxs[s]=[],r=this._sys[s]=[],a=i[s],x=n[s],u=o.get(s),f=_.get(s),p=h.get(s),g=l.get(s);if(isFinite(a+x+u+f+p)&&null!=g&&this.visuals.text.doit){const i=`${g}`;t.save(),t.translate(a+u,x+f),t.rotate(p),this.visuals.text.set_vectorize(t,s);const n=this.visuals.text.font_value(s),{height:o}=(0,c.font_metrics)(n),_=this.text_line_height.get(s)*o;if(-1==i.indexOf(\"\\n\")){t.fillText(i,0,0);const s=a+u,n=x+f,o=t.measureText(i).width,[h,l]=this._text_bounds(s,n,o,_);e.push(h),r.push(l)}else{const n=i.split(\"\\n\"),o=_*n.length,h=this.text_baseline.get(s);let l;switch(h){case\"top\":l=0;break;case\"middle\":l=-o/2+_/2;break;case\"bottom\":l=-o+_;break;default:l=0,console.warn(`'${h}' baseline not supported with multi line text`)}for(const s of n){t.fillText(s,0,l);const i=a+u,n=l+x+f,o=t.measureText(s).width,[h,c]=this._text_bounds(i,n,o,_);e.push(h),r.push(c),l+=_}}t.restore()}}}_hit_point(t){const{sx:e,sy:s}=t,i=[];for(let t=0;t<this._sxs.length;t++){const n=this._sxs[t],o=this._sys[t],_=n.length;for(let h=0,l=_;h<l;h++){const[l,a]=this._rotate_point(e,s,n[_-1][0],o[_-1][0],-this.angle.get(t));r.point_in_poly(l,a,n[h],o[h])&&i.push(t)}}return new u.Selection({indices:i})}scenterxy(t){const e=this._sxs[t],s=this._sys[t];(0,x.assert)(0!=e.length&&0!=s.length);const i=e[0][0],n=s[0][0],o=(e[0][2]+i)/2,_=(s[0][2]+n)/2,[h,l]=this._rotate_point(o,_,i,n,this.angle.get(t));return[h,l]}}s.TextView=f,f.__name__=\"TextView\";class p extends h.XYGlyph{constructor(t){super(t)}}s.Text=p,_=p,p.__name__=\"Text\",_.prototype.default_view=f,_.mixins(l.TextVector),_.define((({})=>({text:[a.NullStringSpec,{field:\"text\"}],angle:[a.AngleSpec,0],x_offset:[a.NumberSpec,0],y_offset:[a.NumberSpec,0]})))},\n      function _(t,e,s,i,r){i();const h=t(1);var o;const a=t(277),n=t(24),_=(0,h.__importStar)(t(18));class l extends a.BoxView{async lazy_initialize(){await super.lazy_initialize();const{webgl:e}=this.renderer.plot_view.canvas_view;if(null!=e&&e.regl_wrapper.has_webgl){const{LRTBGL:s}=await Promise.resolve().then((()=>(0,h.__importStar)(t(427))));this.glglyph=new s(e.regl_wrapper,this)}}scenterxy(t){return[this.sx[t],(this.stop[t]+this.sbottom[t])/2]}_lrtb(t){const e=this.width.get(t)/2,s=this._x[t],i=this._top[t],r=this._bottom[t];return[s-e,s+e,Math.max(i,r),Math.min(i,r)]}_map_data(){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);const t=this.sx.length;this.sleft=new n.ScreenArray(t),this.sright=new n.ScreenArray(t);for(let 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()}}s.VBarView=l,l.__name__=\"VBarView\";class c extends a.Box{constructor(t){super(t)}}s.VBar=c,o=c,c.__name__=\"VBar\",o.prototype.default_view=l,o.define((({})=>({x:[_.XCoordinateSpec,{field:\"x\"}],bottom:[_.YCoordinateSpec,{value:0}],width:[_.NumberSpec,{value:1}],top:[_.YCoordinateSpec,{field:\"top\"}]})))},\n      function _(e,s,t,i,n){i();const r=e(1);var a;const c=e(178),d=e(184),l=e(48),h=e(24),o=e(20),_=(0,r.__importStar)(e(18)),u=e(10),g=e(72),x=e(12);class p extends c.XYGlyphView{_map_data(){\"data\"==this.model.properties.radius.units?this.sradius=this.sdist(this.renderer.xscale,this._x,this.radius):this.sradius=(0,h.to_screen)(this.radius),this.max_sradius=(0,x.max)(this.sradius)}_render(e,s,t){const{sx:i,sy:n,sradius:r,start_angle:a,end_angle:c}=null!=t?t:this,d=\"anticlock\"==this.model.direction;for(const t of s){const s=i[t],l=n[t],h=r[t],o=a.get(t),_=c.get(t);isFinite(s+l+h+o+_)&&(e.beginPath(),e.arc(s,l,h,o,_,d),e.lineTo(s,l),e.closePath(),this.visuals.fill.apply(e,t),this.visuals.hatch.apply(e,t),this.visuals.line.apply(e,t))}}_hit_point(e){let s,t,i,n,r;const{sx:a,sy:c}=e,d=this.renderer.xscale.invert(a),l=this.renderer.yscale.invert(c);t=a-this.max_sradius,i=a+this.max_sradius;const[h,o]=this.renderer.xscale.r_invert(t,i);n=c-this.max_sradius,r=c+this.max_sradius;const[_,x]=this.renderer.yscale.r_invert(n,r),p=[];for(const e of this.index.indices({x0:h,x1:o,y0:_,y1:x})){const a=this.sradius[e]**2;[t,i]=this.renderer.xscale.r_compute(d,this._x[e]),[n,r]=this.renderer.yscale.r_compute(l,this._y[e]),s=(t-i)**2+(n-r)**2,s<=a&&p.push(e)}const y=\"anticlock\"==this.model.direction,m=[];for(const e of p){const s=Math.atan2(c-this.sy[e],a-this.sx[e]);(0,u.angle_between)(-s,-this.start_angle.get(e),-this.end_angle.get(e),y)&&m.push(e)}return new g.Selection({indices:m})}draw_legend_for_index(e,s,t){(0,d.generic_area_vector_legend)(this.visuals,e,s,t)}scenterxy(e){const s=this.sradius[e]/2,t=(this.start_angle.get(e)+this.end_angle.get(e))/2;return[this.sx[e]+s*Math.cos(t),this.sy[e]+s*Math.sin(t)]}}t.WedgeView=p,p.__name__=\"WedgeView\";class y extends c.XYGlyph{constructor(e){super(e)}}t.Wedge=y,a=y,y.__name__=\"Wedge\",a.prototype.default_view=p,a.mixins([l.LineVector,l.FillVector,l.HatchVector]),a.define((({})=>({direction:[o.Direction,\"anticlock\"],radius:[_.DistanceSpec,{field:\"radius\"}],start_angle:[_.AngleSpec,{field:\"start_angle\"}],end_angle:[_.AngleSpec,{field:\"end_angle\"}]})))},\n      function _(t,_,r,o,a){o();const e=t(1);(0,e.__exportStar)(t(302),r),(0,e.__exportStar)(t(303),r),(0,e.__exportStar)(t(304),r)},\n      function _(e,t,d,n,s){n();const o=e(53),r=e(12),_=e(9),i=e(72);class c extends o.Model{constructor(e){super(e)}_hit_test(e,t,d){if(!t.model.visible)return null;const n=d.glyph.hit_test(e);return null==n?null:d.model.view.convert_selection_from_subset(n)}}d.GraphHitTestPolicy=c,c.__name__=\"GraphHitTestPolicy\";class a extends c{constructor(e){super(e)}hit_test(e,t){return this._hit_test(e,t,t.edge_view)}do_selection(e,t,d,n){if(null==e)return!1;const s=t.edge_renderer.data_source.selected;return s.update(e,d,n),t.edge_renderer.data_source._select.emit(),!s.is_empty()}do_inspection(e,t,d,n,s){if(null==e)return!1;const{edge_renderer:o}=d.model,r=o.get_selection_manager().get_or_create_inspector(d.edge_view.model);return r.update(e,n,s),d.edge_view.model.data_source.setv({inspected:r},{silent:!0}),d.edge_view.model.data_source.inspect.emit([d.edge_view.model,{geometry:t}]),!r.is_empty()}}d.EdgesOnly=a,a.__name__=\"EdgesOnly\";class l extends c{constructor(e){super(e)}hit_test(e,t){return this._hit_test(e,t,t.node_view)}do_selection(e,t,d,n){if(null==e)return!1;const s=t.node_renderer.data_source.selected;return s.update(e,d,n),t.node_renderer.data_source._select.emit(),!s.is_empty()}do_inspection(e,t,d,n,s){if(null==e)return!1;const{node_renderer:o}=d.model,r=o.get_selection_manager().get_or_create_inspector(d.node_view.model);return r.update(e,n,s),d.node_view.model.data_source.setv({inspected:r},{silent:!0}),d.node_view.model.data_source.inspect.emit([d.node_view.model,{geometry:t}]),!r.is_empty()}}d.NodesOnly=l,l.__name__=\"NodesOnly\";class u extends c{constructor(e){super(e)}hit_test(e,t){return this._hit_test(e,t,t.node_view)}get_linked_edges(e,t,d){let n=[];\"selection\"==d?n=e.selected.indices.map((t=>e.data.index[t])):\"inspection\"==d&&(n=e.inspected.indices.map((t=>e.data.index[t])));const s=[];for(let e=0;e<t.data.start.length;e++)((0,_.contains)(n,t.data.start[e])||(0,_.contains)(n,t.data.end[e]))&&s.push(e);const o=new i.Selection;for(const e of s)o.multiline_indices[e]=[0];return o.indices=s,o}do_selection(e,t,d,n){if(null==e)return!1;const s=t.node_renderer.data_source.selected;s.update(e,d,n);const o=t.edge_renderer.data_source.selected,r=this.get_linked_edges(t.node_renderer.data_source,t.edge_renderer.data_source,\"selection\");return o.update(r,d,n),t.node_renderer.data_source._select.emit(),!s.is_empty()}do_inspection(e,t,d,n,s){if(null==e)return!1;const o=d.node_view.model.data_source.selection_manager.get_or_create_inspector(d.node_view.model);o.update(e,n,s),d.node_view.model.data_source.setv({inspected:o},{silent:!0});const r=d.edge_view.model.data_source.selection_manager.get_or_create_inspector(d.edge_view.model),_=this.get_linked_edges(d.node_view.model.data_source,d.edge_view.model.data_source,\"inspection\");return r.update(_,n,s),d.edge_view.model.data_source.setv({inspected:r},{silent:!0}),d.node_view.model.data_source.inspect.emit([d.node_view.model,{geometry:t}]),!o.is_empty()}}d.NodesAndLinkedEdges=u,u.__name__=\"NodesAndLinkedEdges\";class m extends c{constructor(e){super(e)}hit_test(e,t){return this._hit_test(e,t,t.edge_view)}get_linked_nodes(e,t,d){let n=[];\"selection\"==d?n=t.selected.indices:\"inspection\"==d&&(n=t.inspected.indices);const s=[];for(const e of n)s.push(t.data.start[e]),s.push(t.data.end[e]);const o=(0,_.uniq)(s).map((t=>(0,r.indexOf)(e.data.index,t)));return new i.Selection({indices:o})}do_selection(e,t,d,n){if(null==e)return!1;const s=t.edge_renderer.data_source.selected;s.update(e,d,n);const o=t.node_renderer.data_source.selected,r=this.get_linked_nodes(t.node_renderer.data_source,t.edge_renderer.data_source,\"selection\");return o.update(r,d,n),t.edge_renderer.data_source._select.emit(),!s.is_empty()}do_inspection(e,t,d,n,s){if(null==e)return!1;const o=d.edge_view.model.data_source.selection_manager.get_or_create_inspector(d.edge_view.model);o.update(e,n,s),d.edge_view.model.data_source.setv({inspected:o},{silent:!0});const r=d.node_view.model.data_source.selection_manager.get_or_create_inspector(d.node_view.model),_=this.get_linked_nodes(d.node_view.model.data_source,d.edge_view.model.data_source,\"inspection\");return r.update(_,n,s),d.node_view.model.data_source.setv({inspected:r},{silent:!0}),d.edge_view.model.data_source.inspect.emit([d.edge_view.model,{geometry:t}]),!o.is_empty()}}d.EdgesAndLinkedNodes=m,m.__name__=\"EdgesAndLinkedNodes\"},\n      function _(e,o,t,r,n){var s;r();const a=e(53),d=e(260);class _ extends a.Model{constructor(e){super(e)}get node_coordinates(){return new u({layout:this})}get edge_coordinates(){return new i({layout:this})}}t.LayoutProvider=_,_.__name__=\"LayoutProvider\";class c extends d.CoordinateTransform{constructor(e){super(e)}}t.GraphCoordinates=c,s=c,c.__name__=\"GraphCoordinates\",s.define((({Ref:e})=>({layout:[e(_)]})));class u extends c{constructor(e){super(e)}_v_compute(e){const[o,t]=this.layout.get_node_coordinates(e);return{x:o,y:t}}}t.NodeCoordinates=u,u.__name__=\"NodeCoordinates\";class i extends c{constructor(e){super(e)}_v_compute(e){const[o,t]=this.layout.get_edge_coordinates(e);return{x:o,y:t}}}t.EdgeCoordinates=i,i.__name__=\"EdgeCoordinates\"},\n      function _(t,a,l,e,n){var o;e();const r=t(303);class u extends r.LayoutProvider{constructor(t){super(t)}get_node_coordinates(t){var a;const l=null!==(a=t.data.index)&&void 0!==a?a:[],e=l.length,n=new Float64Array(e),o=new Float64Array(e);for(let t=0;t<e;t++){const a=this.graph_layout[l[t]],[e,r]=null!=a?a:[NaN,NaN];n[t]=e,o[t]=r}return[n,o]}get_edge_coordinates(t){var a,l;const e=null!==(a=t.data.start)&&void 0!==a?a:[],n=null!==(l=t.data.end)&&void 0!==l?l:[],o=Math.min(e.length,n.length),r=[],u=[],s=null!=t.data.xs&&null!=t.data.ys;for(let a=0;a<o;a++){const l=null!=this.graph_layout[e[a]]&&null!=this.graph_layout[n[a]];if(s&&l)r.push(t.data.xs[a]),u.push(t.data.ys[a]);else{let t,o;l?(t=this.graph_layout[e[a]],o=this.graph_layout[n[a]]):(t=[NaN,NaN],o=[NaN,NaN]),r.push([t[0],o[0]]),u.push([t[1],o[1]])}}return[r,u]}}l.StaticLayoutProvider=u,o=u,u.__name__=\"StaticLayoutProvider\",o.define((({Number:t,Tuple:a,Dict:l})=>({graph_layout:[l(a(t,t)),{}]})))},\n      function _(i,d,n,r,G){r(),G(\"Grid\",i(306).Grid)},\n      function _(i,e,n,s,t){s();const r=i(1);var o;const d=i(127),_=i(129),a=i(130),l=(0,r.__importStar)(i(48)),h=i(8);class c extends _.GuideRendererView{_render(){const i=this.layer.ctx;i.save(),this._draw_regions(i),this._draw_minor_grids(i),this._draw_grids(i),i.restore()}connect_signals(){super.connect_signals(),this.connect(this.model.change,(()=>this.request_render()))}_draw_regions(i){if(!this.visuals.band_fill.doit&&!this.visuals.band_hatch.doit)return;const[e,n]=this.grid_coords(\"major\",!1);for(let s=0;s<e.length-1;s++){if(s%2!=1)continue;const[t,r]=this.coordinates.map_to_screen(e[s],n[s]),[o,d]=this.coordinates.map_to_screen(e[s+1],n[s+1]);i.beginPath(),i.rect(t[0],r[0],o[1]-t[0],d[1]-r[0]),this.visuals.band_fill.apply(i),this.visuals.band_hatch.apply(i)}}_draw_grids(i){if(!this.visuals.grid_line.doit)return;const[e,n]=this.grid_coords(\"major\");this._draw_grid_helper(i,this.visuals.grid_line,e,n)}_draw_minor_grids(i){if(!this.visuals.minor_grid_line.doit)return;const[e,n]=this.grid_coords(\"minor\");this._draw_grid_helper(i,this.visuals.minor_grid_line,e,n)}_draw_grid_helper(i,e,n,s){e.set_value(i),i.beginPath();for(let e=0;e<n.length;e++){const[t,r]=this.coordinates.map_to_screen(n[e],s[e]);i.moveTo(Math.round(t[0]),Math.round(r[0]));for(let e=1;e<t.length;e++)i.lineTo(Math.round(t[e]),Math.round(r[e]))}i.stroke()}ranges(){const i=this.model.dimension,e=(i+1)%2,{ranges:n}=this.coordinates;return[n[i],n[e]]}computed_bounds(){const[i]=this.ranges(),e=this.model.bounds,n=[i.min,i.max];let s,t;if((0,h.isArray)(e))s=Math.min(e[0],e[1]),t=Math.max(e[0],e[1]),s<n[0]&&(s=n[0]),t>n[1]&&(t=n[1]);else{[s,t]=n;for(const i of this.plot_view.axis_views)i.dimension==this.model.dimension&&i.model.x_range_name==this.model.x_range_name&&i.model.y_range_name==this.model.y_range_name&&([s,t]=i.computed_bounds)}return[s,t]}grid_coords(i,e=!0){const n=this.model.dimension,s=(n+1)%2,[t,r]=this.ranges();let[o,d]=this.computed_bounds();[o,d]=[Math.min(o,d),Math.max(o,d)];const _=[[],[]],a=this.model.get_ticker();if(null==a)return _;const l=a.get_ticks(o,d,t,r.min)[i],h=t.min,c=t.max,u=r.min,m=r.max;e||(l[0]!=h&&l.splice(0,0,h),l[l.length-1]!=c&&l.push(c));for(let i=0;i<l.length;i++){if((l[i]==h||l[i]==c)&&e)continue;const t=[],r=[],o=2;for(let e=0;e<o;e++){const n=u+(m-u)/(o-1)*e;t.push(l[i]),r.push(n)}_[n].push(t),_[s].push(r)}return _}}n.GridView=c,c.__name__=\"GridView\";class u extends _.GuideRenderer{constructor(i){super(i)}get_ticker(){return null!=this.ticker?this.ticker:null!=this.axis?this.axis.ticker:null}}n.Grid=u,o=u,u.__name__=\"Grid\",o.prototype.default_view=c,o.mixins([[\"grid_\",l.Line],[\"minor_grid_\",l.Line],[\"band_\",l.Fill],[\"band_\",l.Hatch]]),o.define((({Number:i,Auto:e,Enum:n,Ref:s,Tuple:t,Or:r,Nullable:o})=>({bounds:[r(t(i,i),e),\"auto\"],dimension:[n(0,1),0],axis:[o(s(d.Axis)),null],ticker:[o(s(a.Ticker)),null]}))),o.override({level:\"underlay\",band_fill_color:null,band_fill_alpha:0,grid_line_color:\"#e5e5e5\",minor_grid_line_color:null})},\n      function _(o,a,x,B,e){B(),e(\"Box\",o(308).Box),e(\"Column\",o(310).Column),e(\"GridBox\",o(311).GridBox),e(\"HTMLBox\",o(312).HTMLBox),e(\"LayoutDOM\",o(309).LayoutDOM),e(\"Panel\",o(313).Panel),e(\"Row\",o(314).Row),e(\"Spacer\",o(315).Spacer),e(\"Tabs\",o(316).Tabs),e(\"WidgetBox\",o(319).WidgetBox)},\n      function _(e,n,s,t,c){var i;t();const o=e(309);class r extends o.LayoutDOMView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.children.change,(()=>this.rebuild()))}get child_models(){return this.model.children}}s.BoxView=r,r.__name__=\"BoxView\";class a extends o.LayoutDOM{constructor(e){super(e)}}s.Box=a,i=a,a.__name__=\"Box\",i.define((({Number:e,Array:n,Ref:s})=>({children:[n(s(o.LayoutDOM)),[]],spacing:[e,0]})))},\n      function _(t,i,e,s,o){var l;s();const n=t(53),h=t(20),a=t(43),r=t(19),_=t(8),c=t(22),u=t(121),d=t(113),p=t(226),m=t(207),g=t(44),w=t(235);class f extends p.DOMView{constructor(){super(...arguments),this._offset_parent=null,this._viewport={}}get is_layout_root(){return this.is_root||!(this.parent instanceof f)}get base_font_size(){const t=getComputedStyle(this.el).fontSize,i=(0,u.parse_css_font_size)(t);if(null!=i){const{value:t,unit:e}=i;if(\"px\"==e)return t}return null}initialize(){super.initialize(),this.el.style.position=this.is_layout_root?\"relative\":\"absolute\",this._child_views=new Map}async lazy_initialize(){await super.lazy_initialize(),await this.build_child_views()}remove(){for(const t of this.child_views)t.remove();this._child_views.clear(),super.remove()}connect_signals(){super.connect_signals(),this.is_layout_root&&(this._on_resize=()=>this.resize_layout(),window.addEventListener(\"resize\",this._on_resize),this._parent_observer=setInterval((()=>{const t=this.el.offsetParent;this._offset_parent!=t&&(this._offset_parent=t,null!=t&&(this.compute_viewport(),this.invalidate_layout()))}),250));const t=this.model.properties;this.on_change([t.width,t.height,t.min_width,t.min_height,t.max_width,t.max_height,t.margin,t.width_policy,t.height_policy,t.sizing_mode,t.aspect_ratio,t.visible],(()=>this.invalidate_layout())),this.on_change([t.background,t.css_classes],(()=>this.invalidate_render()))}disconnect_signals(){null!=this._parent_observer&&clearTimeout(this._parent_observer),null!=this._on_resize&&window.removeEventListener(\"resize\",this._on_resize),super.disconnect_signals()}css_classes(){return super.css_classes().concat(this.model.css_classes)}get child_views(){return this.child_models.map((t=>this._child_views.get(t)))}async build_child_views(){await(0,d.build_views)(this._child_views,this.child_models,{parent:this})}render(){super.render(),(0,a.empty)(this.el);const{background:t}=this.model;this.el.style.backgroundColor=null!=t?(0,c.color2css)(t):\"\",(0,a.classes)(this.el).clear().add(...this.css_classes());for(const t of this.child_views)this.el.appendChild(t.el),t.render()}update_layout(){for(const t of this.child_views)t.update_layout();this._update_layout()}update_position(){this.el.style.display=this.model.visible?\"block\":\"none\";const t=this.is_layout_root?this.layout.sizing.margin:void 0;(0,a.position)(this.el,this.layout.bbox,t);for(const t of this.child_views)t.update_position()}after_layout(){for(const t of this.child_views)t.after_layout();this._has_finished=!0}compute_viewport(){this._viewport=this._viewport_size()}renderTo(t){t.appendChild(this.el),this._offset_parent=this.el.offsetParent,this.compute_viewport(),this.build(),this.notify_finished()}build(){if(!this.is_layout_root)throw new Error(`${this.toString()} is not a root layout`);return this.render(),this.update_layout(),this.compute_layout(),this}async rebuild(){await this.build_child_views(),this.invalidate_render()}compute_layout(){const t=Date.now();this.layout.compute(this._viewport),this.update_position(),this.after_layout(),r.logger.debug(`layout computed in ${Date.now()-t} ms`)}resize_layout(){this.root.compute_viewport(),this.root.compute_layout()}invalidate_layout(){this.root.update_layout(),this.root.compute_layout()}invalidate_render(){this.render(),this.invalidate_layout()}has_finished(){if(!super.has_finished())return!1;for(const t of this.child_views)if(!t.has_finished())return!1;return!0}_width_policy(){return null!=this.model.width?\"fixed\":\"fit\"}_height_policy(){return null!=this.model.height?\"fixed\":\"fit\"}box_sizing(){let{width_policy:t,height_policy:i,aspect_ratio:e}=this.model;\"auto\"==t&&(t=this._width_policy()),\"auto\"==i&&(i=this._height_policy());const{sizing_mode:s}=this.model;if(null!=s)if(\"fixed\"==s)t=i=\"fixed\";else if(\"stretch_both\"==s)t=i=\"max\";else if(\"stretch_width\"==s)t=\"max\";else if(\"stretch_height\"==s)i=\"max\";else switch(null==e&&(e=\"auto\"),s){case\"scale_width\":t=\"max\",i=\"min\";break;case\"scale_height\":t=\"min\",i=\"max\";break;case\"scale_both\":t=\"max\",i=\"max\"}const o={width_policy:t,height_policy:i},{min_width:l,min_height:n}=this.model;null!=l&&(o.min_width=l),null!=n&&(o.min_height=n);const{width:h,height:a}=this.model;null!=h&&(o.width=h),null!=a&&(o.height=a);const{max_width:r,max_height:c}=this.model;null!=r&&(o.max_width=r),null!=c&&(o.max_height=c),\"auto\"==e&&null!=h&&null!=a?o.aspect=h/a:(0,_.isNumber)(e)&&(o.aspect=e);const{margin:u}=this.model;if(null!=u)if((0,_.isNumber)(u))o.margin={top:u,right:u,bottom:u,left:u};else if(2==u.length){const[t,i]=u;o.margin={top:t,right:i,bottom:t,left:i}}else{const[t,i,e,s]=u;o.margin={top:t,right:i,bottom:e,left:s}}o.visible=this.model.visible;const{align:d}=this.model;return(0,_.isArray)(d)?[o.halign,o.valign]=d:o.halign=o.valign=d,o}_viewport_size(){return(0,a.undisplayed)(this.el,(()=>{let t=this.el;for(;t=t.parentElement;){if(t.classList.contains(g.root))continue;if(t==document.body){const{margin:{left:t,right:i,top:e,bottom:s}}=(0,a.extents)(document.body);return{width:Math.ceil(document.documentElement.clientWidth-t-i),height:Math.ceil(document.documentElement.clientHeight-e-s)}}const{padding:{left:i,right:e,top:s,bottom:o}}=(0,a.extents)(t),{width:l,height:n}=t.getBoundingClientRect(),h=Math.ceil(l-i-e),r=Math.ceil(n-s-o);if(h>0||r>0)return{width:h>0?h:void 0,height:r>0?r:void 0}}return{}}))}export(t,i=!0){const e=\"png\"==t?\"canvas\":\"svg\",s=new w.CanvasLayer(e,i),{width:o,height:l}=this.layout.bbox;s.resize(o,l);for(const e of this.child_views){const o=e.export(t,i),{x:l,y:n}=e.layout.bbox;s.ctx.drawImage(o.canvas,l,n)}return s}serializable_state(){return Object.assign(Object.assign({},super.serializable_state()),{bbox:this.layout.bbox.box,children:this.child_views.map((t=>t.serializable_state()))})}}e.LayoutDOMView=f,f.__name__=\"LayoutDOMView\";class y extends n.Model{constructor(t){super(t)}}e.LayoutDOM=y,l=y,y.__name__=\"LayoutDOM\",l.define((t=>{const{Boolean:i,Number:e,String:s,Auto:o,Color:l,Array:n,Tuple:a,Or:r,Null:_,Nullable:c}=t,u=a(e,e),d=a(e,e,e,e);return{width:[c(e),null],height:[c(e),null],min_width:[c(e),null],min_height:[c(e),null],max_width:[c(e),null],max_height:[c(e),null],margin:[c(r(e,u,d)),[0,0,0,0]],width_policy:[r(m.SizingPolicy,o),\"auto\"],height_policy:[r(m.SizingPolicy,o),\"auto\"],aspect_ratio:[r(e,o,_),null],sizing_mode:[c(h.SizingMode),null],visible:[i,!0],disabled:[i,!1],align:[r(h.Align,a(h.Align,h.Align)),\"start\"],background:[c(l),null],css_classes:[n(s),[]]}}))},\n      function _(o,s,t,i,e){var n;i();const a=o(308),l=o(209);class u extends a.BoxView{_update_layout(){const o=this.child_views.map((o=>o.layout));this.layout=new l.Column(o),this.layout.rows=this.model.rows,this.layout.spacing=[this.model.spacing,0],this.layout.set_sizing(this.box_sizing())}}t.ColumnView=u,u.__name__=\"ColumnView\";class _ extends a.Box{constructor(o){super(o)}}t.Column=_,n=_,_.__name__=\"Column\",n.prototype.default_view=u,n.define((({Any:o})=>({rows:[o,\"auto\"]})))},\n      function _(s,o,t,i,e){var n;i();const l=s(309),a=s(209);class r extends l.LayoutDOMView{connect_signals(){super.connect_signals();const{children:s,rows:o,cols:t,spacing:i}=this.model.properties;this.on_change([s,o,t,i],(()=>this.rebuild()))}get child_models(){return this.model.children.map((([s])=>s))}_update_layout(){this.layout=new a.Grid,this.layout.rows=this.model.rows,this.layout.cols=this.model.cols,this.layout.spacing=this.model.spacing;for(const[s,o,t,i,e]of this.model.children){const n=this._child_views.get(s);this.layout.items.push({layout:n.layout,row:o,col:t,row_span:i,col_span:e})}this.layout.set_sizing(this.box_sizing())}}t.GridBoxView=r,r.__name__=\"GridBoxView\";class c extends l.LayoutDOM{constructor(s){super(s)}}t.GridBox=c,n=c,c.__name__=\"GridBox\",n.prototype.default_view=r,n.define((({Any:s,Int:o,Number:t,Tuple:i,Array:e,Ref:n,Or:a,Opt:r})=>({children:[e(i(n(l.LayoutDOM),o,o,r(o),r(o))),[]],rows:[s,\"auto\"],cols:[s,\"auto\"],spacing:[a(t,i(t,t)),0]})))},\n      function _(t,e,o,s,n){s();const _=t(309),i=t(207);class a extends _.LayoutDOMView{get child_models(){return[]}_update_layout(){this.layout=new i.ContentBox(this.el),this.layout.set_sizing(this.box_sizing())}}o.HTMLBoxView=a,a.__name__=\"HTMLBoxView\";class u extends _.LayoutDOM{constructor(t){super(t)}}o.HTMLBox=u,u.__name__=\"HTMLBox\"},\n      function _(e,n,l,a,o){var t;a();const s=e(53),c=e(309);class d extends s.Model{constructor(e){super(e)}}l.Panel=d,t=d,d.__name__=\"Panel\",t.define((({Boolean:e,String:n,Ref:l})=>({title:[n,\"\"],child:[l(c.LayoutDOM)],closable:[e,!1],disabled:[e,!1]})))},\n      function _(o,s,t,i,e){var a;i();const n=o(308),l=o(209);class _ extends n.BoxView{_update_layout(){const o=this.child_views.map((o=>o.layout));this.layout=new l.Row(o),this.layout.cols=this.model.cols,this.layout.spacing=[0,this.model.spacing],this.layout.set_sizing(this.box_sizing())}}t.RowView=_,_.__name__=\"RowView\";class c extends n.Box{constructor(o){super(o)}}t.Row=c,a=c,c.__name__=\"Row\",a.prototype.default_view=_,a.define((({Any:o})=>({cols:[o,\"auto\"]})))},\n      function _(e,t,a,s,_){var o;s();const i=e(309),n=e(207);class u extends i.LayoutDOMView{get child_models(){return[]}_update_layout(){this.layout=new n.LayoutItem,this.layout.set_sizing(this.box_sizing())}}a.SpacerView=u,u.__name__=\"SpacerView\";class c extends i.LayoutDOM{constructor(e){super(e)}}a.Spacer=c,o=c,c.__name__=\"Spacer\",o.prototype.default_view=u},\n      function _(e,t,s,i,l){i();const h=e(1);var a;const o=e(207),d=e(43),r=e(9),c=e(10),n=e(20),_=e(309),p=e(313),b=(0,h.__importStar)(e(317)),m=b,u=(0,h.__importStar)(e(318)),g=u,v=(0,h.__importStar)(e(229)),w=v;class f extends _.LayoutDOMView{constructor(){super(...arguments),this._scroll_index=0}connect_signals(){super.connect_signals(),this.connect(this.model.properties.tabs.change,(()=>this.rebuild())),this.connect(this.model.properties.active.change,(()=>this.on_active_change()))}styles(){return[...super.styles(),u.default,v.default,b.default]}get child_models(){return this.model.tabs.map((e=>e.child))}_update_layout(){const e=this.model.tabs_location,t=\"above\"==e||\"below\"==e,{scroll_el:s,headers_el:i}=this;this.header=new class extends o.ContentBox{_measure(e){const l=(0,d.size)(s),h=(0,d.children)(i).slice(0,3).map((e=>(0,d.size)(e))),{width:a,height:o}=super._measure(e);if(t){const t=l.width+(0,r.sum)(h.map((e=>e.width)));return{width:e.width!=1/0?e.width:t,height:o}}{const t=l.height+(0,r.sum)(h.map((e=>e.height)));return{width:a,height:e.height!=1/0?e.height:t}}}}(this.header_el),t?this.header.set_sizing({width_policy:\"fit\",height_policy:\"fixed\"}):this.header.set_sizing({width_policy:\"fixed\",height_policy:\"fit\"});let l=1,h=1;switch(e){case\"above\":l-=1;break;case\"below\":l+=1;break;case\"left\":h-=1;break;case\"right\":h+=1}const a={layout:this.header,row:l,col:h},c=this.child_views.map((e=>({layout:e.layout,row:1,col:1})));this.layout=new o.Grid([a,...c]),this.layout.set_sizing(this.box_sizing())}update_position(){super.update_position(),this.header_el.style.position=\"absolute\",(0,d.position)(this.header_el,this.header.bbox);const e=this.model.tabs_location,t=\"above\"==e||\"below\"==e,s=(0,d.size)(this.scroll_el),i=(0,d.scroll_size)(this.headers_el);if(t){const{width:e}=this.header.bbox;i.width>e?(this.wrapper_el.style.maxWidth=e-s.width+\"px\",(0,d.display)(this.scroll_el),this.do_scroll(this.model.active)):(this.wrapper_el.style.maxWidth=\"\",(0,d.undisplay)(this.scroll_el))}else{const{height:e}=this.header.bbox;i.height>e?(this.wrapper_el.style.maxHeight=e-s.height+\"px\",(0,d.display)(this.scroll_el),this.do_scroll(this.model.active)):(this.wrapper_el.style.maxHeight=\"\",(0,d.undisplay)(this.scroll_el))}const{child_views:l}=this;for(const e of l)(0,d.hide)(e.el);const h=l[this.model.active];null!=h&&(0,d.show)(h.el)}render(){super.render();const{active:e}=this.model,t=this.model.tabs.map(((t,s)=>{const i=(0,d.div)({class:[m.tab,s==e?m.active:null]},t.title);if(i.addEventListener(\"click\",(e=>{this.model.disabled||e.target==e.currentTarget&&this.change_active(s)})),t.closable){const e=(0,d.div)({class:m.close});e.addEventListener(\"click\",(e=>{if(e.target==e.currentTarget){this.model.tabs=(0,r.remove_at)(this.model.tabs,s);const e=this.model.tabs.length;this.model.active>e-1&&(this.model.active=e-1)}})),i.appendChild(e)}return(this.model.disabled||t.disabled)&&i.classList.add(m.disabled),i}));this.headers_el=(0,d.div)({class:[m.headers]},t),this.wrapper_el=(0,d.div)({class:m.headers_wrapper},this.headers_el),this.left_el=(0,d.div)({class:[g.btn,g.btn_default],disabled:\"\"},(0,d.div)({class:[w.caret,m.left]})),this.right_el=(0,d.div)({class:[g.btn,g.btn_default]},(0,d.div)({class:[w.caret,m.right]})),this.left_el.addEventListener(\"click\",(()=>this.do_scroll(\"left\"))),this.right_el.addEventListener(\"click\",(()=>this.do_scroll(\"right\"))),this.scroll_el=(0,d.div)({class:g.btn_group},this.left_el,this.right_el);const s=this.model.tabs_location;this.header_el=(0,d.div)({class:[m.tabs_header,m[s]]},this.scroll_el,this.wrapper_el),this.el.appendChild(this.header_el)}do_scroll(e){const t=this.model.tabs.length;\"left\"==e?this._scroll_index-=1:\"right\"==e?this._scroll_index+=1:this._scroll_index=e,this._scroll_index=(0,c.clamp)(this._scroll_index,0,t-1),0==this._scroll_index?this.left_el.setAttribute(\"disabled\",\"\"):this.left_el.removeAttribute(\"disabled\"),this._scroll_index==t-1?this.right_el.setAttribute(\"disabled\",\"\"):this.right_el.removeAttribute(\"disabled\");const s=(0,d.children)(this.headers_el).slice(0,this._scroll_index).map((e=>e.getBoundingClientRect())),i=this.model.tabs_location;if(\"above\"==i||\"below\"==i){const e=-(0,r.sum)(s.map((e=>e.width)));this.headers_el.style.left=`${e}px`}else{const e=-(0,r.sum)(s.map((e=>e.height)));this.headers_el.style.top=`${e}px`}}change_active(e){e!=this.model.active&&(this.model.active=e)}on_active_change(){const e=this.model.active,t=(0,d.children)(this.headers_el);for(const e of t)e.classList.remove(m.active);t[e].classList.add(m.active);const{child_views:s}=this;for(const e of s)(0,d.hide)(e.el);(0,d.show)(s[e].el)}}s.TabsView=f,f.__name__=\"TabsView\";class x extends _.LayoutDOM{constructor(e){super(e)}}s.Tabs=x,a=x,x.__name__=\"Tabs\",a.prototype.default_view=f,a.define((({Int:e,Array:t,Ref:s})=>({tabs:[t(s(p.Panel)),[]],tabs_location:[n.Location,\"above\"],active:[e,0]})))},\n      function _(e,r,b,o,t){o(),b.root=\"bk-root\",b.tabs_header=\"bk-tabs-header\",b.btn_group=\"bk-btn-group\",b.btn=\"bk-btn\",b.headers_wrapper=\"bk-headers-wrapper\",b.above=\"bk-above\",b.right=\"bk-right\",b.below=\"bk-below\",b.left=\"bk-left\",b.headers=\"bk-headers\",b.tab=\"bk-tab\",b.active=\"bk-active\",b.close=\"bk-close\",b.disabled=\"bk-disabled\",b.default='.bk-root .bk-tabs-header{display:flex;flex-wrap:nowrap;align-items:center;overflow:hidden;user-select:none;-ms-user-select:none;-moz-user-select:none;-webkit-user-select:none;}.bk-root .bk-tabs-header .bk-btn-group{height:auto;margin-right:5px;}.bk-root .bk-tabs-header .bk-btn-group > .bk-btn{flex-grow:0;height:auto;padding:4px 4px;}.bk-root .bk-tabs-header .bk-headers-wrapper{flex-grow:1;overflow:hidden;color:#666666;}.bk-root .bk-tabs-header.bk-above .bk-headers-wrapper{border-bottom:1px solid #e6e6e6;}.bk-root .bk-tabs-header.bk-right .bk-headers-wrapper{border-left:1px solid #e6e6e6;}.bk-root .bk-tabs-header.bk-below .bk-headers-wrapper{border-top:1px solid #e6e6e6;}.bk-root .bk-tabs-header.bk-left .bk-headers-wrapper{border-right:1px solid #e6e6e6;}.bk-root .bk-tabs-header.bk-above,.bk-root .bk-tabs-header.bk-below{flex-direction:row;}.bk-root .bk-tabs-header.bk-above .bk-headers,.bk-root .bk-tabs-header.bk-below .bk-headers{flex-direction:row;}.bk-root .bk-tabs-header.bk-left,.bk-root .bk-tabs-header.bk-right{flex-direction:column;}.bk-root .bk-tabs-header.bk-left .bk-headers,.bk-root .bk-tabs-header.bk-right .bk-headers{flex-direction:column;}.bk-root .bk-tabs-header .bk-headers{position:relative;display:flex;flex-wrap:nowrap;align-items:center;}.bk-root .bk-tabs-header .bk-tab{padding:4px 8px;border:solid transparent;white-space:nowrap;cursor:pointer;}.bk-root .bk-tabs-header .bk-tab:hover{background-color:#f2f2f2;}.bk-root .bk-tabs-header .bk-tab.bk-active{color:#4d4d4d;background-color:white;border-color:#e6e6e6;}.bk-root .bk-tabs-header .bk-tab .bk-close{margin-left:10px;}.bk-root .bk-tabs-header .bk-tab.bk-disabled{cursor:not-allowed;pointer-events:none;opacity:0.65;}.bk-root .bk-tabs-header.bk-above .bk-tab{border-width:3px 1px 0px 1px;border-radius:4px 4px 0 0;}.bk-root .bk-tabs-header.bk-right .bk-tab{border-width:1px 3px 1px 0px;border-radius:0 4px 4px 0;}.bk-root .bk-tabs-header.bk-below .bk-tab{border-width:0px 1px 3px 1px;border-radius:0 0 4px 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_(o,b,r,t,e){t(),r.root=\"bk-root\",r.btn=\"bk-btn\",r.active=\"bk-active\",r.btn_default=\"bk-btn-default\",r.btn_primary=\"bk-btn-primary\",r.btn_success=\"bk-btn-success\",r.btn_warning=\"bk-btn-warning\",r.btn_danger=\"bk-btn-danger\",r.btn_light=\"bk-btn-light\",r.btn_group=\"bk-btn-group\",r.vertical=\"bk-vertical\",r.horizontal=\"bk-horizontal\",r.dropdown_toggle=\"bk-dropdown-toggle\",r.default=\".bk-root .bk-btn{height:100%;display:inline-block;text-align:center;vertical-align:middle;white-space:nowrap;cursor:pointer;padding:6px 12px;font-size:12px;border:1px solid transparent;border-radius:4px;outline:0;user-select:none;-ms-user-select:none;-moz-user-select:none;-webkit-user-select:none;}.bk-root .bk-btn:hover,.bk-root .bk-btn:focus{text-decoration:none;}.bk-root .bk-btn:active,.bk-root .bk-btn.bk-active{background-image:none;box-shadow:inset 0 3px 5px rgba(0, 0, 0, 0.125);}.bk-root 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.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-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 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side_panels(){const{above:e,below:t,left:r,right:n}=this;return(0,h.concat)([e,t,r,n])}}r.Plot=k,a=k,k.__name__=\"Plot\",a.prototype.default_view=P.PlotView,a.mixins([[\"outline_\",s.Line],[\"background_\",s.Fill],[\"border_\",s.Fill]]),a.define((({Boolean:e,Number:t,String:r,Array:n,Dict:i,Or:o,Ref:a,Null:s,Nullable:_})=>({toolbar:[a(m.Toolbar),()=>new m.Toolbar],toolbar_location:[_(c.Location),\"right\"],toolbar_sticky:[e,!0],plot_width:[l.Alias(\"width\")],plot_height:[l.Alias(\"height\")],frame_width:[_(t),null],frame_height:[_(t),null],title:[o(a(w.Title),r,s),\"\",{convert:e=>(0,u.isString)(e)?new w.Title({text:e}):e}],title_location:[_(c.Location),\"above\"],above:[n(o(a(b.Annotation),a(p.Axis))),[]],below:[n(o(a(b.Annotation),a(p.Axis))),[]],left:[n(o(a(b.Annotation),a(p.Axis))),[]],right:[n(o(a(b.Annotation),a(p.Axis))),[]],center:[n(o(a(b.Annotation),a(f.Grid))),[]],renderers:[n(a(S.Renderer)),[]],x_range:[a(x.Range),()=>new L.DataRange1d],y_range:[a(x.Range),()=>new L.DataRange1d],x_scale:[a(v.Scale),()=>new y.LinearScale],y_scale:[a(v.Scale),()=>new y.LinearScale],extra_x_ranges:[i(a(x.Range)),{}],extra_y_ranges:[i(a(x.Range)),{}],extra_x_scales:[i(a(v.Scale)),{}],extra_y_scales:[i(a(v.Scale)),{}],lod_factor:[t,10],lod_interval:[t,300],lod_threshold:[_(t),2e3],lod_timeout:[t,500],hidpi:[e,!0],output_backend:[c.OutputBackend,\"canvas\"],min_border:[_(t),5],min_border_top:[_(t),null],min_border_left:[_(t),null],min_border_bottom:[_(t),null],min_border_right:[_(t),null],inner_width:[t,0],inner_height:[t,0],outer_width:[t,0],outer_height:[t,0],match_aspect:[e,!1],aspect_scale:[t,1],reset_policy:[c.ResetPolicy,\"standard\"]}))),a.override({width:600,height:600,outline_line_color:\"#e5e5e5\",border_fill_color:\"#ffffff\",background_fill_color:\"#ffffff\"})},\n      function _(e,t,i,s,a){s();const n=e(1),o=e(126),l=e(249),r=e(309),_=e(40),h=e(118),d=e(128),u=e(220),c=e(251),p=e(113),v=e(45),g=e(19),b=e(251),m=e(333),y=e(8),w=e(9),f=e(235),x=e(208),z=e(211),k=e(209),q=e(123),M=e(65),R=e(334),V=e(335),S=e(28);class O extends r.LayoutDOMView{constructor(){super(...arguments),this._outer_bbox=new M.BBox,this._inner_bbox=new M.BBox,this._needs_paint=!0,this._needs_layout=!1,this._invalidated_painters=new Set,this._invalidate_all=!0,this._needs_notify=!1}get canvas(){return this.canvas_view}get state(){return this._state_manager}set invalidate_dataranges(e){this._range_manager.invalidate_dataranges=e}renderer_view(e){const t=this.renderer_views.get(e);if(null==t)for(const[,t]of this.renderer_views){const i=t.renderer_view(e);if(null!=i)return i}return t}get is_paused(){return null!=this._is_paused&&0!==this._is_paused}get child_models(){return[]}pause(){null==this._is_paused?this._is_paused=1:this._is_paused+=1}unpause(e=!1){if(null==this._is_paused)throw new Error(\"wasn't paused\");this._is_paused-=1,0!=this._is_paused||e||this.request_paint(\"everything\")}notify_finished_after_paint(){this._needs_notify=!0}request_render(){this.request_paint(\"everything\")}request_paint(e){this.invalidate_painters(e),this.schedule_paint()}invalidate_painters(e){if(\"everything\"==e)this._invalidate_all=!0;else if((0,y.isArray)(e))for(const t of e)this._invalidated_painters.add(t);else this._invalidated_painters.add(e)}schedule_paint(){if(!this.is_paused){const e=this.throttled_paint();this._ready=this._ready.then((()=>e))}}request_layout(){this._needs_layout=!0,this.request_paint(\"everything\")}reset(){\"standard\"==this.model.reset_policy&&(this.state.clear(),this.reset_range(),this.reset_selection()),this.model.trigger_event(new c.Reset)}remove(){(0,p.remove_views)(this.renderer_views),(0,p.remove_views)(this.tool_views),this.canvas_view.remove(),super.remove()}render(){super.render(),this.el.appendChild(this.canvas_view.el),this.canvas_view.render()}initialize(){this.pause(),super.initialize(),this.lod_started=!1,this.visuals=new v.Visuals(this),this._initial_state={selection:new Map,dimensions:{width:0,height:0}},this.visibility_callbacks=[],this.renderer_views=new Map,this.tool_views=new Map,this.frame=new o.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.model.extra_x_scales,this.model.extra_y_scales),this._range_manager=new R.RangeManager(this),this._state_manager=new V.StateManager(this,this._initial_state),this.throttled_paint=(0,m.throttle)((()=>this.repaint()),1e3/60);const{title_location:e,title:t}=this.model;null!=e&&null!=t&&(this._title=t instanceof h.Title?t:new h.Title({text:t}));const{toolbar_location:i,toolbar:s}=this.model;null!=i&&null!=s&&(this._toolbar=new u.ToolbarPanel({toolbar:s}),s.toolbar_location=i)}async lazy_initialize(){await super.lazy_initialize();const{hidpi:e,output_backend:t}=this.model,i=new l.Canvas({hidpi:e,output_backend:t});this.canvas_view=await(0,p.build_view)(i,{parent:this}),this.canvas_view.plot_views=[this],await this.build_renderer_views(),await this.build_tool_views(),this._range_manager.update_dataranges(),this.unpause(!0),g.logger.debug(\"PlotView initialized\")}_width_policy(){return null==this.model.frame_width?super._width_policy():\"min\"}_height_policy(){return null==this.model.frame_height?super._height_policy():\"min\"}_update_layout(){var e,t,i,s,a;this.layout=new z.BorderLayout,this.layout.set_sizing(this.box_sizing());const n=(0,w.copy)(this.model.above),o=(0,w.copy)(this.model.below),l=(0,w.copy)(this.model.left),r=(0,w.copy)(this.model.right),d=e=>{switch(e){case\"above\":return n;case\"below\":return o;case\"left\":return l;case\"right\":return r}},{title_location:c,title:p}=this.model;null!=c&&null!=p&&d(c).push(this._title);const{toolbar_location:v,toolbar:g}=this.model;if(null!=v&&null!=g){const e=d(v);let t=!0;if(this.model.toolbar_sticky)for(let i=0;i<e.length;i++){const s=e[i];if(s instanceof h.Title){e[i]=\"above\"==v||\"below\"==v?[s,this._toolbar]:[this._toolbar,s],t=!1;break}}t&&e.push(this._toolbar)}const b=(e,t)=>{var i;const s=this.renderer_view(t);return s.panel=new q.Panel(e),null===(i=s.update_layout)||void 0===i||i.call(s),s.layout},m=(e,t)=>{const i=\"above\"==e||\"below\"==e,s=[];for(const a of t)if((0,y.isArray)(a)){const t=a.map((t=>{const s=b(e,t);if(t instanceof u.ToolbarPanel){const e=i?\"width_policy\":\"height_policy\";s.set_sizing(Object.assign(Object.assign({},s.sizing),{[e]:\"min\"}))}return s}));let n;i?(n=new k.Row(t),n.set_sizing({width_policy:\"max\",height_policy:\"min\"})):(n=new k.Column(t),n.set_sizing({width_policy:\"min\",height_policy:\"max\"})),n.absolute=!0,s.push(n)}else s.push(b(e,a));return s},f=null!==(e=this.model.min_border)&&void 0!==e?e:0;this.layout.min_border={left:null!==(t=this.model.min_border_left)&&void 0!==t?t:f,top:null!==(i=this.model.min_border_top)&&void 0!==i?i:f,right:null!==(s=this.model.min_border_right)&&void 0!==s?s:f,bottom:null!==(a=this.model.min_border_bottom)&&void 0!==a?a:f};const M=new x.NodeLayout,R=new x.VStack,V=new x.VStack,S=new x.HStack,O=new x.HStack;M.absolute=!0,R.absolute=!0,V.absolute=!0,S.absolute=!0,O.absolute=!0,M.children=this.model.center.filter((e=>e instanceof _.Annotation)).map((e=>{var t;const i=this.renderer_view(e);return null===(t=i.update_layout)||void 0===t||t.call(i),i.layout})).filter((e=>null!=e));const{frame_width:P,frame_height:j}=this.model;M.set_sizing(Object.assign(Object.assign({},null!=P?{width_policy:\"fixed\",width:P}:{width_policy:\"fit\"}),null!=j?{height_policy:\"fixed\",height:j}:{height_policy:\"fit\"})),M.on_resize((e=>this.frame.set_geometry(e))),R.children=(0,w.reversed)(m(\"above\",n)),V.children=m(\"below\",o),S.children=(0,w.reversed)(m(\"left\",l)),O.children=m(\"right\",r),R.set_sizing({width_policy:\"fit\",height_policy:\"min\"}),V.set_sizing({width_policy:\"fit\",height_policy:\"min\"}),S.set_sizing({width_policy:\"min\",height_policy:\"fit\"}),O.set_sizing({width_policy:\"min\",height_policy:\"fit\"}),this.layout.center_panel=M,this.layout.top_panel=R,this.layout.bottom_panel=V,this.layout.left_panel=S,this.layout.right_panel=O}get axis_views(){const e=[];for(const[,t]of this.renderer_views)t instanceof d.AxisView&&e.push(t);return e}set_toolbar_visibility(e){for(const t of this.visibility_callbacks)t(e)}update_range(e,t){this.pause(),this._range_manager.update(e,t),this.unpause()}reset_range(){this.update_range(null),this.trigger_ranges_update_event()}trigger_ranges_update_event(){const{x_range:e,y_range:t}=this.model;this.model.trigger_event(new b.RangesUpdate(e.start,e.end,t.start,t.end))}get_selection(){const e=new Map;for(const t of this.model.data_renderers){const{selected:i}=t.selection_manager.source;e.set(t,i)}return e}update_selection(e){for(const t of this.model.data_renderers){const i=t.selection_manager.source;if(null!=e){const s=e.get(t);null!=s&&i.selected.update(s,!0)}else i.selection_manager.clear()}}reset_selection(){this.update_selection(null)}_invalidate_layout(){(()=>{var e;for(const t of this.model.side_panels){const i=this.renderer_views.get(t);if(null===(e=i.layout)||void 0===e?void 0:e.has_size_changed())return this.invalidate_painters(i),!0}return!1})()&&this.root.compute_layout()}get_renderer_views(){return this.computed_renderers.map((e=>this.renderer_views.get(e)))}*_compute_renderers(){const{above:e,below:t,left:i,right:s,center:a,renderers:n}=this.model;yield*n,yield*e,yield*t,yield*i,yield*s,yield*a,null!=this._title&&(yield this._title),null!=this._toolbar&&(yield this._toolbar);for(const e of this.model.toolbar.tools)null!=e.overlay&&(yield e.overlay),yield*e.synthetic_renderers}async build_renderer_views(){this.computed_renderers=[...this._compute_renderers()],await(0,p.build_views)(this.renderer_views,this.computed_renderers,{parent:this})}async build_tool_views(){const e=this.model.toolbar.tools;(await(0,p.build_views)(this.tool_views,e,{parent:this})).map((e=>this.canvas_view.ui_event_bus.register_tool(e)))}connect_signals(){super.connect_signals();const{x_ranges:e,y_ranges:t}=this.frame;for(const[,t]of e)this.connect(t.change,(()=>{this._needs_layout=!0,this.request_paint(\"everything\")}));for(const[,e]of t)this.connect(e.change,(()=>{this._needs_layout=!0,this.request_paint(\"everything\")}));const{above:i,below:s,left:a,right:n,center:o,renderers:l}=this.model.properties;this.on_change([i,s,a,n,o,l],(async()=>await this.build_renderer_views())),this.connect(this.model.toolbar.properties.tools.change,(async()=>{await this.build_renderer_views(),await this.build_tool_views()})),this.connect(this.model.change,(()=>this.request_paint(\"everything\"))),this.connect(this.model.reset,(()=>this.reset()))}has_finished(){if(!super.has_finished())return!1;if(this.model.visible)for(const[,e]of this.renderer_views)if(!e.has_finished())return!1;return!0}after_layout(){var e;super.after_layout();for(const[,t]of this.renderer_views)t instanceof _.AnnotationView&&(null===(e=t.after_layout)||void 0===e||e.call(t));if(this._needs_layout=!1,this.model.setv({inner_width:Math.round(this.frame.bbox.width),inner_height:Math.round(this.frame.bbox.height),outer_width:Math.round(this.layout.bbox.width),outer_height:Math.round(this.layout.bbox.height)},{no_change:!0}),!1!==this.model.match_aspect&&(this.pause(),this._range_manager.update_dataranges(),this.unpause(!0)),!this._outer_bbox.equals(this.layout.bbox)){const{width:e,height:t}=this.layout.bbox;this.canvas_view.resize(e,t),this._outer_bbox=this.layout.bbox,this._invalidate_all=!0,this._needs_paint=!0}const{inner_bbox:t}=this.layout;this._inner_bbox.equals(t)||(this._inner_bbox=t,this._needs_paint=!0),this._needs_paint&&this.paint()}repaint(){this._needs_layout&&this._invalidate_layout(),this.paint()}paint(){this.is_paused||(this.model.visible&&(g.logger.trace(`${this.toString()}.paint()`),this._actual_paint()),this._needs_notify&&(this._needs_notify=!1,this.notify_finished()))}_actual_paint(){var e;const{document:t}=this.model;if(null!=t){const e=t.interactive_duration();e>=0&&e<this.model.lod_interval?setTimeout((()=>{t.interactive_duration()>this.model.lod_timeout&&t.interactive_stop(),this.request_paint(\"everything\")}),this.model.lod_timeout):t.interactive_stop()}this._range_manager.invalidate_dataranges&&(this._range_manager.update_dataranges(),this._invalidate_layout());let i=!1,s=!1;if(this._invalidate_all)i=!0,s=!0;else for(const e of this._invalidated_painters){const{level:t}=e.model;if(\"overlay\"!=t?i=!0:s=!0,i&&s)break}this._invalidated_painters.clear(),this._invalidate_all=!1;const a=[this.frame.bbox.left,this.frame.bbox.top,this.frame.bbox.width,this.frame.bbox.height],{primary:n,overlays:o}=this.canvas_view;i&&(n.prepare(),this.canvas_view.prepare_webgl(a),this._map_hook(n.ctx,a),this._paint_empty(n.ctx,a),this._paint_outline(n.ctx,a),this._paint_levels(n.ctx,\"image\",a,!0),this._paint_levels(n.ctx,\"underlay\",a,!0),this._paint_levels(n.ctx,\"glyph\",a,!0),this._paint_levels(n.ctx,\"guide\",a,!1),this._paint_levels(n.ctx,\"annotation\",a,!1),n.finish()),(s||S.settings.wireframe)&&(o.prepare(),this._paint_levels(o.ctx,\"overlay\",a,!1),S.settings.wireframe&&this._paint_layout(o.ctx,this.layout),o.finish()),null==this._initial_state.range&&(this._initial_state.range=null!==(e=this._range_manager.compute_initial())&&void 0!==e?e:void 0),this._needs_paint=!1}_paint_levels(e,t,i,s){for(const a of this.computed_renderers){if(a.level!=t)continue;const n=this.renderer_views.get(a);e.save(),(s||n.needs_clip)&&(e.beginPath(),e.rect(...i),e.clip()),n.render(),e.restore(),n.has_webgl&&n.needs_webgl_blit&&this.canvas_view.blit_webgl(e)}}_paint_layout(e,t){const{x:i,y:s,width:a,height:n}=t.bbox;e.strokeStyle=\"blue\",e.strokeRect(i,s,a,n);for(const a of t)e.save(),t.absolute||e.translate(i,s),this._paint_layout(e,a),e.restore()}_map_hook(e,t){}_paint_empty(e,t){const[i,s,a,n]=[0,0,this.layout.bbox.width,this.layout.bbox.height],[o,l,r,_]=t;this.visuals.border_fill.doit&&(this.visuals.border_fill.set_value(e),e.fillRect(i,s,a,n),e.clearRect(o,l,r,_)),this.visuals.background_fill.doit&&(this.visuals.background_fill.set_value(e),e.fillRect(o,l,r,_))}_paint_outline(e,t){if(this.visuals.outline_line.doit){e.save(),this.visuals.outline_line.set_value(e);let[i,s,a,n]=t;i+a==this.layout.bbox.width&&(a-=1),s+n==this.layout.bbox.height&&(n-=1),e.strokeRect(i,s,a,n),e.restore()}}to_blob(){return this.canvas_view.to_blob()}export(e,t=!0){const i=\"png\"==e?\"canvas\":\"svg\",s=new f.CanvasLayer(i,t),{width:a,height:n}=this.layout.bbox;s.resize(a,n);const{canvas:o}=this.canvas_view.compose();return s.ctx.drawImage(o,0,0),s}serializable_state(){const e=super.serializable_state(),{children:t}=e,i=(0,n.__rest)(e,[\"children\"]),s=this.get_renderer_views().map((e=>e.serializable_state())).filter((e=>null!=e.bbox));return Object.assign(Object.assign({},i),{children:[...null!=t?t:[],...s]})}}i.PlotView=O,O.__name__=\"PlotView\"},\n      function _(t,n,e,o,u){o(),e.throttle=function(t,n){let e=null,o=0,u=!1;return function(){return new Promise(((r,i)=>{const l=function(){o=Date.now(),e=null,u=!1;try{t(),r()}catch(t){i(t)}},a=Date.now(),c=n-(a-o);c<=0&&!u?(null!=e&&clearTimeout(e),u=!0,requestAnimationFrame(l)):e||u?r():e=setTimeout((()=>requestAnimationFrame(l)),c)}))}}},\n      function _(t,n,e,a,s){a();const o=t(63),r=t(19);class l{constructor(t){this.parent=t,this.invalidate_dataranges=!0}get frame(){return this.parent.frame}update(t,n){const{x_ranges:e,y_ranges:a}=this.frame;if(null==t){for(const[,t]of e)t.reset();for(const[,t]of a)t.reset();this.update_dataranges()}else{const s=[];for(const[n,a]of e)s.push([a,t.xrs.get(n)]);for(const[n,e]of a)s.push([e,t.yrs.get(n)]);(null==n?void 0:n.scrolling)&&this._update_ranges_together(s),this._update_ranges_individually(s,n)}}reset(){this.update(null)}_update_dataranges(t){const n=new Map,e=new Map;let a=!1;for(const[,n]of t.x_ranges)n instanceof o.DataRange1d&&\"log\"==n.scale_hint&&(a=!0);for(const[,n]of t.y_ranges)n instanceof o.DataRange1d&&\"log\"==n.scale_hint&&(a=!0);for(const t of this.parent.model.data_renderers){const s=this.parent.renderer_view(t);if(null==s)continue;const o=s.glyph_view.bounds();if(null!=o&&n.set(t,o),a){const n=s.glyph_view.log_bounds();null!=n&&e.set(t,n)}}let s=!1,l=!1;const i=t.x_target.span,d=t.y_target.span;let u;!1!==this.parent.model.match_aspect&&0!=i&&0!=d&&(u=1/this.parent.model.aspect_scale*(i/d));for(const[,a]of t.x_ranges){if(a instanceof o.DataRange1d){const t=\"log\"==a.scale_hint?e:n;a.update(t,0,this.parent.model,u),a.follow&&(s=!0)}null!=a.bounds&&(l=!0)}for(const[,a]of t.y_ranges){if(a instanceof o.DataRange1d){const t=\"log\"==a.scale_hint?e:n;a.update(t,1,this.parent.model,u),a.follow&&(s=!0)}null!=a.bounds&&(l=!0)}if(s&&l){r.logger.warn(\"Follow enabled so bounds are unset.\");for(const[,n]of t.x_ranges)n.bounds=null;for(const[,n]of t.y_ranges)n.bounds=null}}update_dataranges(){this._update_dataranges(this.frame);for(const t of this.parent.model.renderers){const{coordinates:n}=t;null!=n&&this._update_dataranges(n)}null!=this.compute_initial()&&(this.invalidate_dataranges=!1)}compute_initial(){let t=!0;const{x_ranges:n,y_ranges:e}=this.frame,a=new Map,s=new Map;for(const[e,s]of n){const{start:n,end:o}=s;if(null==n||null==o||isNaN(n+o)){t=!1;break}a.set(e,{start:n,end:o})}if(t)for(const[n,a]of e){const{start:e,end:o}=a;if(null==e||null==o||isNaN(e+o)){t=!1;break}s.set(n,{start:e,end:o})}return t?{xrs:a,yrs:s}:(r.logger.warn(\"could not set initial ranges\"),null)}_update_ranges_together(t){let n=1;for(const[e,a]of t)n=Math.min(n,this._get_weight_to_constrain_interval(e,a));if(n<1)for(const[e,a]of t)a.start=n*a.start+(1-n)*e.start,a.end=n*a.end+(1-n)*e.end}_update_ranges_individually(t,n){const e=!!(null==n?void 0:n.panning),a=!!(null==n?void 0:n.scrolling);let s=!1;for(const[n,o]of t){if(!a){const t=this._get_weight_to_constrain_interval(n,o);t<1&&(o.start=t*o.start+(1-t)*n.start,o.end=t*o.end+(1-t)*n.end)}if(null!=n.bounds&&\"auto\"!=n.bounds){const[t,r]=n.bounds,l=Math.abs(o.end-o.start);n.is_reversed?(null!=t&&t>o.end&&(s=!0,o.end=t,(e||a)&&(o.start=t+l)),null!=r&&r<o.start&&(s=!0,o.start=r,(e||a)&&(o.end=r-l))):(null!=t&&t>o.start&&(s=!0,o.start=t,(e||a)&&(o.end=t+l)),null!=r&&r<o.end&&(s=!0,o.end=r,(e||a)&&(o.start=r-l)))}}if(!(a&&s&&(null==n?void 0:n.maintain_focus)))for(const[n,e]of t)n.have_updated_interactively=!0,n.start==e.start&&n.end==e.end||n.setv(e)}_get_weight_to_constrain_interval(t,n){const{min_interval:e}=t;let{max_interval:a}=t;if(null!=t.bounds&&\"auto\"!=t.bounds){const[n,e]=t.bounds;if(null!=n&&null!=e){const t=Math.abs(e-n);a=null!=a?Math.min(a,t):t}}let s=1;if(null!=e||null!=a){const o=Math.abs(t.end-t.start),r=Math.abs(n.end-n.start);null!=e&&e>0&&r<e&&(s=(o-e)/(o-r)),null!=a&&a>0&&r>a&&(s=(a-o)/(r-o)),s=Math.max(0,Math.min(1,s))}return s}}e.RangeManager=l,l.__name__=\"RangeManager\"},\n      function _(t,i,s,e,n){e();const h=t(15);class a{constructor(t,i){this.parent=t,this.initial_state=i,this.changed=new h.Signal0(this.parent,\"state_changed\"),this.history=[],this.index=-1}_do_state_change(t){const i=null!=this.history[t]?this.history[t].state:this.initial_state;return null!=i.range&&this.parent.update_range(i.range),null!=i.selection&&this.parent.update_selection(i.selection),i}push(t,i){const{history:s,index:e}=this,n=null!=s[e]?s[e].state:{},h=Object.assign(Object.assign(Object.assign({},this.initial_state),n),i);this.history=this.history.slice(0,this.index+1),this.history.push({type:t,state:h}),this.index=this.history.length-1,this.changed.emit()}clear(){this.history=[],this.index=-1,this.changed.emit()}undo(){if(this.can_undo){this.index-=1;const t=this._do_state_change(this.index);return this.changed.emit(),t}return null}redo(){if(this.can_redo){this.index+=1;const t=this._do_state_change(this.index);return this.changed.emit(),t}return null}get can_undo(){return this.index>=0}get can_redo(){return this.index<this.history.length-1}}s.StateManager=a,a.__name__=\"StateManager\"},\n      function _(t,e,s,o,i){o();const a=t(19),n=t(15),p=t(43),l=t(78),_=t(22),h=t(332),m=new n.Signal0({},\"gmaps_ready\");class d extends h.PlotView{initialize(){this.pause(),super.initialize(),this._tiles_loaded=!1,this.zoom_count=0;const{zoom:t,lat:e,lng:s}=this.model.map_options;if(this.initial_zoom=t,this.initial_lat=e,this.initial_lng=s,!this.model.api_key){const t=\"https://developers.google.com/maps/documentation/javascript/get-api-key\";a.logger.error(`api_key is required. See ${t} for more information on how to obtain your own.`)}if(\"undefined\"==typeof google||null==google.maps){if(void 0===window._bokeh_gmaps_callback){const{api_key:t,api_version:e}=this.model;!function(t,e){window._bokeh_gmaps_callback=()=>m.emit();const s=encodeURIComponent,o=document.createElement(\"script\");o.type=\"text/javascript\",o.src=`https://maps.googleapis.com/maps/api/js?v=${s(e)}&key=${s(t)}&callback=_bokeh_gmaps_callback`,document.body.appendChild(o)}(t,e)}m.connect((()=>this.request_paint(\"everything\")))}this.unpause()}remove(){(0,p.remove)(this.map_el),super.remove()}update_range(t,e){var s,o;if(null==t)this.map.setCenter({lat:this.initial_lat,lng:this.initial_lng}),this.map.setOptions({zoom:this.initial_zoom}),super.update_range(null,e);else if(null!=t.sdx||null!=t.sdy)this.map.panBy(null!==(s=t.sdx)&&void 0!==s?s:0,null!==(o=t.sdy)&&void 0!==o?o:0),super.update_range(t,e);else if(null!=t.factor){if(10!==this.zoom_count)return void(this.zoom_count+=1);this.zoom_count=0,this.pause(),super.update_range(t,e);const s=t.factor<0?-1:1,o=this.map.getZoom();if(null!=o){const t=o+s;if(t>=2){this.map.setZoom(t);const[e,s]=this._get_projected_bounds();s-e<0&&this.map.setZoom(o)}}this.unpause()}this._set_bokeh_ranges()}_build_map(){const{maps:t}=google;this.map_types={satellite:t.MapTypeId.SATELLITE,terrain:t.MapTypeId.TERRAIN,roadmap:t.MapTypeId.ROADMAP,hybrid:t.MapTypeId.HYBRID};const e=this.model.map_options,s={center:new t.LatLng(e.lat,e.lng),zoom:e.zoom,disableDefaultUI:!0,mapTypeId:this.map_types[e.map_type],scaleControl:e.scale_control,tilt:e.tilt};null!=e.styles&&(s.styles=JSON.parse(e.styles)),this.map_el=(0,p.div)({style:{position:\"absolute\"}}),this.canvas_view.add_underlay(this.map_el),this.map=new t.Map(this.map_el,s),t.event.addListener(this.map,\"idle\",(()=>this._set_bokeh_ranges())),t.event.addListener(this.map,\"bounds_changed\",(()=>this._set_bokeh_ranges())),t.event.addListenerOnce(this.map,\"tilesloaded\",(()=>this._render_finished())),this.connect(this.model.properties.map_options.change,(()=>this._update_options())),this.connect(this.model.map_options.properties.styles.change,(()=>this._update_styles())),this.connect(this.model.map_options.properties.lat.change,(()=>this._update_center(\"lat\"))),this.connect(this.model.map_options.properties.lng.change,(()=>this._update_center(\"lng\"))),this.connect(this.model.map_options.properties.zoom.change,(()=>this._update_zoom())),this.connect(this.model.map_options.properties.map_type.change,(()=>this._update_map_type())),this.connect(this.model.map_options.properties.scale_control.change,(()=>this._update_scale_control())),this.connect(this.model.map_options.properties.tilt.change,(()=>this._update_tilt()))}_render_finished(){this._tiles_loaded=!0,this.notify_finished()}has_finished(){return super.has_finished()&&!0===this._tiles_loaded}_get_latlon_bounds(){const t=this.map.getBounds(),e=t.getNorthEast(),s=t.getSouthWest();return[s.lng(),e.lng(),s.lat(),e.lat()]}_get_projected_bounds(){const[t,e,s,o]=this._get_latlon_bounds(),[i,a]=l.wgs84_mercator.compute(t,s),[n,p]=l.wgs84_mercator.compute(e,o);return[i,n,a,p]}_set_bokeh_ranges(){const[t,e,s,o]=this._get_projected_bounds();this.frame.x_range.setv({start:t,end:e}),this.frame.y_range.setv({start:s,end:o})}_update_center(t){var e;const s=null===(e=this.map.getCenter())||void 0===e?void 0:e.toJSON();null!=s&&(s[t]=this.model.map_options[t],this.map.setCenter(s),this._set_bokeh_ranges())}_update_map_type(){this.map.setOptions({mapTypeId:this.map_types[this.model.map_options.map_type]})}_update_scale_control(){this.map.setOptions({scaleControl:this.model.map_options.scale_control})}_update_tilt(){this.map.setOptions({tilt:this.model.map_options.tilt})}_update_options(){this._update_styles(),this._update_center(\"lat\"),this._update_center(\"lng\"),this._update_zoom(),this._update_map_type()}_update_styles(){this.map.setOptions({styles:JSON.parse(this.model.map_options.styles)})}_update_zoom(){this.map.setOptions({zoom:this.model.map_options.zoom}),this._set_bokeh_ranges()}_map_hook(t,e){if(null==this.map&&\"undefined\"!=typeof google&&null!=google.maps&&this._build_map(),null!=this.map_el){const[t,s,o,i]=e;this.map_el.style.top=`${s}px`,this.map_el.style.left=`${t}px`,this.map_el.style.width=`${o}px`,this.map_el.style.height=`${i}px`}}_paint_empty(t,e){const s=this.layout.bbox.width,o=this.layout.bbox.height,[i,a,n,p]=e;t.clearRect(0,0,s,o),t.beginPath(),t.moveTo(0,0),t.lineTo(0,o),t.lineTo(s,o),t.lineTo(s,0),t.lineTo(0,0),t.moveTo(i,a),t.lineTo(i+n,a),t.lineTo(i+n,a+p),t.lineTo(i,a+p),t.lineTo(i,a),t.closePath(),null!=this.model.border_fill_color&&(t.fillStyle=(0,_.color2css)(this.model.border_fill_color),t.fill())}}s.GMapPlotView=d,d.__name__=\"GMapPlotView\"},\n      function _(t,_,n,o,r){o();(0,t(1).__exportStar)(t(132),n)},\n      function _(e,r,d,n,R){n(),R(\"GlyphRenderer\",e(175).GlyphRenderer),R(\"GraphRenderer\",e(339).GraphRenderer),R(\"GuideRenderer\",e(129).GuideRenderer);var G=e(41);R(\"Renderer\",G.Renderer),R(\"RendererGroup\",G.RendererGroup)},\n      function _(e,r,i,n,t){var o;n();const s=e(176),d=e(175),a=e(303),p=e(302),l=e(113),_=e(178),h=e(283),y=e(286);class c extends s.DataRendererView{get glyph_view(){return this.node_view.glyph}async lazy_initialize(){await super.lazy_initialize(),this.apply_coordinates();const{parent:e}=this,{edge_renderer:r,node_renderer:i}=this.model;this.edge_view=await(0,l.build_view)(r,{parent:e}),this.node_view=await(0,l.build_view)(i,{parent:e})}connect_signals(){super.connect_signals(),this.connect(this.model.layout_provider.change,(()=>{this.apply_coordinates(),this.edge_view.set_data(),this.node_view.set_data(),this.request_render()}))}apply_coordinates(){const{edge_renderer:e,node_renderer:r}=this.model;if(!(e.glyph instanceof h.MultiLine||e.glyph instanceof y.Patches))throw new Error(`${this}.edge_renderer.glyph must be a MultiLine glyph`);if(!(r.glyph instanceof _.XYGlyph))throw new Error(`${this}.node_renderer.glyph must be a XYGlyph glyph`);const i=this.model.layout_provider.edge_coordinates,n=this.model.layout_provider.node_coordinates;e.glyph.properties.xs.internal=!0,e.glyph.properties.ys.internal=!0,r.glyph.properties.x.internal=!0,r.glyph.properties.y.internal=!0,e.glyph.xs={expr:i.x},e.glyph.ys={expr:i.y},r.glyph.x={expr:n.x},r.glyph.y={expr:n.y}}remove(){this.edge_view.remove(),this.node_view.remove(),super.remove()}_render(){this.edge_view.render(),this.node_view.render()}renderer_view(e){if(e instanceof d.GlyphRenderer){if(e==this.edge_view.model)return this.edge_view;if(e==this.node_view.model)return this.node_view}return super.renderer_view(e)}}i.GraphRendererView=c,c.__name__=\"GraphRendererView\";class g extends s.DataRenderer{constructor(e){super(e)}get_selection_manager(){return this.node_renderer.data_source.selection_manager}}i.GraphRenderer=g,o=g,g.__name__=\"GraphRenderer\",o.prototype.default_view=c,o.define((({Ref:e})=>({layout_provider:[e(a.LayoutProvider)],node_renderer:[e(d.GlyphRenderer)],edge_renderer:[e(d.GlyphRenderer)],selection_policy:[e(p.GraphHitTestPolicy),()=>new p.NodesOnly],inspection_policy:[e(p.GraphHitTestPolicy),()=>new p.NodesOnly]})))},\n      function _(e,t,n,o,c){o();(0,e(1).__exportStar)(e(74),n),c(\"Selection\",e(72).Selection)},\n      function _(a,e,S,o,r){o(),r(\"ServerSentDataSource\",a(342).ServerSentDataSource),r(\"AjaxDataSource\",a(344).AjaxDataSource),r(\"ColumnDataSource\",a(75).ColumnDataSource),r(\"ColumnarDataSource\",a(70).ColumnarDataSource),r(\"CDSView\",a(190).CDSView),r(\"DataSource\",a(71).DataSource),r(\"GeoJSONDataSource\",a(345).GeoJSONDataSource),r(\"WebDataSource\",a(343).WebDataSource)},\n      function _(e,t,i,a,s){a();const n=e(343);class r extends n.WebDataSource{constructor(e){super(e),this.initialized=!1}setup(){if(!this.initialized){this.initialized=!0;new EventSource(this.data_url).onmessage=e=>{var t;this.load_data(JSON.parse(e.data),this.mode,null!==(t=this.max_size)&&void 0!==t?t:void 0)}}}}i.ServerSentDataSource=r,r.__name__=\"ServerSentDataSource\"},\n      function _(e,t,a,n,r){var s;n();const l=e(75),o=e(20);class c extends l.ColumnDataSource{constructor(e){super(e)}get_column(e){const t=this.data[e];return null!=t?t:[]}get_length(){var e;return null!==(e=super.get_length())&&void 0!==e?e:0}initialize(){super.initialize(),this.setup()}load_data(e,t,a){const{adapter:n}=this;let r;switch(r=null!=n?n.execute(this,{response:e}):e,t){case\"replace\":this.data=r;break;case\"append\":{const e=this.data;for(const t of this.columns()){const n=Array.from(e[t]),s=Array.from(r[t]),l=n.concat(s);r[t]=null!=a?l.slice(-a):l}this.data=r;break}}}}a.WebDataSource=c,s=c,c.__name__=\"WebDataSource\",s.define((({Any:e,Int:t,String:a,Nullable:n})=>({max_size:[n(t),null],mode:[o.UpdateMode,\"replace\"],adapter:[n(e),null],data_url:[a]})))},\n      function _(t,e,i,s,a){var n;s();const r=t(343),o=t(20),l=t(19),d=t(13);class h extends r.WebDataSource{constructor(t){super(t),this.interval=null,this.initialized=!1}destroy(){null!=this.interval&&clearInterval(this.interval),super.destroy()}setup(){if(!this.initialized&&(this.initialized=!0,this.get_data(this.mode),null!=this.polling_interval)){const t=()=>this.get_data(this.mode,this.max_size,this.if_modified);this.interval=setInterval(t,this.polling_interval)}}get_data(t,e=null,i=!1){const s=this.prepare_request();s.addEventListener(\"load\",(()=>this.do_load(s,t,null!=e?e:void 0))),s.addEventListener(\"error\",(()=>this.do_error(s))),s.send()}prepare_request(){const t=new XMLHttpRequest;t.open(this.method,this.data_url,!0),t.withCredentials=!1,t.setRequestHeader(\"Content-Type\",this.content_type);const e=this.http_headers;for(const[i,s]of(0,d.entries)(e))t.setRequestHeader(i,s);return t}do_load(t,e,i){if(200===t.status){const s=JSON.parse(t.responseText);this.load_data(s,e,i)}}do_error(t){l.logger.error(`Failed to fetch JSON from ${this.data_url} with code ${t.status}`)}}i.AjaxDataSource=h,n=h,h.__name__=\"AjaxDataSource\",n.define((({Boolean:t,Int:e,String:i,Dict:s,Nullable:a})=>({polling_interval:[a(e),null],content_type:[i,\"application/json\"],http_headers:[s(i),{}],method:[o.HTTPMethod,\"POST\"],if_modified:[t,!1]})))},\n      function _(e,t,o,r,n){var s;r();const a=e(70),i=e(19),l=e(9),c=e(13);function _(e){return null!=e?e:NaN}const{hasOwnProperty:g}=Object.prototype;class u extends a.ColumnarDataSource{constructor(e){super(e)}initialize(){super.initialize(),this._update_data()}connect_signals(){super.connect_signals(),this.connect(this.properties.geojson.change,(()=>this._update_data()))}_update_data(){this.data=this.geojson_to_column_data()}_get_new_list_array(e){return(0,l.range)(0,e).map((e=>[]))}_get_new_nan_array(e){return(0,l.range)(0,e).map((e=>NaN))}_add_properties(e,t,o,r){var n;const s=null!==(n=e.properties)&&void 0!==n?n:{};for(const[e,n]of(0,c.entries)(s))g.call(t,e)||(t[e]=this._get_new_nan_array(r)),t[e][o]=_(n)}_add_geometry(e,t,o){function r(e,t){return e.concat([[NaN,NaN,NaN]]).concat(t)}switch(e.type){case\"Point\":{const[r,n,s]=e.coordinates;t.x[o]=r,t.y[o]=n,t.z[o]=_(s);break}case\"LineString\":{const{coordinates:r}=e;for(let e=0;e<r.length;e++){const[n,s,a]=r[e];t.xs[o][e]=n,t.ys[o][e]=s,t.zs[o][e]=_(a)}break}case\"Polygon\":{e.coordinates.length>1&&i.logger.warn(\"Bokeh does not support Polygons with holes in, only exterior ring used.\");const r=e.coordinates[0];for(let e=0;e<r.length;e++){const[n,s,a]=r[e];t.xs[o][e]=n,t.ys[o][e]=s,t.zs[o][e]=_(a)}break}case\"MultiPoint\":i.logger.warn(\"MultiPoint not supported in Bokeh\");break;case\"MultiLineString\":{const n=e.coordinates.reduce(r);for(let e=0;e<n.length;e++){const[r,s,a]=n[e];t.xs[o][e]=r,t.ys[o][e]=s,t.zs[o][e]=_(a)}break}case\"MultiPolygon\":{const n=[];for(const t of e.coordinates)t.length>1&&i.logger.warn(\"Bokeh does not support Polygons with holes in, only exterior ring used.\"),n.push(t[0]);const s=n.reduce(r);for(let e=0;e<s.length;e++){const[r,n,a]=s[e];t.xs[o][e]=r,t.ys[o][e]=n,t.zs[o][e]=_(a)}break}default:throw new Error(`Invalid GeoJSON geometry type: ${e.type}`)}}geojson_to_column_data(){const e=JSON.parse(this.geojson);let t;switch(e.type){case\"GeometryCollection\":if(null==e.geometries)throw new Error(\"No geometries found in 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\")}let o=0;for(const e of t){const t=\"Feature\"===e.type?e.geometry:e;\"GeometryCollection\"==t.type?o+=t.geometries.length:o+=1}const r={x:this._get_new_nan_array(o),y:this._get_new_nan_array(o),z:this._get_new_nan_array(o),xs:this._get_new_list_array(o),ys:this._get_new_list_array(o),zs:this._get_new_list_array(o)};let n=0;for(const e of t){const t=\"Feature\"==e.type?e.geometry:e;if(\"GeometryCollection\"==t.type)for(const s of t.geometries)this._add_geometry(s,r,n),\"Feature\"===e.type&&this._add_properties(e,r,n,o),n+=1;else this._add_geometry(t,r,n),\"Feature\"===e.type&&this._add_properties(e,r,n,o),n+=1}return r}}o.GeoJSONDataSource=u,s=u,u.__name__=\"GeoJSONDataSource\",s.define((({String:e})=>({geojson:[e]}))),s.internal((({Dict:e,Arrayable:t})=>({data:[e(t),{}]})))},\n      function _(e,r,T,o,S){o(),S(\"BBoxTileSource\",e(347).BBoxTileSource),S(\"MercatorTileSource\",e(348).MercatorTileSource),S(\"QUADKEYTileSource\",e(351).QUADKEYTileSource),S(\"TileRenderer\",e(352).TileRenderer),S(\"TileSource\",e(349).TileSource),S(\"TMSTileSource\",e(355).TMSTileSource),S(\"WMTSTileSource\",e(353).WMTSTileSource)},\n      function _(e,t,r,o,l){var i;o();const n=e(348);class s extends n.MercatorTileSource{constructor(e){super(e)}get_image_url(e,t,r){const o=this.string_lookup_replace(this.url,this.extra_url_vars);let l,i,n,s;return this.use_latlon?[i,s,l,n]=this.get_tile_geographic_bounds(e,t,r):[i,s,l,n]=this.get_tile_meter_bounds(e,t,r),o.replace(\"{XMIN}\",i.toString()).replace(\"{YMIN}\",s.toString()).replace(\"{XMAX}\",l.toString()).replace(\"{YMAX}\",n.toString())}}r.BBoxTileSource=s,i=s,s.__name__=\"BBoxTileSource\",i.define((({Boolean:e})=>({use_latlon:[e,!1]})))},\n      function _(t,e,i,_,s){var r;_();const o=t(349),n=t(9),l=t(350);class u extends o.TileSource{constructor(t){super(t)}initialize(){super.initialize(),this._resolutions=(0,n.range)(this.min_zoom,this.max_zoom+1).map((t=>this.get_resolution(t)))}_computed_initial_resolution(){return null!=this.initial_resolution?this.initial_resolution:2*Math.PI*6378137/this.tile_size}is_valid_tile(t,e,i){return!(!this.wrap_around&&(t<0||t>=2**i))&&!(e<0||e>=2**i)}parent_by_tile_xyz(t,e,i){const _=this.tile_xyz_to_quadkey(t,e,i),s=_.substring(0,_.length-1);return this.quadkey_to_tile_xyz(s)}get_resolution(t){return this._computed_initial_resolution()/2**t}get_resolution_by_extent(t,e,i){return[(t[2]-t[0])/i,(t[3]-t[1])/e]}get_level_by_extent(t,e,i){const _=(t[2]-t[0])/i,s=(t[3]-t[1])/e,r=Math.max(_,s);let o=0;for(const t of this._resolutions){if(r>t){if(0==o)return 0;if(o>0)return o-1}o+=1}return o-1}get_closest_level_by_extent(t,e,i){const _=(t[2]-t[0])/i,s=(t[3]-t[1])/e,r=Math.max(_,s),o=this._resolutions.reduce((function(t,e){return Math.abs(e-r)<Math.abs(t-r)?e:t}));return this._resolutions.indexOf(o)}snap_to_zoom_level(t,e,i,_){const[s,r,o,n]=t,l=this._resolutions[_];let u=i*l,a=e*l;if(!this.snap_to_zoom){const t=(o-s)/u,e=(n-r)/a;t>e?(u=o-s,a*=t):(u*=e,a=n-r)}const h=(u-(o-s))/2,c=(a-(n-r))/2;return[s-h,r-c,o+h,n+c]}tms_to_wmts(t,e,i){return[t,2**i-1-e,i]}wmts_to_tms(t,e,i){return[t,2**i-1-e,i]}pixels_to_meters(t,e,i){const _=this.get_resolution(i);return[t*_-this.x_origin_offset,e*_-this.y_origin_offset]}meters_to_pixels(t,e,i){const _=this.get_resolution(i);return[(t+this.x_origin_offset)/_,(e+this.y_origin_offset)/_]}pixels_to_tile(t,e){let i=Math.ceil(t/this.tile_size);i=0===i?i:i-1;return[i,Math.max(Math.ceil(e/this.tile_size)-1,0)]}pixels_to_raster(t,e,i){return[t,(this.tile_size<<i)-e]}meters_to_tile(t,e,i){const[_,s]=this.meters_to_pixels(t,e,i);return this.pixels_to_tile(_,s)}get_tile_meter_bounds(t,e,i){const[_,s]=this.pixels_to_meters(t*this.tile_size,e*this.tile_size,i),[r,o]=this.pixels_to_meters((t+1)*this.tile_size,(e+1)*this.tile_size,i);return[_,s,r,o]}get_tile_geographic_bounds(t,e,i){const _=this.get_tile_meter_bounds(t,e,i),[s,r,o,n]=(0,l.meters_extent_to_geographic)(_);return[s,r,o,n]}get_tiles_by_extent(t,e,i=1){const[_,s,r,o]=t;let[n,l]=this.meters_to_tile(_,s,e),[u,a]=this.meters_to_tile(r,o,e);n-=i,l-=i,u+=i,a+=i;const h=[];for(let t=a;t>=l;t--)for(let i=n;i<=u;i++)this.is_valid_tile(i,t,e)&&h.push([i,t,e,this.get_tile_meter_bounds(i,t,e)]);return this.sort_tiles_from_center(h,[n,l,u,a]),h}quadkey_to_tile_xyz(t){let e=0,i=0;const _=t.length;for(let s=_;s>0;s--){const r=1<<s-1;switch(t.charAt(_-s)){case\"0\":continue;case\"1\":e|=r;break;case\"2\":i|=r;break;case\"3\":e|=r,i|=r;break;default:throw new TypeError(`Invalid Quadkey: ${t}`)}}return[e,i,_]}tile_xyz_to_quadkey(t,e,i){let _=\"\";for(let s=i;s>0;s--){const i=1<<s-1;let r=0;0!=(t&i)&&(r+=1),0!=(e&i)&&(r+=2),_+=r.toString()}return _}children_by_tile_xyz(t,e,i){const _=this.tile_xyz_to_quadkey(t,e,i),s=[];for(let t=0;t<=3;t++){const[e,i,r]=this.quadkey_to_tile_xyz(_+t.toString()),o=this.get_tile_meter_bounds(e,i,r);s.push([e,i,r,o])}return s}get_closest_parent_by_tile_xyz(t,e,i){const _=this.calculate_world_x_by_tile_xyz(t,e,i);[t,e,i]=this.normalize_xyz(t,e,i);let s=this.tile_xyz_to_quadkey(t,e,i);for(;s.length>0;)if(s=s.substring(0,s.length-1),[t,e,i]=this.quadkey_to_tile_xyz(s),[t,e,i]=this.denormalize_xyz(t,e,i,_),this.tiles.has(this.tile_xyz_to_key(t,e,i)))return[t,e,i];return[0,0,0]}normalize_xyz(t,e,i){if(this.wrap_around){const _=2**i;return[(t%_+_)%_,e,i]}return[t,e,i]}denormalize_xyz(t,e,i,_){return[t+_*2**i,e,i]}denormalize_meters(t,e,i,_){return[t+2*_*Math.PI*6378137,e]}calculate_world_x_by_tile_xyz(t,e,i){return Math.floor(t/2**i)}}i.MercatorTileSource=u,r=u,u.__name__=\"MercatorTileSource\",r.define((({Boolean:t})=>({snap_to_zoom:[t,!1],wrap_around:[t,!0]}))),r.override({x_origin_offset:20037508.34,y_origin_offset:20037508.34,initial_resolution:156543.03392804097})},\n      function _(e,t,r,i,n){var l;i();const a=e(53),s=e(13);class c extends a.Model{constructor(e){super(e)}initialize(){super.initialize(),this.tiles=new Map,this._normalize_case()}connect_signals(){super.connect_signals(),this.connect(this.change,(()=>this._clear_cache()))}string_lookup_replace(e,t){let r=e;for(const[e,i]of(0,s.entries)(t))r=r.replace(`{${e}}`,i);return r}_normalize_case(){const e=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=e}_clear_cache(){this.tiles=new Map}tile_xyz_to_key(e,t,r){return`${e}:${t}:${r}`}key_to_tile_xyz(e){const[t,r,i]=e.split(\":\").map((e=>parseInt(e)));return[t,r,i]}sort_tiles_from_center(e,t){const[r,i,n,l]=t,a=(n-r)/2+r,s=(l-i)/2+i;e.sort((function(e,t){return Math.sqrt((a-e[0])**2+(s-e[1])**2)-Math.sqrt((a-t[0])**2+(s-t[1])**2)}))}get_image_url(e,t,r){return this.string_lookup_replace(this.url,this.extra_url_vars).replace(\"{X}\",e.toString()).replace(\"{Y}\",t.toString()).replace(\"{Z}\",r.toString())}}r.TileSource=c,l=c,c.__name__=\"TileSource\",l.define((({Number:e,String:t,Dict:r,Nullable:i})=>({url:[t,\"\"],tile_size:[e,256],max_zoom:[e,30],min_zoom:[e,0],extra_url_vars:[r(t),{}],attribution:[t,\"\"],x_origin_offset:[e],y_origin_offset:[e],initial_resolution:[i(e),null]})))},\n      function _(t,e,r,n,o){n();const c=t(78);function _(t,e){return c.wgs84_mercator.compute(t,e)}function g(t,e){return c.wgs84_mercator.invert(t,e)}r.geographic_to_meters=_,r.meters_to_geographic=g,r.geographic_extent_to_meters=function(t){const[e,r,n,o]=t,[c,g]=_(e,r),[i,u]=_(n,o);return[c,g,i,u]},r.meters_extent_to_geographic=function(t){const[e,r,n,o]=t,[c,_]=g(e,r),[i,u]=g(n,o);return[c,_,i,u]}},\n      function _(e,t,r,s,_){s();const o=e(348);class c extends o.MercatorTileSource{constructor(e){super(e)}get_image_url(e,t,r){const s=this.string_lookup_replace(this.url,this.extra_url_vars),[_,o,c]=this.tms_to_wmts(e,t,r),i=this.tile_xyz_to_quadkey(_,o,c);return s.replace(\"{Q}\",i)}}r.QUADKEYTileSource=c,c.__name__=\"QUADKEYTileSource\"},\n      function _(t,e,i,s,_){s();const n=t(1);var a;const o=t(349),r=t(353),h=t(41),l=t(58),d=t(43),m=t(136),c=t(9),u=t(8),p=(0,n.__importStar)(t(354));class g extends h.RendererView{initialize(){this._tiles=[],super.initialize()}connect_signals(){super.connect_signals(),this.connect(this.model.change,(()=>this.request_render())),this.connect(this.model.tile_source.change,(()=>this.request_render()))}remove(){null!=this.attribution_el&&(0,d.removeElement)(this.attribution_el),super.remove()}styles(){return[...super.styles(),p.default]}get_extent(){return[this.x_range.start,this.y_range.start,this.x_range.end,this.y_range.end]}get map_plot(){return this.plot_model}get map_canvas(){return this.layer.ctx}get map_frame(){return this.plot_view.frame}get x_range(){return this.map_plot.x_range}get y_range(){return this.map_plot.y_range}_set_data(){this.extent=this.get_extent(),this._last_height=void 0,this._last_width=void 0}_update_attribution(){null!=this.attribution_el&&(0,d.removeElement)(this.attribution_el);const{attribution:t}=this.model.tile_source;if((0,u.isString)(t)&&t.length>0){const{layout:e,frame:i}=this.plot_view,s=e.bbox.width-i.bbox.right,_=e.bbox.height-i.bbox.bottom,n=i.bbox.width;this.attribution_el=(0,d.div)({class:p.tile_attribution,style:{position:\"absolute\",right:`${s}px`,bottom:`${_}px`,\"max-width\":n-4+\"px\",padding:\"2px\",\"background-color\":\"rgba(255,255,255,0.5)\",\"font-size\":\"9px\",\"line-height\":\"1.05\",\"white-space\":\"nowrap\",overflow:\"hidden\",\"text-overflow\":\"ellipsis\"}}),this.plot_view.canvas_view.add_event(this.attribution_el),this.attribution_el.innerHTML=t,this.attribution_el.title=this.attribution_el.textContent.replace(/\\s*\\n\\s*/g,\" \")}}_map_data(){this.initial_extent=this.get_extent();const t=this.model.tile_source.get_level_by_extent(this.initial_extent,this.map_frame.bbox.height,this.map_frame.bbox.width),e=this.model.tile_source.snap_to_zoom_level(this.initial_extent,this.map_frame.bbox.height,this.map_frame.bbox.width,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 l.Range1d&&(this.x_range.reset_start=e[0],this.x_range.reset_end=e[2]),this.y_range instanceof l.Range1d&&(this.y_range.reset_start=e[1],this.y_range.reset_end=e[3]),this._update_attribution()}_create_tile(t,e,i,s,_=!1){const n=this.model.tile_source.tile_xyz_to_quadkey(t,e,i),a=this.model.tile_source.tile_xyz_to_key(t,e,i);if(this.model.tile_source.tiles.has(a))return;const[o,r,h]=this.model.tile_source.normalize_xyz(t,e,i),l=this.model.tile_source.get_image_url(o,r,h),d={img:void 0,tile_coords:[t,e,i],normalized_coords:[o,r,h],quadkey:n,cache_key:a,bounds:s,loaded:!1,finished:!1,x_coord:s[0],y_coord:s[3]};this.model.tile_source.tiles.set(a,d),this._tiles.push(d),new m.ImageLoader(l,{loaded:t=>{Object.assign(d,{img:t,loaded:!0}),_?(d.finished=!0,this.notify_finished()):this.request_render()},failed(){d.finished=!0}})}_enforce_aspect_ratio(){if(this._last_height!==this.map_frame.bbox.height||this._last_width!==this.map_frame.bbox.width){const t=this.get_extent(),e=this.model.tile_source.get_level_by_extent(t,this.map_frame.bbox.height,this.map_frame.bbox.width),i=this.model.tile_source.snap_to_zoom_level(t,this.map_frame.bbox.height,this.map_frame.bbox.width,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.bbox.height,this._last_width=this.map_frame.bbox.width}}has_finished(){if(!super.has_finished())return!1;if(0==this._tiles.length)return!1;for(const t of this._tiles)if(!t.finished)return!1;return!0}_render(){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()}_draw_tile(t){const e=this.model.tile_source.tiles.get(t);if(null!=e&&e.loaded){const[[t],[i]]=this.coordinates.map_to_screen([e.bounds[0]],[e.bounds[3]]),[[s],[_]]=this.coordinates.map_to_screen([e.bounds[2]],[e.bounds[1]]),n=s-t,a=_-i,o=t,r=i,h=this.map_canvas.getImageSmoothingEnabled();this.map_canvas.setImageSmoothingEnabled(this.model.smoothing),this.map_canvas.drawImage(e.img,o,r,n,a),this.map_canvas.setImageSmoothingEnabled(h),e.finished=!0}}_set_rect(){const t=this.plot_model.outline_line_width,e=this.map_frame.bbox.left+t/2,i=this.map_frame.bbox.top+t/2,s=this.map_frame.bbox.width-t,_=this.map_frame.bbox.height-t;this.map_canvas.rect(e,i,s,_),this.map_canvas.clip()}_render_tiles(t){this.map_canvas.save(),this._set_rect(),this.map_canvas.globalAlpha=this.model.alpha;for(const e of t)this._draw_tile(e);this.map_canvas.restore()}_prefetch_tiles(){const{tile_source:t}=this.model,e=this.get_extent(),i=this.map_frame.bbox.height,s=this.map_frame.bbox.width,_=this.model.tile_source.get_level_by_extent(e,i,s),n=this.model.tile_source.get_tiles_by_extent(e,_);for(let e=0,i=Math.min(10,n.length);e<i;e++){const[i,s,_]=n[e],a=this.model.tile_source.children_by_tile_xyz(i,s,_);for(const e of a){const[i,s,_,n]=e;t.tiles.has(t.tile_xyz_to_key(i,s,_))||this._create_tile(i,s,_,n,!0)}}}_fetch_tiles(t){for(const e of t){const[t,i,s,_]=e;this._create_tile(t,i,s,_)}}_update(){const{tile_source:t}=this.model,{min_zoom:e}=t,{max_zoom:i}=t;let s=this.get_extent();const _=this.extent[2]-this.extent[0]<s[2]-s[0],n=this.map_frame.bbox.height,a=this.map_frame.bbox.width;let o=t.get_level_by_extent(s,n,a),r=!1;o<e?(s=this.extent,o=e,r=!0):o>i&&(s=this.extent,o=i,r=!0),r&&(this.x_range.setv({start:s[0],end:s[2]}),this.y_range.setv({start:s[1],end:s[3]})),this.extent=s;const h=t.get_tiles_by_extent(s,o),l=[],d=[],m=[],u=[];for(const e of h){const[i,s,n]=e,a=t.tile_xyz_to_key(i,s,n),o=t.tiles.get(a);if(null!=o&&o.loaded)d.push(a);else if(this.model.render_parents){const[e,a,o]=t.get_closest_parent_by_tile_xyz(i,s,n),r=t.tile_xyz_to_key(e,a,o),h=t.tiles.get(r);if(null!=h&&h.loaded&&!(0,c.includes)(m,r)&&m.push(r),_){const e=t.children_by_tile_xyz(i,s,n);for(const[i,s,_]of e){const e=t.tile_xyz_to_key(i,s,_);t.tiles.has(e)&&u.push(e)}}}null==o&&l.push(e)}this._render_tiles(m),this._render_tiles(u),this._render_tiles(d),null!=this.render_timer&&clearTimeout(this.render_timer),this.render_timer=setTimeout((()=>this._fetch_tiles(l)),65)}}i.TileRendererView=g,g.__name__=\"TileRendererView\";class b extends h.Renderer{constructor(t){super(t)}}i.TileRenderer=b,a=b,b.__name__=\"TileRenderer\",a.prototype.default_view=g,a.define((({Boolean:t,Number:e,Ref:i})=>({alpha:[e,1],smoothing:[t,!0],tile_source:[i(o.TileSource),()=>new r.WMTSTileSource],render_parents:[t,!0]}))),a.override({level:\"image\"})},\n      function _(t,e,r,o,s){o();const c=t(348);class i extends c.MercatorTileSource{constructor(t){super(t)}get_image_url(t,e,r){const o=this.string_lookup_replace(this.url,this.extra_url_vars),[s,c,i]=this.tms_to_wmts(t,e,r);return o.replace(\"{X}\",s.toString()).replace(\"{Y}\",c.toString()).replace(\"{Z}\",i.toString())}}r.WMTSTileSource=i,i.__name__=\"WMTSTileSource\"},\n      function _(t,o,i,b,r){b(),i.root=\"bk-root\",i.tile_attribution=\"bk-tile-attribution\",i.default=\".bk-root .bk-tile-attribution a{color:black;}\"},\n      function _(e,r,t,c,o){c();const i=e(348);class l extends i.MercatorTileSource{constructor(e){super(e)}get_image_url(e,r,t){return this.string_lookup_replace(this.url,this.extra_url_vars).replace(\"{X}\",e.toString()).replace(\"{Y}\",r.toString()).replace(\"{Z}\",t.toString())}}t.TMSTileSource=l,l.__name__=\"TMSTileSource\"},\n      function _(e,t,u,a,r){a(),r(\"CanvasTexture\",e(357).CanvasTexture),r(\"ImageURLTexture\",e(359).ImageURLTexture),r(\"Texture\",e(358).Texture)},\n      function _(t,e,n,c,s){var r;c();const o=t(358),a=t(34);class u extends o.Texture{constructor(t){super(t)}get func(){const t=(0,a.use_strict)(this.code);return new Function(\"ctx\",\"color\",\"scale\",\"weight\",t)}get_pattern(t,e,n){const c=document.createElement(\"canvas\");c.width=e,c.height=e;const s=c.getContext(\"2d\");return this.func.call(this,s,t,e,n),c}}n.CanvasTexture=u,r=u,u.__name__=\"CanvasTexture\",r.define((({String:t})=>({code:[t]})))},\n      function _(e,t,n,r,o){var i;r();const s=e(53),u=e(20);class c extends s.Model{constructor(e){super(e)}}n.Texture=c,i=c,c.__name__=\"Texture\",i.define((()=>({repetition:[u.TextureRepetition,\"repeat\"]})))},\n      function _(e,t,i,r,n){var a;r();const s=e(358),o=e(136);class u extends s.Texture{constructor(e){super(e)}initialize(){super.initialize(),this._loader=new o.ImageLoader(this.url)}get_pattern(e,t,i){const{_loader:r}=this;return this._loader.finished?r.image:r.promise}}i.ImageURLTexture=u,a=u,u.__name__=\"ImageURLTexture\",a.define((({String:e})=>({url:[e]})))},\n      function _(o,l,T,e,t){e(),t(\"ActionTool\",o(238).ActionTool),t(\"CustomAction\",o(361).CustomAction),t(\"HelpTool\",o(239).HelpTool),t(\"RedoTool\",o(362).RedoTool),t(\"ResetTool\",o(363).ResetTool),t(\"SaveTool\",o(364).SaveTool),t(\"UndoTool\",o(365).UndoTool),t(\"ZoomInTool\",o(366).ZoomInTool),t(\"ZoomOutTool\",o(369).ZoomOutTool),t(\"ButtonTool\",o(224).ButtonTool),t(\"EditTool\",o(370).EditTool),t(\"BoxEditTool\",o(371).BoxEditTool),t(\"FreehandDrawTool\",o(372).FreehandDrawTool),t(\"PointDrawTool\",o(373).PointDrawTool),t(\"PolyDrawTool\",o(374).PolyDrawTool),t(\"PolyTool\",o(375).PolyTool),t(\"PolyEditTool\",o(376).PolyEditTool),t(\"BoxSelectTool\",o(377).BoxSelectTool),t(\"BoxZoomTool\",o(379).BoxZoomTool),t(\"GestureTool\",o(223).GestureTool),t(\"LassoSelectTool\",o(380).LassoSelectTool),t(\"LineEditTool\",o(382).LineEditTool),t(\"PanTool\",o(384).PanTool),t(\"PolySelectTool\",o(381).PolySelectTool),t(\"RangeTool\",o(385).RangeTool),t(\"SelectTool\",o(378).SelectTool),t(\"TapTool\",o(386).TapTool),t(\"WheelPanTool\",o(387).WheelPanTool),t(\"WheelZoomTool\",o(388).WheelZoomTool),t(\"CrosshairTool\",o(389).CrosshairTool),t(\"CustomJSHover\",o(390).CustomJSHover),t(\"HoverTool\",o(391).HoverTool),t(\"InspectTool\",o(232).InspectTool),t(\"Tool\",o(222).Tool),t(\"ToolProxy\",o(394).ToolProxy),t(\"Toolbar\",o(221).Toolbar),t(\"ToolbarBase\",o(233).ToolbarBase),t(\"ProxyToolbar\",o(395).ProxyToolbar),t(\"ToolbarBox\",o(395).ToolbarBox)},\n      function _(t,o,e,s,n){var c;s();const i=t(238);class u extends i.ActionToolButtonView{css_classes(){return super.css_classes().concat(\"bk-toolbar-button-custom-action\")}}e.CustomActionButtonView=u,u.__name__=\"CustomActionButtonView\";class l extends i.ActionToolView{doit(){var t;null===(t=this.model.callback)||void 0===t||t.execute(this.model)}}e.CustomActionView=l,l.__name__=\"CustomActionView\";class a extends i.ActionTool{constructor(t){super(t),this.tool_name=\"Custom Action\",this.button_view=u}}e.CustomAction=a,c=a,a.__name__=\"CustomAction\",c.prototype.default_view=l,c.define((({Any:t,String:o,Nullable:e})=>({callback:[e(t)],icon:[o]}))),c.override({description:\"Perform a Custom Action\"})},\n      function _(e,o,t,i,s){var n;i();const l=e(238),_=e(228);class d extends l.ActionToolView{connect_signals(){super.connect_signals(),this.connect(this.plot_view.state.changed,(()=>this.model.disabled=!this.plot_view.state.can_redo))}doit(){const e=this.plot_view.state.redo();null!=(null==e?void 0:e.range)&&this.plot_view.trigger_ranges_update_event()}}t.RedoToolView=d,d.__name__=\"RedoToolView\";class a extends l.ActionTool{constructor(e){super(e),this.tool_name=\"Redo\",this.icon=_.tool_icon_redo}}t.RedoTool=a,n=a,a.__name__=\"RedoTool\",n.prototype.default_view=d,n.override({disabled:!0}),n.register_alias(\"redo\",(()=>new a))},\n      function _(e,o,t,s,i){var _;s();const n=e(238),l=e(228);class c extends n.ActionToolView{doit(){this.plot_view.reset()}}t.ResetToolView=c,c.__name__=\"ResetToolView\";class r extends n.ActionTool{constructor(e){super(e),this.tool_name=\"Reset\",this.icon=l.tool_icon_reset}}t.ResetTool=r,_=r,r.__name__=\"ResetTool\",_.prototype.default_view=c,_.register_alias(\"reset\",(()=>new r))},\n      function _(e,o,t,a,i){var s;a();const c=e(238),n=e(228);class l extends c.ActionToolView{async copy(){const e=await this.plot_view.to_blob(),o=new ClipboardItem({[e.type]:Promise.resolve(e)});await navigator.clipboard.write([o])}async save(e){const o=await this.plot_view.to_blob(),t=document.createElement(\"a\");t.href=URL.createObjectURL(o),t.download=e,t.target=\"_blank\",t.dispatchEvent(new MouseEvent(\"click\"))}doit(e=\"save\"){switch(e){case\"save\":this.save(\"bokeh_plot\");break;case\"copy\":this.copy()}}}t.SaveToolView=l,l.__name__=\"SaveToolView\";class r extends c.ActionTool{constructor(e){super(e),this.tool_name=\"Save\",this.icon=n.tool_icon_save}get menu(){return[{icon:\"bk-tool-icon-copy-to-clipboard\",tooltip:\"Copy image to clipboard\",if:()=>\"undefined\"!=typeof ClipboardItem,handler:()=>{this.do.emit(\"copy\")}}]}}t.SaveTool=r,s=r,r.__name__=\"SaveTool\",s.prototype.default_view=l,s.register_alias(\"save\",(()=>new r))},\n      function _(o,e,t,n,i){var s;n();const l=o(238),_=o(228);class d extends l.ActionToolView{connect_signals(){super.connect_signals(),this.connect(this.plot_view.state.changed,(()=>this.model.disabled=!this.plot_view.state.can_undo))}doit(){const o=this.plot_view.state.undo();null!=(null==o?void 0:o.range)&&this.plot_view.trigger_ranges_update_event()}}t.UndoToolView=d,d.__name__=\"UndoToolView\";class a extends l.ActionTool{constructor(o){super(o),this.tool_name=\"Undo\",this.icon=_.tool_icon_undo}}t.UndoTool=a,s=a,a.__name__=\"UndoTool\",s.prototype.default_view=d,s.override({disabled:!0}),s.register_alias(\"undo\",(()=>new a))},\n      function _(o,n,e,i,s){var t;i();const _=o(367),m=o(228);class a extends _.ZoomBaseToolView{}e.ZoomInToolView=a,a.__name__=\"ZoomInToolView\";class l extends _.ZoomBaseTool{constructor(o){super(o),this.sign=1,this.tool_name=\"Zoom In\",this.icon=m.tool_icon_zoom_in}}e.ZoomInTool=l,t=l,l.__name__=\"ZoomInTool\",t.prototype.default_view=a,t.register_alias(\"zoom_in\",(()=>new l({dimensions:\"both\"}))),t.register_alias(\"xzoom_in\",(()=>new l({dimensions:\"width\"}))),t.register_alias(\"yzoom_in\",(()=>new l({dimensions:\"height\"})))},\n      function _(o,t,e,i,s){var n;i();const a=o(238),_=o(20),l=o(368);class m extends a.ActionToolView{doit(){var o;const t=this.plot_view.frame,e=this.model.dimensions,i=\"width\"==e||\"both\"==e,s=\"height\"==e||\"both\"==e,n=(0,l.scale_range)(t,this.model.sign*this.model.factor,i,s);this.plot_view.state.push(\"zoom_out\",{range:n}),this.plot_view.update_range(n,{scrolling:!0,maintain_focus:this.model.maintain_focus}),null===(o=this.model.document)||void 0===o||o.interactive_start(this.plot_model),this.plot_view.trigger_ranges_update_event()}}e.ZoomBaseToolView=m,m.__name__=\"ZoomBaseToolView\";class h extends a.ActionTool{constructor(o){super(o),this.maintain_focus=!0}get tooltip(){return this._get_dim_tooltip(this.dimensions)}}e.ZoomBaseTool=h,n=h,h.__name__=\"ZoomBaseTool\",n.define((({Percent:o})=>({factor:[o,.1],dimensions:[_.Dimensions,\"both\"]})))},\n      function _(n,t,o,r,s){r();const c=n(10);function e(n,t,o){const[r,s]=[n.start,n.end],c=null!=o?o:(s+r)/2;return[r-(r-c)*t,s-(s-c)*t]}function a(n,[t,o]){const r=new Map;for(const[s,c]of n){const[n,e]=c.r_invert(t,o);r.set(s,{start:n,end:e})}return r}o.scale_highlow=e,o.get_info=a,o.scale_range=function(n,t,o=!0,r=!0,s){t=(0,c.clamp)(t,-.9,.9);const l=o?t:0,[u,i]=e(n.bbox.h_range,l,null!=s?s.x:void 0),_=a(n.x_scales,[u,i]),f=r?t:0,[g,x]=e(n.bbox.v_range,f,null!=s?s.y:void 0);return{xrs:_,yrs:a(n.y_scales,[g,x]),factor:t}}},\n      function _(o,e,t,i,s){var n;i();const _=o(367),a=o(228);class m extends _.ZoomBaseToolView{}t.ZoomOutToolView=m,m.__name__=\"ZoomOutToolView\";class l extends _.ZoomBaseTool{constructor(o){super(o),this.sign=-1,this.tool_name=\"Zoom Out\",this.icon=a.tool_icon_zoom_out}}t.ZoomOutTool=l,n=l,l.__name__=\"ZoomOutTool\",n.prototype.default_view=m,n.define((({Boolean:o})=>({maintain_focus:[o,!0]}))),n.register_alias(\"zoom_out\",(()=>new l({dimensions:\"both\"}))),n.register_alias(\"xzoom_out\",(()=>new l({dimensions:\"width\"}))),n.register_alias(\"yzoom_out\",(()=>new l({dimensions:\"height\"})))},\n      function _(e,t,s,o,n){var r;o();const i=e(9),c=e(8),a=e(11),_=e(175),l=e(223);class d extends l.GestureToolView{constructor(){super(...arguments),this._mouse_in_frame=!0}_select_mode(e){const{shiftKey:t,ctrlKey:s}=e;return t||s?t&&!s?\"append\":!t&&s?\"intersect\":t&&s?\"subtract\":void(0,a.unreachable)():\"replace\"}_move_enter(e){this._mouse_in_frame=!0}_move_exit(e){this._mouse_in_frame=!1}_map_drag(e,t,s){if(!this.plot_view.frame.bbox.contains(e,t))return null;const o=this.plot_view.renderer_view(s);if(null==o)return null;return[o.coordinates.x_scale.invert(e),o.coordinates.y_scale.invert(t)]}_delete_selected(e){const t=e.data_source,s=t.selected.indices;s.sort();for(const e of t.columns()){const o=t.get_array(e);for(let e=0;e<s.length;e++){const t=s[e];o.splice(t-e,1)}}this._emit_cds_changes(t)}_pop_glyphs(e,t){const s=e.columns();if(t&&s.length)for(const o of s){let s=e.get_array(o);const n=s.length-t+1;n<1||((0,c.isArray)(s)||(s=Array.from(s),e.data[o]=s),s.splice(0,n))}}_emit_cds_changes(e,t=!0,s=!0,o=!0){s&&e.selection_manager.clear(),t&&e.change.emit(),o&&(e.data=e.data,e.properties.data.change.emit())}_drag_points(e,t,s=\"both\"){if(null==this._basepoint)return;const[o,n]=this._basepoint;for(const r of t){const t=this._map_drag(o,n,r),i=this._map_drag(e.sx,e.sy,r);if(null==i||null==t)continue;const[c,a]=i,[_,l]=t,[d,u]=[c-_,a-l],h=r.glyph,m=r.data_source,[p,f]=[h.x.field,h.y.field];for(const e of m.selected.indices)!p||\"width\"!=s&&\"both\"!=s||(m.data[p][e]+=d),!f||\"height\"!=s&&\"both\"!=s||(m.data[f][e]+=u);m.change.emit()}this._basepoint=[e.sx,e.sy]}_pad_empty_columns(e,t){for(const s of e.columns())(0,i.includes)(t,s)||e.get_array(s).push(this.model.empty_value)}_select_event(e,t,s){const o=this.plot_view.frame,{sx:n,sy:r}=e;if(!o.bbox.contains(n,r))return[];const i={type:\"point\",sx:n,sy:r},c=[];for(const e of s){const s=e.get_selection_manager(),o=e.data_source,n=this.plot_view.renderer_view(e);if(null!=n){s.select([n],i,!0,t)&&c.push(e),o.properties.selected.change.emit()}}return c}}s.EditToolView=d,d.__name__=\"EditToolView\";class u extends l.GestureTool{constructor(e){super(e)}get computed_icon(){var e;return null!==(e=this.custom_icon)&&void 0!==e?e:this.icon}}s.EditTool=u,r=u,u.__name__=\"EditTool\",r.define((({Unknown:e,String:t,Array:s,Ref:o,Nullable:n})=>({custom_icon:[n(t),null],empty_value:[e],renderers:[s(o(_.GlyphRenderer)),[]]})))},\n      function _(e,t,s,i,_){var o;i();const n=e(43),a=e(20),d=e(370),l=e(228);class r extends d.EditToolView{_tap(e){null==this._draw_basepoint&&null==this._basepoint&&this._select_event(e,this._select_mode(e),this.model.renderers)}_keyup(e){if(this.model.active&&this._mouse_in_frame)for(const t of this.model.renderers)if(e.keyCode===n.Keys.Backspace)this._delete_selected(t);else if(e.keyCode==n.Keys.Esc){t.data_source.selection_manager.clear()}}_set_extent([e,t],[s,i],_,o=!1){const n=this.model.renderers[0],a=this.plot_view.renderer_view(n);if(null==a)return;const d=n.glyph,l=n.data_source,[r,h]=a.coordinates.x_scale.r_invert(e,t),[p,u]=a.coordinates.y_scale.r_invert(s,i),[c,m]=[(r+h)/2,(p+u)/2],[f,b]=[h-r,u-p],[y,x]=[d.x.field,d.y.field],[w,v]=[d.width.field,d.height.field];if(_)this._pop_glyphs(l,this.model.num_objects),y&&l.get_array(y).push(c),x&&l.get_array(x).push(m),w&&l.get_array(w).push(f),v&&l.get_array(v).push(b),this._pad_empty_columns(l,[y,x,w,v]);else{const e=l.data[y].length-1;y&&(l.data[y][e]=c),x&&(l.data[x][e]=m),w&&(l.data[w][e]=f),v&&(l.data[v][e]=b)}this._emit_cds_changes(l,!0,!1,o)}_update_box(e,t=!1,s=!1){if(null==this._draw_basepoint)return;const i=[e.sx,e.sy],_=this.plot_view.frame,o=this.model.dimensions,n=this.model._get_dim_limits(this._draw_basepoint,i,_,o);if(null!=n){const[e,i]=n;this._set_extent(e,i,t,s)}}_doubletap(e){this.model.active&&(null!=this._draw_basepoint?(this._update_box(e,!1,!0),this._draw_basepoint=null):(this._draw_basepoint=[e.sx,e.sy],this._select_event(e,\"append\",this.model.renderers),this._update_box(e,!0,!1)))}_move(e){this._update_box(e,!1,!1)}_pan_start(e){if(e.shiftKey){if(null!=this._draw_basepoint)return;this._draw_basepoint=[e.sx,e.sy],this._update_box(e,!0,!1)}else{if(null!=this._basepoint)return;this._select_event(e,\"append\",this.model.renderers),this._basepoint=[e.sx,e.sy]}}_pan(e,t=!1,s=!1){if(e.shiftKey){if(null==this._draw_basepoint)return;this._update_box(e,t,s)}else{if(null==this._basepoint)return;this._drag_points(e,this.model.renderers)}}_pan_end(e){if(this._pan(e,!1,!0),e.shiftKey)this._draw_basepoint=null;else{this._basepoint=null;for(const e of this.model.renderers)this._emit_cds_changes(e.data_source,!1,!0,!0)}}}s.BoxEditToolView=r,r.__name__=\"BoxEditToolView\";class h extends d.EditTool{constructor(e){super(e),this.tool_name=\"Box Edit Tool\",this.icon=l.tool_icon_box_edit,this.event_type=[\"tap\",\"pan\",\"move\"],this.default_order=1}}s.BoxEditTool=h,o=h,h.__name__=\"BoxEditTool\",o.prototype.default_view=r,o.define((({Int:e})=>({dimensions:[a.Dimensions,\"both\"],num_objects:[e,0]})))},\n      function _(e,t,a,s,r){var _;s();const d=e(43),o=e(8),n=e(370),i=e(228);class l extends n.EditToolView{_draw(e,t,a=!1){if(!this.model.active)return;const s=this.model.renderers[0],r=this._map_drag(e.sx,e.sy,s);if(null==r)return;const[_,d]=r,n=s.data_source,i=s.glyph,[l,h]=[i.xs.field,i.ys.field];if(\"new\"==t)this._pop_glyphs(n,this.model.num_objects),l&&n.get_array(l).push([_]),h&&n.get_array(h).push([d]),this._pad_empty_columns(n,[l,h]);else if(\"add\"==t){if(l){const e=n.data[l].length-1;let t=n.get_array(l)[e];(0,o.isArray)(t)||(t=Array.from(t),n.data[l][e]=t),t.push(_)}if(h){const e=n.data[h].length-1;let t=n.get_array(h)[e];(0,o.isArray)(t)||(t=Array.from(t),n.data[h][e]=t),t.push(d)}}this._emit_cds_changes(n,!0,!0,a)}_pan_start(e){this._draw(e,\"new\")}_pan(e){this._draw(e,\"add\")}_pan_end(e){this._draw(e,\"add\",!0)}_tap(e){this._select_event(e,this._select_mode(e),this.model.renderers)}_keyup(e){if(this.model.active&&this._mouse_in_frame)for(const t of this.model.renderers)e.keyCode===d.Keys.Esc?t.data_source.selection_manager.clear():e.keyCode===d.Keys.Backspace&&this._delete_selected(t)}}a.FreehandDrawToolView=l,l.__name__=\"FreehandDrawToolView\";class h extends n.EditTool{constructor(e){super(e),this.tool_name=\"Freehand Draw Tool\",this.icon=i.tool_icon_freehand_draw,this.event_type=[\"pan\",\"tap\"],this.default_order=3}}a.FreehandDrawTool=h,_=h,h.__name__=\"FreehandDrawTool\",_.prototype.default_view=l,_.define((({Int:e})=>({num_objects:[e,0]}))),_.register_alias(\"freehand_draw\",(()=>new h))},\n      function _(e,t,s,o,a){var i;o();const n=e(43),_=e(370),r=e(228);class d extends _.EditToolView{_tap(e){if(this._select_event(e,this._select_mode(e),this.model.renderers).length||!this.model.add)return;const t=this.model.renderers[0],s=this._map_drag(e.sx,e.sy,t);if(null==s)return;const o=t.glyph,a=t.data_source,[i,n]=[o.x.field,o.y.field],[_,r]=s;this._pop_glyphs(a,this.model.num_objects),i&&a.get_array(i).push(_),n&&a.get_array(n).push(r),this._pad_empty_columns(a,[i,n]),a.change.emit(),a.data=a.data,a.properties.data.change.emit()}_keyup(e){if(this.model.active&&this._mouse_in_frame)for(const t of this.model.renderers)e.keyCode===n.Keys.Backspace?this._delete_selected(t):e.keyCode==n.Keys.Esc&&t.data_source.selection_manager.clear()}_pan_start(e){this.model.drag&&(this._select_event(e,\"append\",this.model.renderers),this._basepoint=[e.sx,e.sy])}_pan(e){this.model.drag&&null!=this._basepoint&&this._drag_points(e,this.model.renderers)}_pan_end(e){if(this.model.drag){this._pan(e);for(const e of this.model.renderers)this._emit_cds_changes(e.data_source,!1,!0,!0);this._basepoint=null}}}s.PointDrawToolView=d,d.__name__=\"PointDrawToolView\";class l extends _.EditTool{constructor(e){super(e),this.tool_name=\"Point Draw Tool\",this.icon=r.tool_icon_point_draw,this.event_type=[\"tap\",\"pan\",\"move\"],this.default_order=2}}s.PointDrawTool=l,i=l,l.__name__=\"PointDrawTool\",i.prototype.default_view=d,i.define((({Boolean:e,Int:t})=>({add:[e,!0],drag:[e,!0],num_objects:[t,0]})))},\n      function _(e,t,s,i,a){var r;i();const o=e(43),n=e(8),d=e(375),_=e(228);class h extends d.PolyToolView{constructor(){super(...arguments),this._drawing=!1,this._initialized=!1}_tap(e){this._drawing?this._draw(e,\"add\",!0):this._select_event(e,this._select_mode(e),this.model.renderers)}_draw(e,t,s=!1){const i=this.model.renderers[0],a=this._map_drag(e.sx,e.sy,i);if(this._initialized||this.activate(),null==a)return;const[r,o]=this._snap_to_vertex(e,...a),d=i.data_source,_=i.glyph,[h,l]=[_.xs.field,_.ys.field];if(\"new\"==t)this._pop_glyphs(d,this.model.num_objects),h&&d.get_array(h).push([r,r]),l&&d.get_array(l).push([o,o]),this._pad_empty_columns(d,[h,l]);else if(\"edit\"==t){if(h){const e=d.data[h][d.data[h].length-1];e[e.length-1]=r}if(l){const e=d.data[l][d.data[l].length-1];e[e.length-1]=o}}else if(\"add\"==t){if(h){const e=d.data[h].length-1;let t=d.get_array(h)[e];const s=t[t.length-1];t[t.length-1]=r,(0,n.isArray)(t)||(t=Array.from(t),d.data[h][e]=t),t.push(s)}if(l){const e=d.data[l].length-1;let t=d.get_array(l)[e];const s=t[t.length-1];t[t.length-1]=o,(0,n.isArray)(t)||(t=Array.from(t),d.data[l][e]=t),t.push(s)}}this._emit_cds_changes(d,!0,!1,s)}_show_vertices(){if(!this.model.active)return;const e=[],t=[];for(let s=0;s<this.model.renderers.length;s++){const i=this.model.renderers[s],a=i.data_source,r=i.glyph,[o,n]=[r.xs.field,r.ys.field];if(o)for(const t of a.get_array(o))e.push(...t);if(n)for(const e of a.get_array(n))t.push(...e);this._drawing&&s==this.model.renderers.length-1&&(e.splice(e.length-1,1),t.splice(t.length-1,1))}this._set_vertices(e,t)}_doubletap(e){this.model.active&&(this._drawing?(this._drawing=!1,this._draw(e,\"edit\",!0)):(this._drawing=!0,this._draw(e,\"new\",!0)))}_move(e){this._drawing&&this._draw(e,\"edit\")}_remove(){const e=this.model.renderers[0],t=e.data_source,s=e.glyph,[i,a]=[s.xs.field,s.ys.field];if(i){const e=t.data[i].length-1,s=t.get_array(i)[e];s.splice(s.length-1,1)}if(a){const e=t.data[a].length-1,s=t.get_array(a)[e];s.splice(s.length-1,1)}this._emit_cds_changes(t)}_keyup(e){if(this.model.active&&this._mouse_in_frame)for(const t of this.model.renderers)e.keyCode===o.Keys.Backspace?this._delete_selected(t):e.keyCode==o.Keys.Esc&&(this._drawing&&(this._remove(),this._drawing=!1),t.data_source.selection_manager.clear())}_pan_start(e){this.model.drag&&(this._select_event(e,\"append\",this.model.renderers),this._basepoint=[e.sx,e.sy])}_pan(e){if(null==this._basepoint||!this.model.drag)return;const[t,s]=this._basepoint;for(const i of this.model.renderers){const a=this._map_drag(t,s,i),r=this._map_drag(e.sx,e.sy,i);if(null==r||null==a)continue;const o=i.data_source,n=i.glyph,[d,_]=[n.xs.field,n.ys.field];if(!d&&!_)continue;const[h,l]=r,[c,g]=a,[f,p]=[h-c,l-g];for(const e of o.selected.indices){let t,s,i;d&&(s=o.data[d][e]),_?(i=o.data[_][e],t=i.length):t=s.length;for(let e=0;e<t;e++)s&&(s[e]+=f),i&&(i[e]+=p)}o.change.emit()}this._basepoint=[e.sx,e.sy]}_pan_end(e){if(this.model.drag){this._pan(e);for(const e of this.model.renderers)this._emit_cds_changes(e.data_source);this._basepoint=null}}activate(){if(this.model.vertex_renderer&&this.model.active){if(this._show_vertices(),!this._initialized)for(const e of this.model.renderers){const t=e.data_source;t.connect(t.properties.data.change,(()=>this._show_vertices()))}this._initialized=!0}}deactivate(){this._drawing&&(this._remove(),this._drawing=!1),this.model.vertex_renderer&&this._hide_vertices()}}s.PolyDrawToolView=h,h.__name__=\"PolyDrawToolView\";class l extends d.PolyTool{constructor(e){super(e),this.tool_name=\"Polygon Draw Tool\",this.icon=_.tool_icon_poly_draw,this.event_type=[\"pan\",\"tap\",\"move\"],this.default_order=3}}s.PolyDrawTool=l,r=l,l.__name__=\"PolyDrawTool\",r.prototype.default_view=h,r.define((({Boolean:e,Int:t})=>({drag:[e,!0],num_objects:[t,0]})))},\n      function _(e,r,t,s,o){var _;s();const d=e(8),i=e(370);class l extends i.EditToolView{_set_vertices(e,r){const t=this.model.vertex_renderer.glyph,s=this.model.vertex_renderer.data_source,[o,_]=[t.x.field,t.y.field];o&&((0,d.isArray)(e)?s.data[o]=e:t.x={value:e}),_&&((0,d.isArray)(r)?s.data[_]=r:t.y={value:r}),this._emit_cds_changes(s,!0,!0,!1)}_hide_vertices(){this._set_vertices([],[])}_snap_to_vertex(e,r,t){if(this.model.vertex_renderer){const s=this._select_event(e,\"replace\",[this.model.vertex_renderer]),o=this.model.vertex_renderer.data_source,_=this.model.vertex_renderer.glyph,[d,i]=[_.x.field,_.y.field];if(s.length){const e=o.selected.indices[0];d&&(r=o.data[d][e]),i&&(t=o.data[i][e]),o.selection_manager.clear()}}return[r,t]}}t.PolyToolView=l,l.__name__=\"PolyToolView\";class n extends i.EditTool{constructor(e){super(e)}}t.PolyTool=n,_=n,n.__name__=\"PolyTool\",_.define((({AnyRef:e})=>({vertex_renderer:[e()]})))},\n      function _(e,t,s,r,i){var _;r();const d=e(43),n=e(8),l=e(375),a=e(228);class c extends l.PolyToolView{constructor(){super(...arguments),this._drawing=!1,this._cur_index=null}_doubletap(e){if(!this.model.active)return;const t=this._map_drag(e.sx,e.sy,this.model.vertex_renderer);if(null==t)return;const[s,r]=t,i=this._select_event(e,\"replace\",[this.model.vertex_renderer]),_=this.model.vertex_renderer.data_source,d=this.model.vertex_renderer.glyph,[n,l]=[d.x.field,d.y.field];if(i.length&&null!=this._selected_renderer){const e=_.selected.indices[0];this._drawing?(this._drawing=!1,_.selection_manager.clear()):(_.selected.indices=[e+1],n&&_.get_array(n).splice(e+1,0,s),l&&_.get_array(l).splice(e+1,0,r),this._drawing=!0),_.change.emit(),this._emit_cds_changes(this._selected_renderer.data_source)}else this._show_vertices(e)}_show_vertices(e){if(!this.model.active)return;const t=this.model.renderers[0],s=()=>this._update_vertices(t),r=null==t?void 0:t.data_source,i=this._select_event(e,\"replace\",this.model.renderers);if(!i.length)return this._set_vertices([],[]),this._selected_renderer=null,this._drawing=!1,this._cur_index=null,void(null!=r&&r.disconnect(r.properties.data.change,s));null!=r&&r.connect(r.properties.data.change,s),this._cur_index=i[0].data_source.selected.indices[0],this._update_vertices(i[0])}_update_vertices(e){const t=e.glyph,s=e.data_source,r=this._cur_index,[i,_]=[t.xs.field,t.ys.field];if(this._drawing)return;if(null==r&&(i||_))return;let d,l;i&&null!=r?(d=s.data[i][r],(0,n.isArray)(d)||(s.data[i][r]=d=Array.from(d))):d=t.xs.value,_&&null!=r?(l=s.data[_][r],(0,n.isArray)(l)||(s.data[_][r]=l=Array.from(l))):l=t.ys.value,this._selected_renderer=e,this._set_vertices(d,l)}_move(e){if(this._drawing&&null!=this._selected_renderer){const t=this.model.vertex_renderer,s=t.data_source,r=t.glyph,i=this._map_drag(e.sx,e.sy,t);if(null==i)return;let[_,d]=i;const n=s.selected.indices;[_,d]=this._snap_to_vertex(e,_,d),s.selected.indices=n;const[l,a]=[r.x.field,r.y.field],c=n[0];l&&(s.data[l][c]=_),a&&(s.data[a][c]=d),s.change.emit(),this._selected_renderer.data_source.change.emit()}}_tap(e){const t=this.model.vertex_renderer,s=this._map_drag(e.sx,e.sy,t);if(null==s)return;if(this._drawing&&this._selected_renderer){let[r,i]=s;const _=t.data_source,d=t.glyph,[n,l]=[d.x.field,d.y.field],a=_.selected.indices;[r,i]=this._snap_to_vertex(e,r,i);const c=a[0];if(_.selected.indices=[c+1],n){const e=_.get_array(n),t=e[c];e[c]=r,e.splice(c+1,0,t)}if(l){const e=_.get_array(l),t=e[c];e[c]=i,e.splice(c+1,0,t)}return _.change.emit(),void this._emit_cds_changes(this._selected_renderer.data_source,!0,!1,!0)}const r=this._select_mode(e);this._select_event(e,r,[t]),this._select_event(e,r,this.model.renderers)}_remove_vertex(){if(!this._drawing||!this._selected_renderer)return;const e=this.model.vertex_renderer,t=e.data_source,s=e.glyph,r=t.selected.indices[0],[i,_]=[s.x.field,s.y.field];i&&t.get_array(i).splice(r,1),_&&t.get_array(_).splice(r,1),t.change.emit(),this._emit_cds_changes(this._selected_renderer.data_source)}_pan_start(e){this._select_event(e,\"append\",[this.model.vertex_renderer]),this._basepoint=[e.sx,e.sy]}_pan(e){null!=this._basepoint&&(this._drag_points(e,[this.model.vertex_renderer]),this._selected_renderer&&this._selected_renderer.data_source.change.emit())}_pan_end(e){null!=this._basepoint&&(this._drag_points(e,[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)}_keyup(e){if(!this.model.active||!this._mouse_in_frame)return;let t;t=this._selected_renderer?[this.model.vertex_renderer]:this.model.renderers;for(const s of t)e.keyCode===d.Keys.Backspace?(this._delete_selected(s),this._selected_renderer&&this._emit_cds_changes(this._selected_renderer.data_source)):e.keyCode==d.Keys.Esc&&(this._drawing?(this._remove_vertex(),this._drawing=!1):this._selected_renderer&&this._hide_vertices(),s.data_source.selection_manager.clear())}deactivate(){this._selected_renderer&&(this._drawing&&(this._remove_vertex(),this._drawing=!1),this._hide_vertices())}}s.PolyEditToolView=c,c.__name__=\"PolyEditToolView\";class o extends l.PolyTool{constructor(e){super(e),this.tool_name=\"Poly Edit Tool\",this.icon=a.tool_icon_poly_edit,this.event_type=[\"tap\",\"pan\",\"move\"],this.default_order=4}}s.PolyEditTool=o,_=o,o.__name__=\"PolyEditTool\",_.prototype.default_view=c},\n      function _(e,t,o,s,i){var l;s();const n=e(378),_=e(116),c=e(20),r=e(228);class a extends n.SelectToolView{_compute_limits(e){const t=this.plot_view.frame,o=this.model.dimensions;let s=this._base_point;if(\"center\"==this.model.origin){const[t,o]=s,[i,l]=e;s=[t-(i-t),o-(l-o)]}return this.model._get_dim_limits(s,e,t,o)}_pan_start(e){const{sx:t,sy:o}=e;this._base_point=[t,o]}_pan(e){const{sx:t,sy:o}=e,s=[t,o],[i,l]=this._compute_limits(s);this.model.overlay.update({left:i[0],right:i[1],top:l[0],bottom:l[1]}),this.model.select_every_mousemove&&this._do_select(i,l,!1,this._select_mode(e))}_pan_end(e){const{sx:t,sy:o}=e,s=[t,o],[i,l]=this._compute_limits(s);this._do_select(i,l,!0,this._select_mode(e)),this.model.overlay.update({left:null,right:null,top:null,bottom:null}),this._base_point=null,this.plot_view.state.push(\"box_select\",{selection:this.plot_view.get_selection()})}_do_select([e,t],[o,s],i,l=\"replace\"){const n={type:\"rect\",sx0:e,sx1:t,sy0:o,sy1:s};this._select(n,i,l)}}o.BoxSelectToolView=a,a.__name__=\"BoxSelectToolView\";const h=()=>new _.BoxAnnotation({level:\"overlay\",top_units:\"screen\",left_units:\"screen\",bottom_units:\"screen\",right_units:\"screen\",fill_color:\"lightgrey\",fill_alpha:.5,line_color:\"black\",line_alpha:1,line_width:2,line_dash:[4,4]});class m extends n.SelectTool{constructor(e){super(e),this.tool_name=\"Box Select\",this.icon=r.tool_icon_box_select,this.event_type=\"pan\",this.default_order=30}get tooltip(){return this._get_dim_tooltip(this.dimensions)}}o.BoxSelectTool=m,l=m,m.__name__=\"BoxSelectTool\",l.prototype.default_view=a,l.define((({Boolean:e,Ref:t})=>({dimensions:[c.Dimensions,\"both\"],select_every_mousemove:[e,!1],overlay:[t(_.BoxAnnotation),h],origin:[c.BoxOrigin,\"corner\"]}))),l.register_alias(\"box_select\",(()=>new m)),l.register_alias(\"xbox_select\",(()=>new m({dimensions:\"width\"}))),l.register_alias(\"ybox_select\",(()=>new m({dimensions:\"height\"})))},\n      function _(e,t,s,n,r){var o;n();const c=e(223),i=e(175),a=e(339),l=e(176),d=e(66),_=e(20),h=e(43),p=e(251),u=e(15),m=e(11);class v extends c.GestureToolView{connect_signals(){super.connect_signals(),this.model.clear.connect((()=>this._clear()))}get computed_renderers(){const{renderers:e,names:t}=this.model,s=this.plot_model.data_renderers;return(0,d.compute_renderers)(e,s,t)}_computed_renderers_by_data_source(){var e;const t=new Map;for(const s of this.computed_renderers){let n;if(s instanceof i.GlyphRenderer)n=s.data_source;else{if(!(s instanceof a.GraphRenderer))continue;n=s.node_renderer.data_source}const r=null!==(e=t.get(n))&&void 0!==e?e:[];t.set(n,[...r,s])}return t}_select_mode(e){const{shiftKey:t,ctrlKey:s}=e;return t||s?t&&!s?\"append\":!t&&s?\"intersect\":t&&s?\"subtract\":void(0,m.unreachable)():this.model.mode}_keyup(e){e.keyCode==h.Keys.Esc&&this._clear()}_clear(){for(const e of this.computed_renderers)e.get_selection_manager().clear();const e=this.computed_renderers.map((e=>this.plot_view.renderer_view(e)));this.plot_view.request_paint(e)}_select(e,t,s){const n=this._computed_renderers_by_data_source();for(const[,r]of n){const n=r[0].get_selection_manager(),o=[];for(const e of r){const t=this.plot_view.renderer_view(e);null!=t&&o.push(t)}n.select(o,e,t,s)}null!=this.model.callback&&this._emit_callback(e),this._emit_selection_event(e,t)}_emit_selection_event(e,t=!0){const{x_scale:s,y_scale:n}=this.plot_view.frame;let r;switch(e.type){case\"point\":{const{sx:t,sy:o}=e,c=s.invert(t),i=n.invert(o);r=Object.assign(Object.assign({},e),{x:c,y:i});break}case\"span\":{const{sx:t,sy:o}=e,c=s.invert(t),i=n.invert(o);r=Object.assign(Object.assign({},e),{x:c,y:i});break}case\"rect\":{const{sx0:t,sx1:o,sy0:c,sy1:i}=e,[a,l]=s.r_invert(t,o),[d,_]=n.r_invert(c,i);r=Object.assign(Object.assign({},e),{x0:a,y0:d,x1:l,y1:_});break}case\"poly\":{const{sx:t,sy:o}=e,c=s.v_invert(t),i=n.v_invert(o);r=Object.assign(Object.assign({},e),{x:c,y:i});break}}this.plot_model.trigger_event(new p.SelectionGeometry(r,t))}}s.SelectToolView=v,v.__name__=\"SelectToolView\";class b extends c.GestureTool{constructor(e){super(e)}initialize(){super.initialize(),this.clear=new u.Signal0(this,\"clear\")}get menu(){return[{icon:\"bk-tool-icon-replace-mode\",tooltip:\"Replace the current selection\",active:()=>\"replace\"==this.mode,handler:()=>{this.mode=\"replace\",this.active=!0}},{icon:\"bk-tool-icon-append-mode\",tooltip:\"Append to the current selection (Shift)\",active:()=>\"append\"==this.mode,handler:()=>{this.mode=\"append\",this.active=!0}},{icon:\"bk-tool-icon-intersect-mode\",tooltip:\"Intersect with the current selection (Ctrl)\",active:()=>\"intersect\"==this.mode,handler:()=>{this.mode=\"intersect\",this.active=!0}},{icon:\"bk-tool-icon-subtract-mode\",tooltip:\"Subtract from the current selection (Shift+Ctrl)\",active:()=>\"subtract\"==this.mode,handler:()=>{this.mode=\"subtract\",this.active=!0}},null,{icon:\"bk-tool-icon-clear-selection\",tooltip:\"Clear the current selection (Esc)\",handler:()=>{this.clear.emit()}}]}}s.SelectTool=b,o=b,b.__name__=\"SelectTool\",o.define((({String:e,Array:t,Ref:s,Or:n,Auto:r})=>({renderers:[n(t(s(l.DataRenderer)),r),\"auto\"],names:[t(e),[]],mode:[_.SelectionMode,\"replace\"]})))},\n      function _(t,o,e,s,i){var n;s();const _=t(223),a=t(116),l=t(20),r=t(228);class h extends _.GestureToolView{_match_aspect(t,o,e){const s=e.bbox.aspect,i=e.bbox.h_range.end,n=e.bbox.h_range.start,_=e.bbox.v_range.end,a=e.bbox.v_range.start;let l=Math.abs(t[0]-o[0]),r=Math.abs(t[1]-o[1]);const h=0==r?0:l/r,[c]=h>=s?[1,h/s]:[s/h,1];let m,p,d,b;return t[0]<=o[0]?(m=t[0],p=t[0]+l*c,p>i&&(p=i)):(p=t[0],m=t[0]-l*c,m<n&&(m=n)),l=Math.abs(p-m),t[1]<=o[1]?(b=t[1],d=t[1]+l/s,d>_&&(d=_)):(d=t[1],b=t[1]-l/s,b<a&&(b=a)),r=Math.abs(d-b),t[0]<=o[0]?p=t[0]+s*r:m=t[0]-s*r,[[m,p],[b,d]]}_compute_limits(t){const o=this.plot_view.frame,e=this.model.dimensions;let s,i,n=this._base_point;if(\"center\"==this.model.origin){const[o,e]=n,[s,i]=t;n=[o-(s-o),e-(i-e)]}return this.model.match_aspect&&\"both\"==e?[s,i]=this._match_aspect(n,t,o):[s,i]=this.model._get_dim_limits(n,t,o,e),[s,i]}_pan_start(t){this._base_point=[t.sx,t.sy]}_pan(t){const o=[t.sx,t.sy],[e,s]=this._compute_limits(o);this.model.overlay.update({left:e[0],right:e[1],top:s[0],bottom:s[1]})}_pan_end(t){const o=[t.sx,t.sy],[e,s]=this._compute_limits(o);this._update(e,s),this.model.overlay.update({left:null,right:null,top:null,bottom:null}),this._base_point=null,this.plot_view.trigger_ranges_update_event()}_update([t,o],[e,s]){if(Math.abs(o-t)<=5||Math.abs(s-e)<=5)return;const{x_scales:i,y_scales:n}=this.plot_view.frame,_=new Map;for(const[e,s]of i){const[i,n]=s.r_invert(t,o);_.set(e,{start:i,end:n})}const a=new Map;for(const[t,o]of n){const[i,n]=o.r_invert(e,s);a.set(t,{start:i,end:n})}const l={xrs:_,yrs:a};this.plot_view.state.push(\"box_zoom\",{range:l}),this.plot_view.update_range(l)}}e.BoxZoomToolView=h,h.__name__=\"BoxZoomToolView\";const c=()=>new a.BoxAnnotation({level:\"overlay\",top_units:\"screen\",left_units:\"screen\",bottom_units:\"screen\",right_units:\"screen\",fill_color:\"lightgrey\",fill_alpha:.5,line_color:\"black\",line_alpha:1,line_width:2,line_dash:[4,4]});class m extends _.GestureTool{constructor(t){super(t),this.tool_name=\"Box Zoom\",this.icon=r.tool_icon_box_zoom,this.event_type=\"pan\",this.default_order=20}get tooltip(){return this._get_dim_tooltip(this.dimensions)}}e.BoxZoomTool=m,n=m,m.__name__=\"BoxZoomTool\",n.prototype.default_view=h,n.define((({Boolean:t,Ref:o})=>({dimensions:[l.Dimensions,\"both\"],overlay:[o(a.BoxAnnotation),c],match_aspect:[t,!1],origin:[l.BoxOrigin,\"corner\"]}))),n.register_alias(\"box_zoom\",(()=>new m({dimensions:\"both\"}))),n.register_alias(\"xbox_zoom\",(()=>new m({dimensions:\"width\"}))),n.register_alias(\"ybox_zoom\",(()=>new m({dimensions:\"height\"})))},\n      function _(s,e,t,o,_){var l;o();const i=s(378),a=s(217),c=s(381),n=s(43),h=s(228);class r extends i.SelectToolView{constructor(){super(...arguments),this.sxs=[],this.sys=[]}connect_signals(){super.connect_signals(),this.connect(this.model.properties.active.change,(()=>this._active_change()))}_active_change(){this.model.active||this._clear_overlay()}_keyup(s){s.keyCode==n.Keys.Enter&&this._clear_overlay()}_pan_start(s){this.sxs=[],this.sys=[];const{sx:e,sy:t}=s;this._append_overlay(e,t)}_pan(s){const[e,t]=this.plot_view.frame.bbox.clip(s.sx,s.sy);this._append_overlay(e,t),this.model.select_every_mousemove&&this._do_select(this.sxs,this.sys,!1,this._select_mode(s))}_pan_end(s){const{sxs:e,sys:t}=this;this._clear_overlay(),this._do_select(e,t,!0,this._select_mode(s)),this.plot_view.state.push(\"lasso_select\",{selection:this.plot_view.get_selection()})}_append_overlay(s,e){const{sxs:t,sys:o}=this;t.push(s),o.push(e),this.model.overlay.update({xs:t,ys:o})}_clear_overlay(){this.sxs=[],this.sys=[],this.model.overlay.update({xs:this.sxs,ys:this.sys})}_do_select(s,e,t,o){const _={type:\"poly\",sx:s,sy:e};this._select(_,t,o)}}t.LassoSelectToolView=r,r.__name__=\"LassoSelectToolView\";class y extends i.SelectTool{constructor(s){super(s),this.tool_name=\"Lasso Select\",this.icon=h.tool_icon_lasso_select,this.event_type=\"pan\",this.default_order=12}}t.LassoSelectTool=y,l=y,y.__name__=\"LassoSelectTool\",l.prototype.default_view=r,l.define((({Boolean:s,Ref:e})=>({select_every_mousemove:[s,!0],overlay:[e(a.PolyAnnotation),c.DEFAULT_POLY_OVERLAY]}))),l.register_alias(\"lasso_select\",(()=>new y))},\n      function _(e,t,s,l,o){var i;l();const a=e(378),_=e(217),c=e(43),n=e(9),h=e(228);class y extends a.SelectToolView{initialize(){super.initialize(),this.data={sx:[],sy:[]}}connect_signals(){super.connect_signals(),this.connect(this.model.properties.active.change,(()=>this._active_change()))}_active_change(){this.model.active||this._clear_data()}_keyup(e){e.keyCode==c.Keys.Enter&&this._clear_data()}_doubletap(e){this._do_select(this.data.sx,this.data.sy,!0,this._select_mode(e)),this.plot_view.state.push(\"poly_select\",{selection:this.plot_view.get_selection()}),this._clear_data()}_clear_data(){this.data={sx:[],sy:[]},this.model.overlay.update({xs:[],ys:[]})}_tap(e){const{sx:t,sy:s}=e;this.plot_view.frame.bbox.contains(t,s)&&(this.data.sx.push(t),this.data.sy.push(s),this.model.overlay.update({xs:(0,n.copy)(this.data.sx),ys:(0,n.copy)(this.data.sy)}))}_do_select(e,t,s,l){const o={type:\"poly\",sx:e,sy:t};this._select(o,s,l)}}s.PolySelectToolView=y,y.__name__=\"PolySelectToolView\";s.DEFAULT_POLY_OVERLAY=()=>new _.PolyAnnotation({level:\"overlay\",xs_units:\"screen\",ys_units:\"screen\",fill_color:\"lightgrey\",fill_alpha:.5,line_color:\"black\",line_alpha:1,line_width:2,line_dash:[4,4]});class d extends a.SelectTool{constructor(e){super(e),this.tool_name=\"Poly Select\",this.icon=h.tool_icon_polygon_select,this.event_type=\"tap\",this.default_order=11}}s.PolySelectTool=d,i=d,d.__name__=\"PolySelectTool\",i.prototype.default_view=y,i.define((({Ref:e})=>({overlay:[e(_.PolyAnnotation),s.DEFAULT_POLY_OVERLAY]}))),i.register_alias(\"poly_select\",(()=>new d))},\n      function _(e,t,s,i,r){var n;i();const _=e(20),d=e(383),o=e(228);class l extends d.LineToolView{constructor(){super(...arguments),this._drawing=!1}_doubletap(e){if(!this.model.active)return;const t=this.model.renderers;for(const s of t){1==this._select_event(e,\"replace\",[s]).length&&(this._selected_renderer=s)}this._show_intersections(),this._update_line_cds()}_show_intersections(){if(!this.model.active)return;if(null==this._selected_renderer)return;if(!this.model.renderers.length)return this._set_intersection([],[]),this._selected_renderer=null,void(this._drawing=!1);const e=this._selected_renderer.data_source,t=this._selected_renderer.glyph,[s,i]=[t.x.field,t.y.field],r=e.get_array(s),n=e.get_array(i);this._set_intersection(r,n)}_tap(e){const t=this.model.intersection_renderer;if(null==this._map_drag(e.sx,e.sy,t))return;if(this._drawing&&this._selected_renderer){const s=this._select_mode(e);if(0==this._select_event(e,s,[t]).length)return}const s=this._select_mode(e);this._select_event(e,s,[t]),this._select_event(e,s,this.model.renderers)}_update_line_cds(){if(null==this._selected_renderer)return;const e=this.model.intersection_renderer.glyph,t=this.model.intersection_renderer.data_source,[s,i]=[e.x.field,e.y.field];if(s&&i){const e=t.data[s],r=t.data[i];this._selected_renderer.data_source.data[s]=e,this._selected_renderer.data_source.data[i]=r}this._emit_cds_changes(this._selected_renderer.data_source,!0,!0,!1)}_pan_start(e){this._select_event(e,\"append\",[this.model.intersection_renderer]),this._basepoint=[e.sx,e.sy]}_pan(e){null!=this._basepoint&&(this._drag_points(e,[this.model.intersection_renderer],this.model.dimensions),this._selected_renderer&&this._selected_renderer.data_source.change.emit())}_pan_end(e){null!=this._basepoint&&(this._drag_points(e,[this.model.intersection_renderer]),this._emit_cds_changes(this.model.intersection_renderer.data_source,!1,!0,!0),this._selected_renderer&&this._emit_cds_changes(this._selected_renderer.data_source),this._basepoint=null)}activate(){this._drawing=!0}deactivate(){this._selected_renderer&&(this._drawing&&(this._drawing=!1),this._hide_intersections())}}s.LineEditToolView=l,l.__name__=\"LineEditToolView\";class h extends d.LineTool{constructor(e){super(e),this.tool_name=\"Line Edit Tool\",this.icon=o.tool_icon_line_edit,this.event_type=[\"tap\",\"pan\",\"move\"],this.default_order=4}get tooltip(){return this._get_dim_tooltip(this.dimensions)}}s.LineEditTool=h,n=h,h.__name__=\"LineEditTool\",n.prototype.default_view=l,n.define((()=>({dimensions:[_.Dimensions,\"both\"]})))},\n      function _(e,i,n,t,s){var o;t();const r=e(8),_=e(370);class d extends _.EditToolView{_set_intersection(e,i){const n=this.model.intersection_renderer.glyph,t=this.model.intersection_renderer.data_source,[s,o]=[n.x.field,n.y.field];s&&((0,r.isArray)(e)?t.data[s]=e:n.x={value:e}),o&&((0,r.isArray)(i)?t.data[o]=i:n.y={value:i}),this._emit_cds_changes(t,!0,!0,!1)}_hide_intersections(){this._set_intersection([],[])}}n.LineToolView=d,d.__name__=\"LineToolView\";class a extends _.EditTool{constructor(e){super(e)}}n.LineTool=a,o=a,a.__name__=\"LineTool\",o.define((({AnyRef:e})=>({intersection_renderer:[e()]})))},\n      function _(t,s,n,e,i){e();const o=t(1);var a;const _=t(223),l=t(20),r=(0,o.__importStar)(t(228));function h(t,s,n){const e=new Map;for(const[i,o]of t){const[t,a]=o.r_invert(s,n);e.set(i,{start:t,end:a})}return e}n.update_ranges=h;class d extends _.GestureToolView{_pan_start(t){var s;this.last_dx=0,this.last_dy=0;const{sx:n,sy:e}=t,i=this.plot_view.frame.bbox;if(!i.contains(n,e)){const t=i.h_range,s=i.v_range;(n<t.start||n>t.end)&&(this.v_axis_only=!0),(e<s.start||e>s.end)&&(this.h_axis_only=!0)}null===(s=this.model.document)||void 0===s||s.interactive_start(this.plot_model)}_pan(t){var s;this._update(t.deltaX,t.deltaY),null===(s=this.model.document)||void 0===s||s.interactive_start(this.plot_model)}_pan_end(t){this.h_axis_only=!1,this.v_axis_only=!1,null!=this.pan_info&&this.plot_view.state.push(\"pan\",{range:this.pan_info}),this.plot_view.trigger_ranges_update_event()}_update(t,s){const n=this.plot_view.frame,e=t-this.last_dx,i=s-this.last_dy,o=n.bbox.h_range,a=o.start-e,_=o.end-e,l=n.bbox.v_range,r=l.start-i,d=l.end-i,p=this.model.dimensions;let c,u,m,v,x,g;\"width\"!=p&&\"both\"!=p||this.v_axis_only?(c=o.start,u=o.end,m=0):(c=a,u=_,m=-e),\"height\"!=p&&\"both\"!=p||this.h_axis_only?(v=l.start,x=l.end,g=0):(v=r,x=d,g=-i),this.last_dx=t,this.last_dy=s;const{x_scales:w,y_scales:y}=n,f=h(w,c,u),b=h(y,v,x);this.pan_info={xrs:f,yrs:b,sdx:m,sdy:g},this.plot_view.update_range(this.pan_info,{panning:!0})}}n.PanToolView=d,d.__name__=\"PanToolView\";class p extends _.GestureTool{constructor(t){super(t),this.tool_name=\"Pan\",this.event_type=\"pan\",this.default_order=10}get tooltip(){return this._get_dim_tooltip(this.dimensions)}}n.PanTool=p,a=p,p.__name__=\"PanTool\",a.prototype.default_view=d,a.define((()=>({dimensions:[l.Dimensions,\"both\",{on_update(t,s){switch(t){case\"both\":s.icon=r.tool_icon_pan;break;case\"width\":s.icon=r.tool_icon_xpan;break;case\"height\":s.icon=r.tool_icon_ypan}}}]}))),a.register_alias(\"pan\",(()=>new p({dimensions:\"both\"}))),a.register_alias(\"xpan\",(()=>new p({dimensions:\"width\"}))),a.register_alias(\"ypan\",(()=>new p({dimensions:\"height\"})))},\n      function _(e,t,i,s,n){var l;s();const a=e(116),r=e(58),o=e(19),_=e(223),h=e(228);function d(e){switch(e){case 1:return 2;case 2:return 1;case 4:return 5;case 5:return 4;default:return e}}function u(e,t,i,s){if(null==t)return!1;const n=i.compute(t);return Math.abs(e-n)<s}function c(e,t,i,s,n){let l=!0;if(null!=n.left&&null!=n.right){const t=i.invert(e);(t<n.left||t>n.right)&&(l=!1)}if(null!=n.bottom&&null!=n.top){const e=s.invert(t);(e<n.bottom||e>n.top)&&(l=!1)}return l}function g(e,t,i){let s=0;return e>=i.start&&e<=i.end&&(s+=1),t>=i.start&&t<=i.end&&(s+=1),s}function y(e,t,i,s){const n=t.compute(e),l=t.invert(n+i);return l>=s.start&&l<=s.end?l:e}function f(e,t,i){return e>t.start?(t.end=e,i):(t.end=t.start,t.start=e,d(i))}function v(e,t,i){return e<t.end?(t.start=e,i):(t.start=t.end,t.end=e,d(i))}function m(e,t,i,s){const[n,l]=t.r_compute(e.start,e.end),[a,r]=t.r_invert(n+i,l+i),o=g(e.start,e.end,s);g(a,r,s)>=o&&(e.start=a,e.end=r)}i.flip_side=d,i.is_near=u,i.is_inside=c,i.sides_inside=g,i.compute_value=y,i.update_range_end_side=f,i.update_range_start_side=v,i.update_range=m;class p extends _.GestureToolView{initialize(){super.initialize(),this.side=0,this.model.update_overlay_from_ranges()}connect_signals(){super.connect_signals(),null!=this.model.x_range&&this.connect(this.model.x_range.change,(()=>this.model.update_overlay_from_ranges())),null!=this.model.y_range&&this.connect(this.model.y_range.change,(()=>this.model.update_overlay_from_ranges()))}_pan_start(e){this.last_dx=0,this.last_dy=0;const t=this.model.x_range,i=this.model.y_range,{frame:s}=this.plot_view,n=s.x_scale,l=s.y_scale,r=this.model.overlay,{left:o,right:_,top:h,bottom:d}=r,g=this.model.overlay.line_width+a.EDGE_TOLERANCE;null!=t&&this.model.x_interaction&&(u(e.sx,o,n,g)?this.side=1:u(e.sx,_,n,g)?this.side=2:c(e.sx,e.sy,n,l,r)&&(this.side=3)),null!=i&&this.model.y_interaction&&(0==this.side&&u(e.sy,d,l,g)&&(this.side=4),0==this.side&&u(e.sy,h,l,g)?this.side=5:c(e.sx,e.sy,n,l,this.model.overlay)&&(3==this.side?this.side=7:this.side=6))}_pan(e){const t=this.plot_view.frame,i=e.deltaX-this.last_dx,s=e.deltaY-this.last_dy,n=this.model.x_range,l=this.model.y_range,a=t.x_scale,r=t.y_scale;if(null!=n)if(3==this.side||7==this.side)m(n,a,i,t.x_range);else if(1==this.side){const e=y(n.start,a,i,t.x_range);this.side=v(e,n,this.side)}else if(2==this.side){const e=y(n.end,a,i,t.x_range);this.side=f(e,n,this.side)}if(null!=l)if(6==this.side||7==this.side)m(l,r,s,t.y_range);else if(4==this.side){const e=y(l.start,r,s,t.y_range);this.side=v(e,l,this.side)}else if(5==this.side){const e=y(l.end,r,s,t.y_range);this.side=f(e,l,this.side)}this.last_dx=e.deltaX,this.last_dy=e.deltaY}_pan_end(e){this.side=0,this.plot_view.trigger_ranges_update_event()}}i.RangeToolView=p,p.__name__=\"RangeToolView\";const x=()=>new a.BoxAnnotation({level:\"overlay\",fill_color:\"lightgrey\",fill_alpha:.5,line_color:\"black\",line_alpha:1,line_width:.5,line_dash:[2,2]});class w extends _.GestureTool{constructor(e){super(e),this.tool_name=\"Range Tool\",this.icon=h.tool_icon_range,this.event_type=\"pan\",this.default_order=1}initialize(){super.initialize(),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}update_overlay_from_ranges(){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)}}i.RangeTool=w,l=w,w.__name__=\"RangeTool\",l.prototype.default_view=p,l.define((({Boolean:e,Ref:t,Nullable:i})=>({x_range:[i(t(r.Range1d)),null],x_interaction:[e,!0],y_range:[i(t(r.Range1d)),null],y_interaction:[e,!0],overlay:[t(a.BoxAnnotation),x]})))},\n      function _(e,t,s,o,i){var l;o();const a=e(378),n=e(20),c=e(228);class _ extends a.SelectToolView{_tap(e){\"tap\"==this.model.gesture&&this._handle_tap(e)}_doubletap(e){\"doubletap\"==this.model.gesture&&this._handle_tap(e)}_handle_tap(e){const{sx:t,sy:s}=e,o={type:\"point\",sx:t,sy:s};this._select(o,!0,this._select_mode(e))}_select(e,t,s){const{callback:o}=this.model;if(\"select\"==this.model.behavior){const i=this._computed_renderers_by_data_source();for(const[,l]of i){const i=l[0].get_selection_manager(),a=l.map((e=>this.plot_view.renderer_view(e))).filter((e=>null!=e));if(i.select(a,e,t,s)&&null!=o){const t=a[0].coordinates.x_scale.invert(e.sx),s=a[0].coordinates.y_scale.invert(e.sy),l={geometries:Object.assign(Object.assign({},e),{x:t,y:s}),source:i.source};o.execute(this.model,l)}}this._emit_selection_event(e),this.plot_view.state.push(\"tap\",{selection:this.plot_view.get_selection()})}else for(const t of this.computed_renderers){const s=this.plot_view.renderer_view(t);if(null==s)continue;const i=t.get_selection_manager();if(i.inspect(s,e)&&null!=o){const t=s.coordinates.x_scale.invert(e.sx),l=s.coordinates.y_scale.invert(e.sy),a={geometries:Object.assign(Object.assign({},e),{x:t,y:l}),source:i.source};o.execute(this.model,a)}}}}s.TapToolView=_,_.__name__=\"TapToolView\";class r extends a.SelectTool{constructor(e){super(e),this.tool_name=\"Tap\",this.icon=c.tool_icon_tap_select,this.event_type=\"tap\",this.default_order=10}}s.TapTool=r,l=r,r.__name__=\"TapTool\",l.prototype.default_view=_,l.define((({Any:e,Enum:t,Nullable:s})=>({behavior:[n.TapBehavior,\"select\"],gesture:[t(\"tap\",\"doubletap\"),\"tap\"],callback:[s(e)]}))),l.register_alias(\"click\",(()=>new r({behavior:\"inspect\"}))),l.register_alias(\"tap\",(()=>new r)),l.register_alias(\"doubletap\",(()=>new r({gesture:\"doubletap\"})))},\n      function _(e,t,s,n,i){var a;n();const o=e(223),l=e(20),_=e(228),r=e(384);class h extends o.GestureToolView{_scroll(e){let t=this.model.speed*e.delta;t>.9?t=.9:t<-.9&&(t=-.9),this._update_ranges(t)}_update_ranges(e){var t;const{frame:s}=this.plot_view,n=s.bbox.h_range,i=s.bbox.v_range,[a,o]=[n.start,n.end],[l,_]=[i.start,i.end];let h,d,p,c;switch(this.model.dimension){case\"height\":{const t=Math.abs(_-l);h=a,d=o,p=l-t*e,c=_-t*e;break}case\"width\":{const t=Math.abs(o-a);h=a-t*e,d=o-t*e,p=l,c=_;break}}const{x_scales:g,y_scales:u}=s,w={xrs:(0,r.update_ranges)(g,h,d),yrs:(0,r.update_ranges)(u,p,c),factor:e};this.plot_view.state.push(\"wheel_pan\",{range:w}),this.plot_view.update_range(w,{scrolling:!0}),null===(t=this.model.document)||void 0===t||t.interactive_start(this.plot_model,(()=>this.plot_view.trigger_ranges_update_event()))}}s.WheelPanToolView=h,h.__name__=\"WheelPanToolView\";class d extends o.GestureTool{constructor(e){super(e),this.tool_name=\"Wheel Pan\",this.icon=_.tool_icon_wheel_pan,this.event_type=\"scroll\",this.default_order=12}get tooltip(){return this._get_dim_tooltip(this.dimension)}}s.WheelPanTool=d,a=d,d.__name__=\"WheelPanTool\",a.prototype.default_view=h,a.define((()=>({dimension:[l.Dimension,\"width\"]}))),a.internal((({Number:e})=>({speed:[e,.001]}))),a.register_alias(\"xwheel_pan\",(()=>new d({dimension:\"width\"}))),a.register_alias(\"ywheel_pan\",(()=>new d({dimension:\"height\"})))},\n      function _(e,o,t,s,i){var n;s();const l=e(223),_=e(368),h=e(20),a=e(27),r=e(228);class m extends l.GestureToolView{_pinch(e){const{sx:o,sy:t,scale:s,ctrlKey:i,shiftKey:n}=e;let l;l=s>=1?20*(s-1):-20/s,this._scroll({type:\"wheel\",sx:o,sy:t,delta:l,ctrlKey:i,shiftKey:n})}_scroll(e){var o;const{frame:t}=this.plot_view,s=t.bbox.h_range,i=t.bbox.v_range,{sx:n,sy:l}=e,h=this.model.dimensions,a=(\"width\"==h||\"both\"==h)&&s.start<n&&n<s.end,r=(\"height\"==h||\"both\"==h)&&i.start<l&&l<i.end;if(!(a&&r||this.model.zoom_on_axis))return;const m=this.model.speed*e.delta,d=(0,_.scale_range)(t,m,a,r,{x:n,y:l});this.plot_view.state.push(\"wheel_zoom\",{range:d});const{maintain_focus:c}=this.model;this.plot_view.update_range(d,{scrolling:!0,maintain_focus:c}),null===(o=this.model.document)||void 0===o||o.interactive_start(this.plot_model,(()=>this.plot_view.trigger_ranges_update_event()))}}t.WheelZoomToolView=m,m.__name__=\"WheelZoomToolView\";class d extends l.GestureTool{constructor(e){super(e),this.tool_name=\"Wheel Zoom\",this.icon=r.tool_icon_wheel_zoom,this.event_type=a.is_mobile?\"pinch\":\"scroll\",this.default_order=10}get tooltip(){return this._get_dim_tooltip(this.dimensions)}}t.WheelZoomTool=d,n=d,d.__name__=\"WheelZoomTool\",n.prototype.default_view=m,n.define((({Boolean:e,Number:o})=>({dimensions:[h.Dimensions,\"both\"],maintain_focus:[e,!0],zoom_on_axis:[e,!0],speed:[o,1/600]}))),n.register_alias(\"wheel_zoom\",(()=>new d({dimensions:\"both\"}))),n.register_alias(\"xwheel_zoom\",(()=>new d({dimensions:\"width\"}))),n.register_alias(\"ywheel_zoom\",(()=>new d({dimensions:\"height\"})))},\n      function _(i,e,s,t,o){var n;t();const l=i(232),a=i(219),h=i(20),r=i(13),_=i(228);class c extends l.InspectToolView{_move(i){if(!this.model.active)return;const{sx:e,sy:s}=i;this.plot_view.frame.bbox.contains(e,s)?this._update_spans(e,s):this._update_spans(null,null)}_move_exit(i){this._update_spans(null,null)}_update_spans(i,e){const s=this.model.dimensions;\"width\"!=s&&\"both\"!=s||(this.model.spans.width.location=e),\"height\"!=s&&\"both\"!=s||(this.model.spans.height.location=i)}}s.CrosshairToolView=c,c.__name__=\"CrosshairToolView\";class p extends l.InspectTool{constructor(i){super(i),this.tool_name=\"Crosshair\",this.icon=_.tool_icon_crosshair}get tooltip(){return this._get_dim_tooltip(this.dimensions)}get synthetic_renderers(){return(0,r.values)(this.spans)}}s.CrosshairTool=p,n=p,p.__name__=\"CrosshairTool\",(()=>{function i(i,e){return new a.Span({for_hover:!0,dimension:e,location_units:\"screen\",level:\"overlay\",line_color:i.line_color,line_width:i.line_width,line_alpha:i.line_alpha})}n.prototype.default_view=c,n.define((({Alpha:i,Number:e,Color:s})=>({dimensions:[h.Dimensions,\"both\"],line_color:[s,\"black\"],line_width:[e,1],line_alpha:[i,1]}))),n.internal((({Struct:e,Ref:s})=>({spans:[e({width:s(a.Span),height:s(a.Span)}),e=>({width:i(e,\"width\"),height:i(e,\"height\")})]}))),n.register_alias(\"crosshair\",(()=>new p))})()},\n      function _(e,s,t,r,n){var o;r();const a=e(53),u=e(13),c=e(34);class i extends a.Model{constructor(e){super(e)}get values(){return(0,u.values)(this.args)}_make_code(e,s,t,r){return new Function(...(0,u.keys)(this.args),e,s,t,(0,c.use_strict)(r))}format(e,s,t){return this._make_code(\"value\",\"format\",\"special_vars\",this.code)(...this.values,e,s,t)}}t.CustomJSHover=i,o=i,i.__name__=\"CustomJSHover\",o.define((({Unknown:e,String:s,Dict:t})=>({args:[t(e),{}],code:[s,\"\"]})))},\n      function _(e,t,n,s,i){s();const o=e(1);var r;const l=e(232),a=e(390),c=e(241),_=e(175),d=e(339),p=e(176),h=e(177),u=e(283),m=e(186),y=e(187),f=e(189),x=(0,o.__importStar)(e(185)),v=e(152),w=e(43),g=e(22),b=e(13),k=e(234),C=e(8),S=e(113),T=e(20),$=e(228),R=e(15),A=e(66),M=(0,o.__importStar)(e(242)),V=e(392);function G(e,t,n,s,i,o){const r={x:i[e],y:o[e]},l={x:i[e+1],y:o[e+1]};let a,c;if(\"span\"==t.type)\"h\"==t.direction?(a=Math.abs(r.x-n),c=Math.abs(l.x-n)):(a=Math.abs(r.y-s),c=Math.abs(l.y-s));else{const e={x:n,y:s};a=x.dist_2_pts(r,e),c=x.dist_2_pts(l,e)}return a<c?[[r.x,r.y],e]:[[l.x,l.y],e+1]}function H(e,t,n){return[[e[n],t[n]],n]}n._nearest_line_hit=G,n._line_hit=H;class z extends l.InspectToolView{initialize(){super.initialize(),this._ttmodels=new Map,this._ttviews=new Map}async lazy_initialize(){await super.lazy_initialize(),await this._update_ttmodels();const{tooltips:e}=this.model;e instanceof V.Template&&(this._template_view=await(0,S.build_view)(e,{parent:this}),this._template_view.render())}remove(){var e;null===(e=this._template_view)||void 0===e||e.remove(),(0,S.remove_views)(this._ttviews),super.remove()}connect_signals(){super.connect_signals();const e=this.plot_model.properties.renderers,{renderers:t,tooltips:n}=this.model.properties;this.on_change(n,(()=>delete this._template_el)),this.on_change([e,t,n],(async()=>await this._update_ttmodels()))}async _update_ttmodels(){const{_ttmodels:e,computed_renderers:t}=this;e.clear();const{tooltips:n}=this.model;if(null!=n)for(const t of this.computed_renderers){const s=new c.Tooltip({custom:(0,C.isString)(n)||(0,C.isFunction)(n),attachment:this.model.attachment,show_arrow:this.model.show_arrow});t instanceof _.GlyphRenderer?e.set(t,s):t instanceof d.GraphRenderer&&(e.set(t.node_renderer,s),e.set(t.edge_renderer,s))}const s=await(0,S.build_views)(this._ttviews,[...e.values()],{parent:this.plot_view});for(const e of s)e.render();const i=[...function*(){for(const e of t)e instanceof _.GlyphRenderer?yield e:e instanceof d.GraphRenderer&&(yield e.node_renderer,yield e.edge_renderer)}()],o=this._slots.get(this._update);if(null!=o){const e=new Set(i.map((e=>e.data_source)));R.Signal.disconnect_receiver(this,o,e)}for(const e of i)this.connect(e.data_source.inspect,this._update)}get computed_renderers(){const{renderers:e,names:t}=this.model,n=this.plot_model.data_renderers;return(0,A.compute_renderers)(e,n,t)}get ttmodels(){return this._ttmodels}_clear(){this._inspect(1/0,1/0);for(const[,e]of this.ttmodels)e.clear()}_move(e){if(!this.model.active)return;const{sx:t,sy:n}=e;this.plot_view.frame.bbox.contains(t,n)?this._inspect(t,n):this._clear()}_move_exit(){this._clear()}_inspect(e,t){let n;if(\"mouse\"==this.model.mode)n={type:\"point\",sx:e,sy:t};else{n={type:\"span\",direction:\"vline\"==this.model.mode?\"h\":\"v\",sx:e,sy:t}}for(const e of this.computed_renderers){const t=e.get_selection_manager(),s=this.plot_view.renderer_view(e);null!=s&&t.inspect(s,n)}this._emit_callback(n)}_update([e,{geometry:t}]){var n,s;if(!this.model.active)return;if(\"point\"!=t.type&&\"span\"!=t.type)return;if(!(e instanceof _.GlyphRenderer))return;if(\"ignore\"==this.model.muted_policy&&e.muted)return;const i=this.ttmodels.get(e);if(null==i)return;const o=e.get_selection_manager(),r=o.inspectors.get(e),l=e.view.convert_selection_to_subset(r);if(r.is_empty()&&null==r.view)return void i.clear();const a=o.source,c=this.plot_view.renderer_view(e);if(null==c)return;const{sx:d,sy:p}=t,x=c.coordinates.x_scale,v=c.coordinates.y_scale,g=x.invert(d),k=v.invert(p),{glyph:C}=c,S=[];if(C instanceof m.PatchView){const[t,n]=[d,p],s={x:g,y:k,sx:d,sy:p,rx:t,ry:n,name:e.name};S.push([t,n,this._render_tooltips(a,-1,s)])}if(C instanceof y.HAreaView)for(const t of l.line_indices){const n=C._x1,s=C._x2,i=C._y,[o,r]=[d,p],c={index:t,x:g,y:k,sx:d,sy:p,data_x1:n,data_x2:s,data_y:i,rx:o,ry:r,indices:l.line_indices,name:e.name};S.push([o,r,this._render_tooltips(a,t,c)])}if(C instanceof f.VAreaView)for(const t of l.line_indices){const n=C._x,s=C._y1,i=C._y2,[o,r]=[d,p],c={index:t,x:g,y:k,sx:d,sy:p,data_x:n,data_y1:s,data_y2:i,rx:o,ry:r,indices:l.line_indices,name:e.name};S.push([o,r,this._render_tooltips(a,t,c)])}if(C instanceof h.LineView)for(const n of l.line_indices){let s,i,o=C._x[n+1],r=C._y[n+1],c=n;switch(this.model.line_policy){case\"interp\":[o,r]=C.get_interpolation_hit(n,t),s=x.compute(o),i=v.compute(r);break;case\"prev\":[[s,i],c]=H(C.sx,C.sy,n);break;case\"next\":[[s,i],c]=H(C.sx,C.sy,n+1);break;case\"nearest\":[[s,i],c]=G(n,t,d,p,C.sx,C.sy),o=C._x[c],r=C._y[c];break;default:[s,i]=[d,p]}const _={index:c,x:g,y:k,sx:d,sy:p,data_x:o,data_y:r,rx:s,ry:i,indices:l.line_indices,name:e.name};S.push([s,i,this._render_tooltips(a,c,_)])}for(const t of r.image_indices){const n={index:t.index,x:g,y:k,sx:d,sy:p,name:e.name},s=this._render_tooltips(a,t,n);S.push([d,p,s])}for(const i of l.indices)if(C instanceof u.MultiLineView&&!(0,b.isEmpty)(l.multiline_indices))for(const n of l.multiline_indices[i.toString()]){let s,o,r,c=C._xs.get(i)[n],h=C._ys.get(i)[n],u=n;switch(this.model.line_policy){case\"interp\":[c,h]=C.get_interpolation_hit(i,n,t),s=x.compute(c),o=v.compute(h);break;case\"prev\":[[s,o],u]=H(C.sxs.get(i),C.sys.get(i),n);break;case\"next\":[[s,o],u]=H(C.sxs.get(i),C.sys.get(i),n+1);break;case\"nearest\":[[s,o],u]=G(n,t,d,p,C.sxs.get(i),C.sys.get(i)),c=C._xs.get(i)[u],h=C._ys.get(i)[u];break;default:throw new Error(\"shouldn't have happened\")}r=e instanceof _.GlyphRenderer?e.view.convert_indices_from_subset([i])[0]:i;const m={index:r,x:g,y:k,sx:d,sy:p,data_x:c,data_y:h,segment_index:u,indices:l.multiline_indices,name:e.name};S.push([s,o,this._render_tooltips(a,r,m)])}else{const t=null===(n=C._x)||void 0===n?void 0:n[i],o=null===(s=C._y)||void 0===s?void 0:s[i];let r,c,h;if(\"snap_to_data\"==this.model.point_policy){let e=C.get_anchor_point(this.model.anchor,i,[d,p]);if(null==e&&(e=C.get_anchor_point(\"center\",i,[d,p]),null==e))continue;r=e.x,c=e.y}else[r,c]=[d,p];h=e instanceof _.GlyphRenderer?e.view.convert_indices_from_subset([i])[0]:i;const u={index:h,x:g,y:k,sx:d,sy:p,data_x:t,data_y:o,indices:l.indices,name:e.name};S.push([r,c,this._render_tooltips(a,h,u)])}if(0==S.length)i.clear();else{const{content:e}=i;(0,w.empty)(i.content);for(const[,,t]of S)null!=t&&e.appendChild(t);const[t,n]=S[S.length-1];i.setv({position:[t,n]},{check_eq:!1})}}_emit_callback(e){const{callback:t}=this.model;if(null!=t)for(const n of this.computed_renderers){if(!(n instanceof _.GlyphRenderer))continue;const s=this.plot_view.renderer_view(n);if(null==s)continue;const{x_scale:i,y_scale:o}=s.coordinates,r=i.invert(e.sx),l=o.invert(e.sy),a=n.data_source.inspected;t.execute(this.model,{geometry:Object.assign({x:r,y:l},e),renderer:n,index:a})}}_create_template(e){const t=(0,w.div)({style:{display:\"table\",borderSpacing:\"2px\"}});for(const[n]of e){const e=(0,w.div)({style:{display:\"table-row\"}});t.appendChild(e);const s=(0,w.div)({style:{display:\"table-cell\"},class:M.tooltip_row_label},0!=n.length?`${n}: `:\"\");e.appendChild(s);const i=(0,w.span)();i.dataset.value=\"\";const o=(0,w.span)({class:M.tooltip_color_block},\" \");o.dataset.swatch=\"\",(0,w.undisplay)(o);const r=(0,w.div)({style:{display:\"table-cell\"},class:M.tooltip_row_value},i,o);e.appendChild(r)}return t}_render_template(e,t,n,s,i){const o=e.cloneNode(!0),r=o.querySelectorAll(\"[data-value]\"),l=o.querySelectorAll(\"[data-swatch]\"),a=/\\$color(\\[.*\\])?:(\\w*)/,c=/\\$swatch:(\\w*)/;for(const[[,e],o]of(0,k.enumerate)(t)){const t=e.match(c),_=e.match(a);if(null!=t||null!=_){if(null!=t){const[,e]=t,i=n.get_column(e);if(null==i)r[o].textContent=`${e} unknown`;else{const e=(0,C.isNumber)(s)?i[s]:null;null!=e&&(l[o].style.backgroundColor=(0,g.color2css)(e),(0,w.display)(l[o]))}}if(null!=_){const[,e=\"\",t]=_,i=n.get_column(t);if(null==i){r[o].textContent=`${t} unknown`;continue}const a=e.indexOf(\"hex\")>=0,c=e.indexOf(\"swatch\")>=0,d=(0,C.isNumber)(s)?i[s]:null;if(null==d){r[o].textContent=\"(null)\";continue}r[o].textContent=a?(0,g.color2hex)(d):(0,g.color2css)(d),c&&(l[o].style.backgroundColor=(0,g.color2css)(d),(0,w.display)(l[o]))}}else{const t=(0,v.replace_placeholders)(e.replace(\"$~\",\"$data_\"),n,s,this.model.formatters,i);if((0,C.isString)(t))r[o].textContent=t;else for(const e of t)r[o].appendChild(e)}}return o}_render_tooltips(e,t,n){var s;const{tooltips:i}=this.model;if((0,C.isString)(i)){const s=(0,v.replace_placeholders)({html:i},e,t,this.model.formatters,n);return(0,w.div)(s)}if((0,C.isFunction)(i))return i(e,n);if(i instanceof V.Template)return this._template_view.update(e,t,n),this._template_view.el;if(null!=i){const o=null!==(s=this._template_el)&&void 0!==s?s:this._template_el=this._create_template(i);return this._render_template(o,i,e,t,n)}return null}}n.HoverToolView=z,z.__name__=\"HoverToolView\";class P extends l.InspectTool{constructor(e){super(e),this.tool_name=\"Hover\",this.icon=$.tool_icon_hover}}n.HoverTool=P,r=P,P.__name__=\"HoverTool\",r.prototype.default_view=z,r.define((({Any:e,Boolean:t,String:n,Array:s,Tuple:i,Dict:o,Or:r,Ref:l,Function:c,Auto:_,Nullable:d})=>({tooltips:[d(r(l(V.Template),n,s(i(n,n)),c())),[[\"index\",\"$index\"],[\"data (x, y)\",\"($x, $y)\"],[\"screen (x, y)\",\"($sx, $sy)\"]]],formatters:[o(r(l(a.CustomJSHover),v.FormatterType)),{}],renderers:[r(s(l(p.DataRenderer)),_),\"auto\"],names:[s(n),[]],mode:[T.HoverMode,\"mouse\"],muted_policy:[T.MutedPolicy,\"show\"],point_policy:[T.PointPolicy,\"snap_to_data\"],line_policy:[T.LinePolicy,\"nearest\"],show_arrow:[t,!0],anchor:[T.Anchor,\"center\"],attachment:[T.TooltipAttachment,\"horizontal\"],callback:[d(e)]}))),r.register_alias(\"hover\",(()=>new P))},\n      function _(e,t,s,n,a){n();const l=e(1);var i,_,o,r,c,d,p,u,m,w,f,h,x;const v=e(53),y=e(309),V=e(393);a(\"Styles\",V.Styles);const g=e(43),T=e(42),b=e(226),R=e(113),D=e(8),M=e(13),S=(0,l.__importStar)(e(242)),O=e(152);class C extends b.DOMView{}s.DOMNodeView=C,C.__name__=\"DOMNodeView\";class z extends v.Model{constructor(e){super(e)}}s.DOMNode=z,z.__name__=\"DOMNode\",z.__module__=\"bokeh.models.dom\";class P extends C{render(){super.render(),this.el.textContent=this.model.content}_createElement(){return document.createTextNode(\"\")}}s.TextView=P,P.__name__=\"TextView\";class A extends z{constructor(e){super(e)}}s.Text=A,i=A,A.__name__=\"Text\",i.prototype.default_view=P,i.define((({String:e})=>({content:[e,\"\"]})));class N extends C{}s.PlaceholderView=N,N.__name__=\"PlaceholderView\",N.tag_name=\"span\";class E extends z{constructor(e){super(e)}}s.Placeholder=E,_=E,E.__name__=\"Placeholder\",_.define((({})=>({})));class G extends N{update(e,t,s){this.el.textContent=t.toString()}}s.IndexView=G,G.__name__=\"IndexView\";class I extends E{constructor(e){super(e)}}s.Index=I,o=I,I.__name__=\"Index\",o.prototype.default_view=G,o.define((({})=>({})));class k extends N{update(e,t,s){const n=(0,O._get_column_value)(this.model.field,e,t),a=null==n?\"???\":`${n}`;this.el.textContent=a}}s.ValueRefView=k,k.__name__=\"ValueRefView\";class $ extends E{constructor(e){super(e)}}s.ValueRef=$,r=$,$.__name__=\"ValueRef\",r.prototype.default_view=k,r.define((({String:e})=>({field:[e]})));class B extends k{render(){super.render(),this.value_el=(0,g.span)(),this.swatch_el=(0,g.span)({class:S.tooltip_color_block},\" \"),this.el.appendChild(this.value_el),this.el.appendChild(this.swatch_el)}update(e,t,s){const n=(0,O._get_column_value)(this.model.field,e,t),a=null==n?\"???\":`${n}`;this.el.textContent=a}}s.ColorRefView=B,B.__name__=\"ColorRefView\";class L extends ${constructor(e){super(e)}}s.ColorRef=L,c=L,L.__name__=\"ColorRef\",c.prototype.default_view=B,c.define((({Boolean:e})=>({hex:[e,!0],swatch:[e,!0]})));class j extends C{constructor(){super(...arguments),this.child_views=new Map}async lazy_initialize(){await super.lazy_initialize();const e=this.model.children.filter((e=>e instanceof v.Model));await(0,R.build_views)(this.child_views,e,{parent:this})}render(){super.render();const{style:e}=this.model;if(null!=e)if(e instanceof V.Styles)for(const t of e){const e=t.get_value();if((0,D.isString)(e)){const s=t.attr.replace(/_/g,\"-\");this.el.style.hasOwnProperty(s)&&this.el.style.setProperty(s,e)}}else for(const[t,s]of(0,M.entries)(e)){const e=t.replace(/_/g,\"-\");this.el.style.hasOwnProperty(e)&&this.el.style.setProperty(e,s)}for(const e of this.model.children)if((0,D.isString)(e)){const t=document.createTextNode(e);this.el.appendChild(t)}else{this.child_views.get(e).renderTo(this.el)}}}s.DOMElementView=j,j.__name__=\"DOMElementView\";class q extends z{constructor(e){super(e)}}s.DOMElement=q,d=q,q.__name__=\"DOMElement\",d.define((({String:e,Array:t,Dict:s,Or:n,Nullable:a,Ref:l})=>({style:[a(n(l(V.Styles),s(e))),null],children:[t(n(e,l(z),l(y.LayoutDOM))),[]]})));class F extends T.View{}s.ActionView=F,F.__name__=\"ActionView\";class H extends v.Model{constructor(e){super(e)}}s.Action=H,p=H,H.__name__=\"Action\",H.__module__=\"bokeh.models.dom\",p.define((({})=>({})));class J extends j{constructor(){super(...arguments),this.action_views=new Map}async lazy_initialize(){await super.lazy_initialize(),await(0,R.build_views)(this.action_views,this.model.actions,{parent:this})}remove(){(0,R.remove_views)(this.action_views),super.remove()}update(e,t,s={}){!function n(a){for(const l of a.child_views.values())l instanceof N?l.update(e,t,s):l instanceof j&&n(l)}(this);for(const n of this.action_views.values())n.update(e,t,s)}}s.TemplateView=J,J.__name__=\"TemplateView\",J.tag_name=\"div\";class K extends q{}s.Template=K,u=K,K.__name__=\"Template\",u.prototype.default_view=J,u.define((({Array:e,Ref:t})=>({actions:[e(t(H)),[]]})));class Q extends j{}s.SpanView=Q,Q.__name__=\"SpanView\",Q.tag_name=\"span\";class U extends q{}s.Span=U,m=U,U.__name__=\"Span\",m.prototype.default_view=Q;class W extends j{}s.DivView=W,W.__name__=\"DivView\",W.tag_name=\"div\";class X extends q{}s.Div=X,w=X,X.__name__=\"Div\",w.prototype.default_view=W;class Y extends j{}s.TableView=Y,Y.__name__=\"TableView\",Y.tag_name=\"table\";class Z extends q{}s.Table=Z,f=Z,Z.__name__=\"Table\",f.prototype.default_view=Y;class ee extends j{}s.TableRowView=ee,ee.__name__=\"TableRowView\",ee.tag_name=\"tr\";class te extends q{}s.TableRow=te,h=te,te.__name__=\"TableRow\",h.prototype.default_view=ee;const se=e(41),ne=e(234);class ae extends F{update(e,t,s){for(const[e,s]of(0,ne.enumerate)(this.model.groups))e.visible=t==s}}s.ToggleGroupView=ae,ae.__name__=\"ToggleGroupView\";class le extends H{constructor(e){super(e)}}s.ToggleGroup=le,x=le,le.__name__=\"ToggleGroup\",x.prototype.default_view=ae,x.define((({Array:e,Ref:t})=>({groups:[e(t(se.RendererGroup)),[]]})))},\n      function _(l,n,u,_,e){var t;_();const o=l(53);class r extends 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     function _(t,o,e,n,s){var i;n();const l=t(15),c=t(53),r=t(224),a=t(232),u=t(234);class h extends c.Model{constructor(t){super(t)}get button_view(){return this.tools[0].button_view}get event_type(){return this.tools[0].event_type}get tooltip(){return this.tools[0].tooltip}get tool_name(){return this.tools[0].tool_name}get icon(){return this.tools[0].computed_icon}get computed_icon(){return this.icon}get toggleable(){const t=this.tools[0];return t instanceof a.InspectTool&&t.toggleable}initialize(){super.initialize(),this.do=new l.Signal0(this,\"do\")}connect_signals(){super.connect_signals(),this.connect(this.do,(()=>this.doit())),this.connect(this.properties.active.change,(()=>this.set_active()));for(const t of this.tools)this.connect(t.properties.active.change,(()=>{this.active=t.active}))}doit(){for(const t of this.tools)t.do.emit()}set_active(){for(const t of this.tools)t.active=this.active}get menu(){const{menu:t}=this.tools[0];if(null==t)return null;const o=[];for(const[e,n]of(0,u.enumerate)(t))if(null==e)o.push(null);else{const t=()=>{var t,o,e;for(const s of this.tools)null===(e=null===(o=null===(t=s.menu)||void 0===t?void 0:t[n])||void 0===o?void 0:o.handler)||void 0===e||e.call(o)};o.push(Object.assign(Object.assign({},e),{handler:t}))}return o}}e.ToolProxy=h,i=h,h.__name__=\"ToolProxy\",i.define((({Boolean:t,Array:o,Ref:e})=>({tools:[o(e(r.ButtonTool)),[]],active:[t,!1],disabled:[t,!1]})))},\n      function _(o,t,s,e,i){var n,r;e();const l=o(20),c=o(9),h=o(13),a=o(233),_=o(221),p=o(394),u=o(309),f=o(207);class y extends a.ToolbarBase{constructor(o){super(o)}initialize(){super.initialize(),this._merge_tools()}_merge_tools(){this._proxied_tools=[];const o={},t={},s={},e=[],i=[];for(const o of this.help)(0,c.includes)(i,o.redirect)||(e.push(o),i.push(o.redirect));this._proxied_tools.push(...e),this.help=e;for(const[o,t]of(0,h.entries)(this.gestures)){o in s||(s[o]={});for(const e of t.tools)e.type in s[o]||(s[o][e.type]=[]),s[o][e.type].push(e)}for(const t of this.inspectors)t.type in o||(o[t.type]=[]),o[t.type].push(t);for(const o of this.actions)o.type in t||(t[o.type]=[]),t[o.type].push(o);const n=(o,t=!1)=>{const s=new p.ToolProxy({tools:o,active:t});return this._proxied_tools.push(s),s};for(const o of(0,h.keys)(s)){const t=this.gestures[o];t.tools=[];for(const e of(0,h.keys)(s[o])){const i=s[o][e];if(i.length>0)if(\"multi\"==o)for(const o of i){const s=n([o]);t.tools.push(s),this.connect(s.properties.active.change,(()=>this._active_change(s)))}else{const o=n(i);t.tools.push(o),this.connect(o.properties.active.change,(()=>this._active_change(o)))}}}this.actions=[];for(const[o,s]of(0,h.entries)(t))if(\"CustomAction\"==o)for(const o of s)this.actions.push(n([o]));else s.length>0&&this.actions.push(n(s));this.inspectors=[];for(const t of(0,h.values)(o))t.length>0&&this.inspectors.push(n(t,!0));for(const[o,t]of(0,h.entries)(this.gestures))0!=t.tools.length&&(t.tools=(0,c.sort_by)(t.tools,(o=>o.default_order)),\"pinch\"!=o&&\"scroll\"!=o&&\"multi\"!=o&&(t.tools[0].active=!0))}}s.ProxyToolbar=y,n=y,y.__name__=\"ProxyToolbar\",n.define((({Array:o,Ref:t})=>({toolbars:[o(t(_.Toolbar)),[]]})));class d extends u.LayoutDOMView{initialize(){this.model.toolbar.toolbar_location=this.model.toolbar_location,super.initialize()}get child_models(){return[this.model.toolbar]}_update_layout(){this.layout=new f.ContentBox(this.child_views[0].el);const{toolbar:o}=this.model;o.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})}after_layout(){super.after_layout();const o=this.child_views[0];o.layout.bbox=this.layout.bbox,o.render()}}s.ToolbarBoxView=d,d.__name__=\"ToolbarBoxView\";class b extends u.LayoutDOM{constructor(o){super(o)}}s.ToolbarBox=b,r=b,b.__name__=\"ToolbarBox\",r.prototype.default_view=d,r.define((({Ref:o})=>({toolbar:[o(a.ToolbarBase)],toolbar_location:[l.Location,\"right\"]})))},\n      function _(e,n,r,t,o){t();const s=e(1),u=e(53),c=(0,s.__importStar)(e(21)),a=e(8),l=e(13);r.resolve_defs=function(e,n){var r,t,o,s;function i(e){return null!=e.module?`${e.module}.${e.name}`:e.name}function f(e){if((0,a.isString)(e))switch(e){case\"Any\":return c.Any;case\"Unknown\":return c.Unknown;case\"Boolean\":return c.Boolean;case\"Number\":return c.Number;case\"Int\":return c.Int;case\"String\":return c.String;case\"Null\":return c.Null}else switch(e[0]){case\"Nullable\":{const[,n]=e;return c.Nullable(f(n))}case\"Or\":{const[,...n]=e;return c.Or(...n.map(f))}case\"Tuple\":{const[,n,...r]=e;return c.Tuple(f(n),...r.map(f))}case\"Array\":{const[,n]=e;return c.Array(f(n))}case\"Struct\":{const[,...n]=e,r=n.map((([e,n])=>[e,f(n)]));return c.Struct((0,l.to_object)(r))}case\"Dict\":{const[,n]=e;return c.Dict(f(n))}case\"Map\":{const[,n,r]=e;return c.Map(f(n),f(r))}case\"Enum\":{const[,...n]=e;return c.Enum(...n)}case\"Ref\":{const[,r]=e,t=n.get(i(r));if(null!=t)return c.Ref(t);throw new Error(`${i(r)} wasn't defined before referencing it`)}case\"AnyRef\":return c.AnyRef()}}for(const c of e){const e=(()=>{if(null==c.extends)return u.Model;{const e=n.get(i(c.extends));if(null!=e)return e;throw new Error(`base model ${i(c.extends)} of ${i(c)} is not defined`)}})(),a=((s=class extends e{}).__name__=c.name,s.__module__=c.module,s);for(const e of null!==(r=c.properties)&&void 0!==r?r:[]){const n=f(null!==(t=e.kind)&&void 0!==t?t:\"Unknown\");a.define({[e.name]:[n,e.default]})}for(const e of null!==(o=c.overrides)&&void 0!==o?o:[])a.override({[e.name]:e.default});n.register(a)}}},\n      function _(n,e,t,o,i){o();const d=n(5),c=n(226),s=n(113),a=n(43),l=n(398);t.index={},t.add_document_standalone=async function(n,e,o=[],i=!1){const u=new Map;async function f(i){let d;const f=n.roots().indexOf(i),r=o[f];null!=r?d=r:e.classList.contains(l.BOKEH_ROOT)?d=e:(d=(0,a.div)({class:l.BOKEH_ROOT}),e.appendChild(d));const w=await(0,s.build_view)(i,{parent:null});return w instanceof c.DOMView&&w.renderTo(d),u.set(i,w),t.index[i.id]=w,w}for(const e of n.roots())await f(e);return i&&(window.document.title=n.title()),n.on_change((n=>{n instanceof d.RootAddedEvent?f(n.model):n instanceof d.RootRemovedEvent?function(n){const e=u.get(n);null!=e&&(e.remove(),u.delete(n),delete t.index[n.id])}(n.model):i&&n instanceof d.TitleChangedEvent&&(window.document.title=n.title)})),[...u.values()]}},\n      function _(o,e,n,t,r){t();const l=o(43),d=o(44);function u(o){let e=document.getElementById(o);if(null==e)throw new Error(`Error rendering Bokeh model: could not find #${o} HTML tag`);if(!document.body.contains(e))throw new Error(`Error rendering Bokeh model: element #${o} must be under <body>`);if(\"SCRIPT\"==e.tagName){const o=(0,l.div)({class:n.BOKEH_ROOT});(0,l.replaceWith)(e,o),e=o}return e}n.BOKEH_ROOT=d.root,n._resolve_element=function(o){const{elementid:e}=o;return null!=e?u(e):document.body},n._resolve_root_elements=function(o){const e=[];if(null!=o.root_ids&&null!=o.roots)for(const n of o.root_ids)e.push(u(o.roots[n]));return e}},\n      function _(n,o,t,s,e){s();const c=n(400),r=n(19),a=n(397);t._get_ws_url=function(n,o){let t,s=\"ws:\";return\"https:\"==window.location.protocol&&(s=\"wss:\"),null!=o?(t=document.createElement(\"a\"),t.href=o):t=window.location,null!=n?\"/\"==n&&(n=\"\"):n=t.pathname.replace(/\\/+$/,\"\"),`${s}//${t.host}${n}/ws`};const i={};t.add_document_from_session=async function(n,o,t,s=[],e=!1){const l=window.location.search.substr(1);let d;try{d=await function(n,o,t){const s=(0,c.parse_token)(o).session_id;n in i||(i[n]={});const e=i[n];return s in e||(e[s]=(0,c.pull_session)(n,o,t)),e[s]}(n,o,l)}catch(n){const t=(0,c.parse_token)(o).session_id;throw r.logger.error(`Failed to load Bokeh session ${t}: ${n}`),n}return(0,a.add_document_standalone)(d.document,t,s,e)}},\n      function _(e,s,n,t,o){t();const r=e(19),i=e(5),c=e(401),l=e(402),_=e(403);n.DEFAULT_SERVER_WEBSOCKET_URL=\"ws://localhost:5006/ws\",n.DEFAULT_TOKEN=\"eyJzZXNzaW9uX2lkIjogImRlZmF1bHQifQ\";let h=0;function a(e){let s=e.split(\".\")[0];const n=s.length%4;return 0!=n&&(s+=\"=\".repeat(4-n)),JSON.parse(atob(s.replace(/_/g,\"/\").replace(/-/g,\"+\")))}n.parse_token=a;class d{constructor(e=n.DEFAULT_SERVER_WEBSOCKET_URL,s=n.DEFAULT_TOKEN,t=null){this.url=e,this.token=s,this.args_string=t,this._number=h++,this.socket=null,this.session=null,this.closed_permanently=!1,this._current_handler=null,this._pending_replies=new Map,this._pending_messages=[],this._receiver=new l.Receiver,this.id=a(s).session_id.split(\".\")[0],r.logger.debug(`Creating websocket ${this._number} to '${this.url}' session '${this.id}'`)}async 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_.optional((function(){function r(e,r,n){t.assert(e,n+\" in \"+a,\"invalid \"+r+\", must be one of \"+Object.keys(v))}r(f.then,e,n),t.assert(f.else,n+\"&&typeof \"+n+'===\"object\"',\"invalid \"+e),r(f.else,e+\".rgb\",n+\".rgb\"),r(f.else,e+\".alpha\",n+\".alpha\")})),f.then(i,\"=\",o,\"=\",a,\"[\",n,\"];\"),f.else(i,\"=\",a,\"[\",n,\".rgb];\",o,\"=\",a,\"[\",n,\".alpha];\"),r(f),[i,o]}));case Pt:return f((function(e){return _.command(me(e)&&4===e.length,\"blend.color must be a 4d array\",t.commandStr),V(4,(function(t){return+e[t]}))}),(function(e,t,r){return _.optional((function(){e.assert(t,e.shared.isArrayLike+\"(\"+r+\")&&\"+r+\".length===4\",\"blend.color must be a 4d array\")})),V(4,(function(e){return t.def(\"+\",r,\"[\",e,\"]\")}))}));case tr:return f((function(e){return _.commandType(e,\"number\",o,t.commandStr),0|e}),(function(e,t,r){return _.optional((function(){e.assert(t,\"typeof \"+r+'===\"number\"',\"invalid stencil.mask\")})),t.def(r,\"|0\")}));case rr:return f((function(r){_.commandType(r,\"object\",o,t.commandStr);var n=r.cmp||\"keep\",a=r.ref||0,i=\"mask\"in r?r.mask:-1;return _.commandParameter(n,$r,e+\".cmp\",t.commandStr),_.commandType(a,\"number\",e+\".ref\",t.commandStr),_.commandType(i,\"number\",e+\".mask\",t.commandStr),[$r[n],a,i]}),(function(e,t,r){var n=e.constants.compareFuncs;return _.optional((function(){function a(){e.assert(t,Array.prototype.join.call(arguments,\"\"),\"invalid stencil.func\")}a(r+\"&&typeof \",r,'===\"object\"'),a('!(\"cmp\" in ',r,\")||(\",r,\".cmp in \",n,\")\")})),[t.def('\"cmp\" in ',r,\"?\",n,\"[\",r,\".cmp]\",\":\",Qr),t.def(r,\".ref|0\"),t.def('\"mask\" in ',r,\"?\",r,\".mask|0:-1\")]}));case nr:case ar:return f((function(r){_.commandType(r,\"object\",o,t.commandStr);var n=r.fail||\"keep\",a=r.zfail||\"keep\",i=r.zpass||\"keep\";return _.commandParameter(n,Kr,e+\".fail\",t.commandStr),_.commandParameter(a,Kr,e+\".zfail\",t.commandStr),_.commandParameter(i,Kr,e+\".zpass\",t.commandStr),[e===ar?Nr:Hr,Kr[n],Kr[a],Kr[i]]}),(function(t,r,n){var a=t.constants.stencilOps;function i(i){return _.optional((function(){t.assert(r,'!(\"'+i+'\" in '+n+\")||(\"+n+\".\"+i+\" in \"+a+\")\",\"invalid \"+e+\".\"+i+\", must be one of \"+Object.keys(Kr))})),r.def('\"',i,'\" in ',n,\"?\",a,\"[\",n,\".\",i,\"]:\",Qr)}return _.optional((function(){t.assert(r,n+\"&&typeof \"+n+'===\"object\"',\"invalid \"+e)})),[e===ar?Nr:Hr,i(\"fail\"),i(\"zfail\"),i(\"zpass\")]}));case $t:return f((function(e){_.commandType(e,\"object\",o,t.commandStr);var r=0|e.factor,n=0|e.units;return _.commandType(r,\"number\",o+\".factor\",t.commandStr),_.commandType(n,\"number\",o+\".units\",t.commandStr),[r,n]}),(function(t,r,n){return _.optional((function(){t.assert(r,n+\"&&typeof \"+n+'===\"object\"',\"invalid 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t=r.id(a[e]);_.optional((function(){l.shader(Jr[e],t,_.guessCommand())}));var n=an((function(){return t}));return n.id=t,n}if(e in i){var o=i[e];return on(o,(function(t,r){var n=t.invoke(r,o),a=r.def(t.shared.strings,\".id(\",n,\")\");return _.optional((function(){r(t.shared.shader,\".shader(\",Jr[e],\",\",a,\",\",t.command,\");\")})),a}))}return null}var f,u=o(lr),s=o(cr),c=null;return nn(u)&&nn(s)?(c=l.program(s.id,u.id,null,n),f=an((function(e,t){return e.link(c)}))):f=new rn(u&&u.thisDep||s&&s.thisDep,u&&u.contextDep||s&&s.contextDep,u&&u.propDep||s&&s.propDep,(function(e,t){var r,n=e.shared.shader;r=u?u.append(e,t):t.def(n,\".\",lr);var a=n+\".program(\"+(s?s.append(e,t):t.def(n,\".\",cr))+\",\"+r;return _.optional((function(){a+=\",\"+e.command})),t.def(a+\")\")})),{frag:u,vert:s,progVar:f,program:c}}(e,0,h);function O(e){var t=x[e];t&&(A[e]=t)}O(fr),O(E(or));var T=Object.keys(A).length>0,D={framebuffer:y,draw:w,shader:S,state:A,dirty:T,scopeVAO:null,drawVAO:null,useVAO:!1,attributes:{}};if(D.profile=function(e){var t,r=e.static,n=e.dynamic;if(ur in r){var a=!!r[ur];(t=an((function(e,t){return a}))).enable=a}else if(ur in n){var i=n[ur];t=on(i,(function(e,t){return e.invoke(t,i)}))}return t}(e),D.uniforms=function(e,t){var r=e.static,n=e.dynamic,a={};return Object.keys(r).forEach((function(e){var n,i=r[e];if(\"number\"==typeof i||\"boolean\"==typeof i)n=an((function(){return i}));else if(\"function\"==typeof i){var o=i._reglType;\"texture2d\"===o||\"textureCube\"===o?n=an((function(e){return e.link(i)})):\"framebuffer\"===o||\"framebufferCube\"===o?(_.command(i.color.length>0,'missing color attachment for framebuffer sent to uniform \"'+e+'\"',t.commandStr),n=an((function(e){return e.link(i.color[0])}))):_.commandRaise('invalid data for uniform \"'+e+'\"',t.commandStr)}else me(i)?n=an((function(t){return 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miter_too_large_start = false;\\n    bool miter_too_large_end = false;\\n\\n    v_coords.y = a_position.y*halfwidth;  // Overwritten later for end points.\\n\\n    bool has_start_cap = a_show_prev < 0.5;\\n    bool has_end_cap = a_show_next < 0.5;\\n\\n    vec2 point_normal_start;\\n    float cos_theta_start;\\n    float turn_right_start;\\n    if (has_start_cap)\\n        point_normal_start = segment_right;\\n    else {\\n        vec2 prev_right = right_vector(normalize(a_point_start - a_point_prev));\\n        point_normal_start = normalize(segment_right + prev_right);\\n        cos_theta_start = dot(segment_right, point_normal_start);  // Always +ve\\n        turn_right_start = sign_no_zero(dot(segment_right, a_point_prev - a_point_start));\\n    }\\n\\n    vec2 point_normal_end;\\n    float cos_theta_end;\\n    float turn_right_end;\\n    if (has_end_cap)\\n        point_normal_end = segment_right;\\n    else {\\n        vec2 next_right = right_vector(normalize(a_point_next - a_point_end));\\n        point_normal_end = normalize(segment_right + next_right);\\n        cos_theta_end = dot(segment_right, point_normal_end);  // Always +ve\\n        turn_right_end = sign_no_zero(dot(segment_right, a_point_next - a_point_end));\\n    }\\n\\n    float miter_factor_start = 1.0 / dot(segment_right, point_normal_start);\\n    float miter_factor_end = 1.0 / dot(segment_right, point_normal_end);\\n    if (join_type == miter_join) {\\n        // If miter too large, use bevel join instead.\\n        miter_too_large_start = (miter_factor_start > u_miter_limit);\\n        miter_too_large_end = (miter_factor_end > u_miter_limit);\\n    }\\n\\n    float sign_at_start = -sign(a_position.x);  // +ve at segment start, -ve end.\\n    vec2 point = sign_at_start > 0.0 ? a_point_start : a_point_end;\\n    vec2 adjacent_point =\\n        sign_at_start > 0.0 ? (has_start_cap ? a_point_start : a_point_prev)\\n                            : (has_end_cap ? a_point_end : a_point_next);\\n\\n    if ( (has_start_cap && sign_at_start > 0.0) ||\\n         (has_end_cap && sign_at_start < 0.0) ) {\\n        // Cap.\\n        xy = point - segment_right*(halfwidth*a_position.y);\\n        if (cap_type == butt_cap)\\n            xy -= sign_at_start*0.5*u_antialias*segment_along;\\n        else\\n            xy -= sign_at_start*halfwidth*segment_along;\\n    }\\n    else { // Join.\\n        // +ve if turning to right, -ve if to left.\\n        float turn_sign = sign_at_start > 0.0 ? turn_right_start : turn_right_end;\\n\\n        vec2 adjacent_right = sign_at_start*normalize(right_vector(point - adjacent_point));\\n        vec2 point_right = normalize(segment_right + adjacent_right);\\n        float miter_factor = sign_at_start > 0.0 ? miter_factor_start : miter_factor_end;\\n        bool miter_too_large = sign_at_start > 0.0 ? miter_too_large_start : miter_too_large_end;\\n\\n        if (abs(a_position.x) > 1.5) {\\n            // Outer point, meets prev/next segment.\\n            float factor;  // multiplied by halfwidth...\\n\\n            if (join_type == bevel_join || (join_type == miter_join && miter_too_large))\\n                factor = 1.0 / miter_factor;  // cos_theta.\\n            else if (join_type == round_join &&\\n                     miter_factor > min_miter_factor_round_join_mesh)\\n                factor = 1.0;\\n            else  // miter, or round (small angle only).\\n                factor = miter_factor;\\n\\n            xy = point - point_right*(halfwidth*turn_sign*factor);\\n            v_coords.y = turn_sign*halfwidth*factor / miter_factor;\\n        }\\n        else if (turn_sign*a_position.y < 0.0) {\\n            // Inner point, meets prev/next segment.\\n            float len = halfwidth*miter_factor;\\n            float segment_len = v_segment_length;\\n            float adjacent_len = distance(point, adjacent_point);\\n\\n            if (len <= min(segment_len, adjacent_len))\\n                // Normal behaviour.\\n                xy = point - point_right*(len*a_position.y);\\n            else\\n                // For short wide line segments the inner point using the above\\n                // calculation can be outside of the line.  Here clipping it.\\n                xy = point + segment_right*(halfwidth*turn_sign);\\n        }\\n        else {\\n            // Point along outside edge.\\n            xy = point - segment_right*(halfwidth*a_position.y);\\n            if (join_type == round_join &&\\n                miter_factor > min_miter_factor_round_join_mesh) {\\n                xy = line_intersection(xy, segment_along,\\n                                       point - turn_sign*point_right*halfwidth,\\n                                       right_vector(point_right));\\n            }\\n        }\\n    }\\n\\n    vec2 pos = xy + 0.5;  // Bokeh's offset.\\n    pos /= u_canvas_size / u_pixel_ratio;  // in 0..1\\n    gl_Position = vec4(2.0*pos.x - 1.0, 1.0 - 2.0*pos.y, 0.0, 1.0);\\n\\n    v_coords.x = dot(xy - a_point_start, segment_along);\\n    v_flags = float(int(has_start_cap) +\\n                    2*int(has_end_cap) +\\n                    4*int(miter_too_large_start) +\\n                    8*int(miter_too_large_end));\\n    v_cos_theta_turn_right_start = cos_theta_start*turn_right_start;\\n    v_cos_theta_turn_right_end = cos_theta_end*turn_right_end;\\n\\n#ifdef DASHED\\n    v_length_so_far = a_length_so_far;\\n#endif\\n}\\n\"},\n      416: function _(n,t,a,i,e){i();a.default=\"\\nprecision mediump float;\\n\\nconst int butt_cap   = 0;\\nconst int round_cap  = 1;\\nconst int square_cap = 2;\\n\\nconst int miter_join = 0;\\nconst int round_join = 1;\\nconst int bevel_join = 2;\\n\\nuniform float u_linewidth;\\nuniform float u_antialias;\\nuniform float u_line_join;\\nuniform float u_line_cap;\\nuniform vec4 u_line_color;\\n#ifdef DASHED\\nuniform sampler2D u_dash_tex;\\nuniform vec4 u_dash_tex_info;\\nuniform float u_dash_scale;\\nuniform float u_dash_offset;\\n#endif\\n\\nvarying float v_segment_length;\\nvarying vec2 v_coords;\\nvarying float v_flags;\\nvarying float v_cos_theta_turn_right_start;\\nvarying float v_cos_theta_turn_right_end;\\n#ifdef DASHED\\nvarying float v_length_so_far;\\n#endif\\n\\nfloat cross_z(in vec2 v0, in vec2 v1)\\n{\\n    return v0.x*v1.y - v0.y*v1.x;\\n}\\n\\nfloat point_line_side(in vec2 point, in vec2 start, in vec2 end)\\n{\\n    // +ve if point to right of line.\\n    // Alternatively could do dot product with right_vector.\\n    return cross_z(point - start, end - start);\\n}\\n\\nfloat point_line_distance(in vec2 point, in vec2 start, in vec2 end)\\n{\\n    return point_line_side(point, start, end) / distance(start, end);\\n}\\n\\nvec2 right_vector(in vec2 v)\\n{\\n    return vec2(v.y, -v.x);\\n}\\n\\nfloat bevel_join_distance(in float sign_start, in float halfwidth)\\n{\\n    float cos_theta_turn_right = sign_start > 0.0 ? v_cos_theta_turn_right_start\\n                                                  : v_cos_theta_turn_right_end;\\n    float cos_theta = abs(cos_theta_turn_right);\\n    float turn_right = sign(cos_theta_turn_right);\\n    float distance_along = sign_start > 0.0 ? 0.0 : v_segment_length;\\n\\n    // In v_coords reference frame (x is along segment, y across).\\n    vec2 line_start = vec2(distance_along, halfwidth*turn_right);\\n    float sin_alpha = cos_theta;\\n    float cos_alpha = sqrt(1.0 - sin_alpha*sin_alpha);\\n    vec2 line_along = vec2(-sign_start*turn_right*sin_alpha, -cos_alpha);\\n\\n    return halfwidth + sign_start*point_line_distance(\\n        v_coords, line_start, line_start+line_along);\\n}\\n\\nfloat cap(in int cap_type, in float x, in float y)\\n{\\n    // x is distance along segment in direction away from end of segment,\\n    // y is distance across segment.\\n    if (cap_type == butt_cap)\\n        return max(0.5*u_linewidth - x, abs(y));\\n    else if (cap_type == square_cap)\\n        return max(-x, abs(y));\\n    else  // cap_type == round_cap\\n        return distance(vec2(min(x, 0.0), y), vec2(0.0, 0.0));\\n}\\n\\nfloat distance_to_alpha(in float dist)\\n{\\n    return 1.0 - smoothstep(0.5*(u_linewidth - u_antialias),\\n                            0.5*(u_linewidth + u_antialias), dist);\\n}\\n\\n#ifdef DASHED\\nfloat dash_distance(in float x)\\n{\\n    // x is in direction of v_coords.x, i.e. along segment.\\n    float tex_length = u_dash_tex_info.x;\\n    float tex_offset = u_dash_tex_info.y;\\n    float tex_dist_min = u_dash_tex_info.z;\\n    float tex_dist_max = u_dash_tex_info.w;\\n\\n    // Apply offset.\\n    x += v_length_so_far - u_dash_scale*tex_offset + u_dash_offset;\\n\\n    // Interpolate within texture to obtain distance to dash.\\n    float dist = texture2D(u_dash_tex,\\n                           vec2(x / (tex_length*u_dash_scale), 0.0)).a;\\n\\n    // Scale distance within min and max limits.\\n    dist = tex_dist_min + dist*(tex_dist_max - tex_dist_min);\\n\\n    return u_dash_scale*dist;\\n}\\n\\nfloat clip_dash_distance(in float x, in float offset, in float sign_along)\\n{\\n    // Return clipped dash distance, sign_along is +1.0 if looking forward\\n    // into next segment and -1.0 if looking backward into previous segment.\\n    float half_antialias = 0.5*u_antialias;\\n\\n    if (sign_along*x > half_antialias) {\\n        // Outside antialias region, use usual dash distance.\\n        return dash_distance(offset + x);\\n    }\\n    else {\\n        // Inside antialias region.\\n        // Dash distance at edge of antialias region clipped to half_antialias.\\n        float edge_dist = min(dash_distance(offset + sign_along*half_antialias), half_antialias);\\n\\n        // Physical distance from dash distance at edge of antialias region.\\n        return edge_dist + sign_along*x - half_antialias;\\n    }\\n}\\n\\nmat2 rotation_matrix(in float sign_start)\\n{\\n    // Rotation matrix for v_coords from this segment to prev or next segment.\\n    float cos_theta_turn_right = sign_start > 0.0 ? v_cos_theta_turn_right_start\\n                                                  : v_cos_theta_turn_right_end;\\n    float cos_theta = abs(cos_theta_turn_right);\\n    float turn_right = sign(cos_theta_turn_right);\\n\\n    float sin_theta = sqrt(1.0 - cos_theta*cos_theta)*sign_start*turn_right;\\n    float cos_2theta = 2.0*cos_theta*cos_theta - 1.0;\\n    float sin_2theta = 2.0*sin_theta*cos_theta;\\n    return mat2(cos_2theta, -sin_2theta, sin_2theta, cos_2theta);\\n}\\n#endif\\n\\nvoid main()\\n{\\n    int join_type = int(u_line_join + 0.5);\\n    int cap_type = int(u_line_cap + 0.5);\\n    float halfwidth = 0.5*(u_linewidth + u_antialias);\\n    float half_antialias = 0.5*u_antialias;\\n\\n    // Extract flags.\\n    int flags = int(v_flags + 0.5);\\n    bool miter_too_large_end = (flags / 8 > 0);\\n    flags -= 8*int(miter_too_large_end);\\n    bool miter_too_large_start = (flags / 4 > 0);\\n    flags -= 4*int(miter_too_large_start);\\n    bool has_end_cap = (flags / 2 > 0);\\n    flags -= 2*int(has_end_cap);\\n    bool has_start_cap = flags > 0;\\n\\n    float dist = v_coords.y;  // For straight segment, and miter join.\\n\\n    // Along-segment coords with respect to end of segment, +ve inside segment\\n    // so equivalent to v_coords.x at start of segment.\\n    float end_coords_x = v_segment_length - v_coords.x;\\n\\n    if (v_coords.x <= half_antialias) {\\n        // At start of segment, either cap or join.\\n        if (has_start_cap)\\n            dist = cap(cap_type, v_coords.x, v_coords.y);\\n        else if (join_type == round_join)\\n            dist = distance(v_coords, vec2(0.0, 0.0));\\n        else if (join_type == bevel_join ||\\n                 (join_type == miter_join && miter_too_large_start))\\n            dist = max(abs(dist), bevel_join_distance(1.0, halfwidth));\\n        // else a miter join which uses the default dist calculation.\\n    }\\n    else if (end_coords_x <= half_antialias) {\\n        // At end of segment, either cap or join.\\n        if (has_end_cap)\\n            dist = cap(cap_type, end_coords_x, v_coords.y);\\n        else if (join_type == round_join)\\n            dist = distance(v_coords, vec2(v_segment_length, 0));\\n        else if ((join_type == bevel_join ||\\n                 (join_type == miter_join && miter_too_large_end)))\\n            dist = max(abs(dist), bevel_join_distance(-1.0, halfwidth));\\n        // else a miter join which uses the default dist calculation.\\n    }\\n\\n    float alpha = distance_to_alpha(abs(dist));\\n\\n#ifdef DASHED\\n    if (u_dash_tex_info.x >= 0.0) {\\n        // Dashes in straight segments (outside of joins) are easily calculated.\\n        dist = dash_distance(v_coords.x);\\n\\n        if (!has_start_cap && cap_type == butt_cap) {\\n            if (v_coords.x < half_antialias) {\\n                // Outer of start join rendered solid color or not at all\\n                // depending on whether corner point is in dash or gap, with\\n                // antialiased ends.\\n                if (dash_distance(0.0) > 0.0) {\\n                    // Corner is solid color.\\n                    dist = max(dist, min(half_antialias, -v_coords.x));\\n                    // Avoid visible antialiasing band between corner and dash.\\n                    dist = max(dist, dash_distance(half_antialias));\\n                }\\n                else {\\n                    // Use large negative value so corner not colored.\\n                    dist = -halfwidth;\\n\\n                    if (v_coords.x > -half_antialias) {\\n                        // Consider antialias region of dash after start region.\\n                        float edge_dist = min(dash_distance(half_antialias), half_antialias);\\n                        dist = max(dist, edge_dist + v_coords.x - half_antialias);\\n                    }\\n                }\\n            }\\n\\n            vec2 prev_coords = rotation_matrix(1.0)*v_coords;\\n\\n            if (abs(prev_coords.y) < halfwidth && prev_coords.x < half_antialias) {\\n                // Extend dashes across from end of previous segment, with antialiased end.\\n                float new_dist = clip_dash_distance(prev_coords.x, 0.0, -1.0);\\n                new_dist = min(new_dist, 0.5*u_linewidth - abs(prev_coords.y));\\n                dist = max(dist, new_dist);\\n            }\\n        }\\n\\n        if (!has_end_cap && cap_type == butt_cap) {\\n            if (end_coords_x < half_antialias) {\\n                // Similar for end join.\\n                if (dash_distance(v_segment_length) > 0.0) {\\n                    // Corner is solid color.\\n                    dist = max(dist, min(half_antialias, -end_coords_x));\\n                    // Avoid visible antialiasing band between corner and dash.\\n                    dist = max(dist, dash_distance(v_segment_length - half_antialias));\\n                }\\n                else {\\n                    // Use large negative value so corner not colored.\\n                    dist = -halfwidth;\\n\\n                    if (end_coords_x > -half_antialias) {\\n                        // Consider antialias region of dash before end region.\\n                        float edge_dist = min(dash_distance(v_segment_length - half_antialias),\\n                                              half_antialias);\\n                        dist = max(dist, edge_dist + end_coords_x - half_antialias);\\n                    }\\n                }\\n            }\\n\\n            vec2 next_coords = rotation_matrix(-1.0)*(v_coords - vec2(v_segment_length, 0.0));\\n\\n            if (abs(next_coords.y) < halfwidth && next_coords.x > -half_antialias) {\\n                // Extend dashes across from next segment, with antialiased end.\\n                float new_dist = clip_dash_distance(next_coords.x, v_segment_length, 1.0);\\n                new_dist = min(new_dist, 0.5*u_linewidth - abs(next_coords.y));\\n                dist = max(dist, new_dist);\\n            }\\n        }\\n\\n        dist = cap(cap_type, dist, v_coords.y);\\n\\n        float dash_alpha = distance_to_alpha(dist);\\n        alpha = min(alpha, dash_alpha);\\n    }\\n#endif\\n\\n    alpha = u_line_color.a*alpha;\\n    gl_FragColor = vec4(u_line_color.rgb*alpha, alpha);  // Premultiplied alpha.\\n}\\n\"},\n      417: function _(n,i,e,t,a){t();e.default=\"\\nprecision mediump float;\\n\\nattribute vec2 a_position;\\nattribute vec2 a_center;\\nattribute float a_width;\\nattribute float a_height;\\nattribute float a_angle; // In radians\\nattribute float a_linewidth;\\nattribute vec4 a_line_color;\\nattribute vec4 a_fill_color;\\nattribute float a_line_cap;\\nattribute float a_line_join;\\nattribute float a_show;\\n#ifdef HATCH\\nattribute float a_hatch_pattern;\\nattribute float a_hatch_scale;\\nattribute float a_hatch_weight;\\nattribute vec4 a_hatch_color;\\n#endif\\n\\nuniform float u_pixel_ratio;\\nuniform vec2 u_canvas_size;\\nuniform float u_antialias;\\nuniform float u_size_hint;\\n\\nvarying float v_linewidth;\\nvarying vec2 v_size; // 2D size for rects compared to 1D for markers.\\nvarying vec4 v_line_color;\\nvarying vec4 v_fill_color;\\nvarying float v_line_cap;\\nvarying float v_line_join;\\nvarying vec2 v_coords;\\n#ifdef HATCH\\nvarying float v_hatch_pattern;\\nvarying float v_hatch_scale;\\nvarying float v_hatch_weight;\\nvarying vec4 v_hatch_color;\\nvarying vec2 v_hatch_coords;\\n#endif\\n\\nvoid main()\\n{\\n  if (a_show < 0.5) {\\n    // Do not show this rect.\\n    gl_Position = vec4(-2.0, -2.0, 0.0, 1.0);\\n    return;\\n  }\\n\\n  v_size = vec2(a_width, a_height);\\n  v_linewidth = a_linewidth;\\n  v_line_color = a_line_color;\\n  v_fill_color = a_fill_color;\\n  v_line_cap = a_line_cap;\\n  v_line_join = a_line_join;\\n\\n  if (v_linewidth < 1.0) {\\n    // Linewidth less than 1 is implemented as 1 but with reduced alpha.\\n    v_line_color.a *= v_linewidth;\\n    v_linewidth = 1.0;\\n  }\\n\\n#ifdef HATCH\\n  v_hatch_pattern = a_hatch_pattern;\\n  v_hatch_scale = a_hatch_scale;\\n  v_hatch_weight = a_hatch_weight;\\n  v_hatch_color = a_hatch_color;\\n#endif\\n\\n  vec2 enclosing_size;\\n  // Need extra size of (v_linewidth+u_antialias) if edge of marker parallel to\\n  // edge of bounding box.  If symmetric spike towards edge then multiply by\\n  // 1/cos(theta) where theta is angle between spike and bbox edges.\\n  int size_hint = int(u_size_hint + 0.5);\\n  if (size_hint == 1)  // Dash\\n    enclosing_size = vec2(v_size.x + v_linewidth + u_antialias,\\n                          v_linewidth + u_antialias);\\n  else if (size_hint == 2)  // Dot\\n    enclosing_size = 0.25*v_size + u_antialias;\\n  else if (size_hint == 3)  // Diamond\\n    enclosing_size = vec2(v_size.x*(2.0/3.0) + (v_linewidth + u_antialias)*1.20185,\\n                          v_size.y + (v_linewidth + u_antialias)*1.80278);\\n  else if (size_hint == 4)  // Hex\\n    enclosing_size = v_size + (v_linewidth + u_antialias)*vec2(2.0/sqrt(3.0), 1.0);\\n  else if (size_hint == 5)  // Square pin\\n    enclosing_size = v_size + (v_linewidth + u_antialias)*3.1;\\n  else if (size_hint == 6)  // Triangle\\n    enclosing_size = vec2(v_size.x + (v_linewidth + u_antialias)*sqrt(3.0),\\n                          v_size.y*(2.0/sqrt(3.0)) + (v_linewidth + u_antialias)*2.0);\\n  else if (size_hint == 7)  // Triangle pin\\n    enclosing_size = v_size + (v_linewidth + u_antialias)*vec2(4.8, 6.0);\\n  else if (size_hint == 8)  // Star\\n    enclosing_size = vec2(v_size.x*0.95106 + (v_linewidth + u_antialias)*3.0,\\n                          v_size.y + (v_linewidth + u_antialias)*3.2);\\n  else\\n    enclosing_size = v_size + v_linewidth + u_antialias;\\n\\n  // Coordinates in rotated frame with respect to center of marker, used for\\n  // distance functions in fragment shader.\\n  v_coords = a_position*enclosing_size;\\n\\n  float c = cos(-a_angle);\\n  float s = sin(-a_angle);\\n  mat2 rotation = mat2(c, -s, s, c);\\n\\n  vec2 pos = a_center + rotation*v_coords;\\n#ifdef HATCH\\n  // Coordinates for hatching in unrotated frame of reference.\\n  v_hatch_coords = pos - 0.5;\\n#endif\\n  pos += 0.5; // Make up for Bokeh's offset.\\n  pos /= u_canvas_size / u_pixel_ratio; // 0 to 1.\\n  gl_Position = vec4(2.0*pos.x - 1.0, 1.0 - 2.0*pos.y, 0.0, 1.0);\\n}\\n\"},\n      418: function _(n,i,e,t,a){t();e.default=\"\\nprecision mediump float;\\n\\nconst float SQRT2 = sqrt(2.0);\\nconst float SQRT3 = sqrt(3.0);\\nconst float PI = 3.14159265358979323846;\\n\\nconst int butt_cap = 0;\\nconst int round_cap = 1;\\nconst int square_cap = 2;\\n\\nconst int miter_join = 0;\\nconst int round_join = 1;\\nconst int bevel_join = 2;\\n\\n#ifdef HATCH\\nconst int hatch_dot = 1;\\nconst int hatch_ring = 2;\\nconst int hatch_horizontal_line = 3;\\nconst int hatch_vertical_line = 4;\\nconst int hatch_cross = 5;\\nconst int hatch_horizontal_dash = 6;\\nconst int hatch_vertical_dash = 7;\\nconst int hatch_spiral = 8;\\nconst int hatch_right_diagonal_line = 9;\\nconst int hatch_left_diagonal_line = 10;\\nconst int hatch_diagonal_cross = 11;\\nconst int hatch_right_diagonal_dash = 12;\\nconst int hatch_left_diagonal_dash = 13;\\nconst int hatch_horizontal_wave = 14;\\nconst int hatch_vertical_wave = 15;\\nconst int hatch_criss_cross = 16;\\n#endif\\n\\nuniform float u_antialias;\\n\\nvarying float v_linewidth;\\nvarying vec2 v_size;\\nvarying vec4 v_line_color;\\nvarying vec4 v_fill_color;\\nvarying float v_line_cap;\\nvarying float v_line_join;\\nvarying vec2 v_coords;\\n#ifdef HATCH\\nvarying float v_hatch_pattern;\\nvarying float v_hatch_scale;\\nvarying float v_hatch_weight;\\nvarying vec4 v_hatch_color;\\nvarying vec2 v_hatch_coords;\\n#endif\\n\\n// Lines within the marker (dot, cross, x and y) are added at the end as they are\\n// on top of the fill rather than astride it.\\n#if defined(USE_CIRCLE_DOT) || defined(USE_DIAMOND_DOT) || defined(USE_DOT) ||     defined(USE_HEX_DOT) || defined(USE_SQUARE_DOT) || defined(USE_STAR_DOT) ||     defined(USE_TRIANGLE_DOT)\\n  #define APPEND_DOT\\n#endif\\n\\n#if defined(USE_CIRCLE_CROSS) || defined(USE_SQUARE_CROSS)\\n  #define APPEND_CROSS\\n#endif\\n\\n#ifdef USE_DIAMOND_CROSS\\n  #define APPEND_CROSS_2\\n#endif\\n\\n#ifdef USE_CIRCLE_X\\n  #define APPEND_X\\n  #define APPEND_X_LEN (0.5*v_size.x)\\n#endif\\n\\n#ifdef USE_SQUARE_X\\n  #define APPEND_X\\n  #define APPEND_X_LEN (v_size.x/SQRT2)\\n#endif\\n\\n#ifdef USE_CIRCLE_Y\\n  #define APPEND_Y\\n#endif\\n\\n#if defined(USE_ASTERISK) || defined(USE_CROSS) || defined(USE_DASH) ||     defined(USE_DOT) || defined(USE_X) || defined(USE_Y)\\n  // No fill.\\n  #define LINE_ONLY\\n#endif\\n\\n#if defined(LINE_ONLY) || defined(APPEND_CROSS) || defined(APPEND_CROSS_2) ||     defined(APPEND_X) || defined(APPEND_Y)\\nfloat end_cap_distance(in vec2 p, in vec2 end_point, in vec2 unit_direction, in int line_cap)\\n{\\n  vec2 offset = p - end_point;\\n  if (line_cap == butt_cap)\\n    return dot(offset, unit_direction) + 0.5*v_linewidth;\\n  else if (line_cap == square_cap)\\n    return dot(offset, unit_direction);\\n  else if (line_cap == round_cap && dot(offset, unit_direction) > 0.0)\\n    return length(offset);\\n  else\\n    // Default is outside of line and should be -0.5*(v_linewidth+u_antialias) or less,\\n    // so here avoid the multiplication.\\n    return -v_linewidth-u_antialias;\\n}\\n#endif\\n\\n#if !(defined(LINE_ONLY) || defined(USE_SQUARE_PIN) || defined(USE_TRIANGLE_PIN))\\n// For line join at a vec2 corner where 2 line segments meet, consider bevel points which are the 2\\n// points obtained by moving half a linewidth away from the corner point in the directions normal to\\n// the line segments.  The line through these points is the bevel line, characterised by a vec2\\n// unit_normal and offset distance from the corner point.  Edge of bevel join straddles this line,\\n// round join occurs outside of this line centred on the corner point.  In general\\n//   offset = (linewidth/2)*sin(alpha/2)\\n// where alpha is the angle between the 2 line segments at the corner.\\nfloat line_join_distance_no_miter(\\n  in vec2 p, in vec2 corner, in vec2 unit_normal, in float offset, in int line_join)\\n{\\n  // Simplified version of line_join_distance ignoring miter which most markers do implicitly\\n  // as they are composed of straight line segments.\\n  float dist_outside = dot((p - corner), unit_normal) - offset;\\n\\n  if (line_join == bevel_join && dist_outside > -0.5*u_antialias)\\n    return dist_outside + 0.5*v_linewidth;\\n  else if (dist_outside > 0.0)  // round_join\\n    return distance(p, corner);\\n  else\\n    // Default is outside of line and should be -0.5*(v_linewidth+u_antialias) or less,\\n    // so here avoid the multiplication.\\n    return -v_linewidth-u_antialias;\\n}\\n#endif\\n\\n#if defined(USE_SQUARE_PIN) || defined(USE_TRIANGLE_PIN)\\n// Line join distance including miter but only one-sided check as assuming use of symmetry in\\n// calling function.\\nfloat line_join_distance_incl_miter(\\n  in vec2 p, in vec2 corner, in vec2 unit_normal, in float offset, in int line_join,\\n  vec2 miter_unit_normal)\\n{\\n  float dist_outside = dot((p - corner), unit_normal) - offset;\\n\\n  if (line_join == miter_join && dist_outside > 0.0)\\n    return dot((p - corner), miter_unit_normal);\\n  else if (line_join == bevel_join && dist_outside > -0.5*u_antialias)\\n    return dist_outside + 0.5*v_linewidth;\\n  else if (dist_outside > 0.0)  // round_join\\n    return distance(p, corner);\\n  else\\n    return -v_linewidth-u_antialias;\\n}\\n#endif\\n\\n#if defined(APPEND_CROSS) || defined(APPEND_X) || defined(USE_ASTERISK) ||     defined(USE_CROSS) || defined(USE_X)\\nfloat one_cross(in vec2 p, in int line_cap, in float len)\\n{\\n  p = abs(p);\\n  p = (p.y > p.x) ? p.yx : p.xy;\\n  float dist = p.y;\\n  float end_dist = end_cap_distance(p, vec2(len, 0.0), vec2(1.0, 0.0), line_cap);\\n  return max(dist, end_dist);\\n}\\n#endif\\n\\n#ifdef APPEND_CROSS_2\\nfloat one_cross_2(in vec2 p, in int line_cap, in vec2 lengths)\\n{\\n  // Cross with different length in x and y directions.\\n  p = abs(p);\\n  bool switch_xy = (p.y > p.x);\\n  p = switch_xy ? p.yx : p.xy;\\n  float len = switch_xy ? lengths.y : lengths.x;\\n  float dist = p.y;\\n  float end_dist = end_cap_distance(p, vec2(len, 0.0), vec2(1.0, 0.0), line_cap);\\n  return max(dist, end_dist);\\n}\\n#endif\\n\\n#if defined(APPEND_Y) || defined(USE_Y)\\nfloat one_y(in vec2 p, in int line_cap, in float len)\\n{\\n  p = vec2(abs(p.x), -p.y);\\n\\n  // End point of line to right is (1/2, 1/3)*len*SQRT3.\\n  // Unit vector along line is (1/2, 1/3)*k where k = 6/SQRT13.\\n  const float k = 6.0/sqrt(13.0);\\n  vec2 unit_along = vec2(0.5*k, k/3.0);\\n  vec2 end_point = vec2(0.5*len*SQRT3, len*SQRT3/3.0);\\n  float dist = max(abs(dot(p, vec2(-unit_along.y, unit_along.x))),\\n                   end_cap_distance(p, end_point, unit_along, line_cap));\\n\\n  if (p.y < 0.0) {\\n    // Vertical line.\\n    float vert_dist = max(p.x,\\n                          end_cap_distance(p, vec2(0.0, -len), vec2(0.0, -1.0), line_cap));\\n    dist = min(dist, vert_dist);\\n  }\\n  return dist;\\n}\\n#endif\\n\\n// One marker_distance function per marker type.\\n// Distance is zero on edge of marker, +ve outside and -ve inside.\\n\\n#ifdef USE_ASTERISK\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  // Assuming v_size.x == v.size_y\\n  vec2 p_diag = vec2((p.x + p.y)/SQRT2, (p.x - p.y)/SQRT2);\\n  float len = 0.5*v_size.x;\\n  return min(one_cross(p, line_cap, len),  // cross\\n             one_cross(p_diag, line_cap, len));  // x\\n}\\n#endif\\n\\n#if defined(USE_CIRCLE) || defined(USE_CIRCLE_CROSS) || defined(USE_CIRCLE_DOT) ||     defined(USE_CIRCLE_X) || defined(USE_CIRCLE_Y)\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  // Assuming v_size.x == v.size_y\\n  return length(p) - 0.5*v_size.x;\\n}\\n#endif\\n\\n#ifdef USE_CROSS\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  // Assuming v_size.x == v.size_y\\n  return one_cross(p, line_cap, 0.5*v_size.x);\\n}\\n#endif\\n\\n#ifdef USE_DASH\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  p = abs(p);\\n  float dist = p.y;\\n  float end_dist = end_cap_distance(p, vec2(0.5*v_size.x, 0.0), vec2(1.0, 0.0), line_cap);\\n  return max(dist, end_dist);\\n}\\n#endif\\n\\n#if defined(USE_DIAMOND) || defined(USE_DIAMOND_CROSS) || defined(USE_DIAMOND_DOT)\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  // Assuming v_size.x == v.size_y\\n  // Only need to consider +ve quadrant, the 2 end points are (2r/3, 0) and (0, r)\\n  // where r = radius = v_size.x/2.\\n  // Line has outward-facing unit normal vec2(1, 2/3)/k where k = SQRT13/3\\n  // hence vec2(3, 2)/SQRT13, and distance from origin of 2r/(3k) = 2r/SQRT13.\\n  p = abs(p);\\n  float r = 0.5*v_size.x;\\n  const float SQRT13 = sqrt(13.0);\\n  float dist = dot(p, vec2(3.0, 2.0))/SQRT13 - 2.0*r/SQRT13;\\n\\n  if (line_join != miter_join) {\\n    dist = max(dist, line_join_distance_no_miter(\\n      p, vec2(0.0, r), vec2(0.0, 1.0), v_linewidth/SQRT13, line_join));\\n\\n    dist = max(dist, line_join_distance_no_miter(\\n      p, vec2(r*2.0/3.0, 0.0), vec2(1.0, 0.0), v_linewidth*(1.5/SQRT13), line_join));\\n  }\\n\\n  return dist;\\n}\\n#endif\\n\\n#ifdef USE_DOT\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  // Dot is always appended.\\n  return v_linewidth+u_antialias;\\n}\\n#endif\\n\\n#if defined(USE_HEX) || defined(USE_HEX_DOT)\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  // A regular hexagon has v_size.x == v.size_y = r where r is the length of\\n  // each of the 3 sides of the 6 equilateral triangles that comprise the hex.\\n  // Only consider +ve quadrant, the 3 corners are at (0, h), (rx/2, h), (rx, 0)\\n  // where rx = 0.5*v_size.x, ry = 0.5*v_size.y and h = ry*SQRT3/2.\\n  // Sloping line has outward normal vec2(h, rx/2).  Length of this is\\n  // len = sqrt(h**2 + rx**2/4) to give unit normal (h, rx/2)/len and distance\\n  // from origin of this line is rx*h/len.\\n  p = abs(p);\\n  float rx = v_size.x/2.0;\\n  float h = v_size.y*(SQRT3/4.0);\\n  float len_normal = sqrt(h*h + 0.25*rx*rx);\\n  vec2 unit_normal = vec2(h, 0.5*rx) / len_normal;\\n  float dist = max(dot(p, unit_normal) - rx*h/len_normal,  // Distance from sloping line.\\n                   p.y - h);  // Distance from horizontal line.\\n\\n  if (line_join != miter_join) {\\n    dist = max(dist, line_join_distance_no_miter(\\n      p, vec2(rx, 0.0), vec2(1.0, 0.0), 0.5*v_linewidth*unit_normal.x, line_join));\\n\\n    unit_normal = normalize(unit_normal + vec2(0.0, 1.0));  // At (rx/2, h) corner.\\n    dist = max(dist, line_join_distance_no_miter(\\n      p, vec2(0.5*rx, h), unit_normal, 0.5*v_linewidth*unit_normal.y, line_join));\\n  }\\n  return dist;\\n}\\n#endif\\n\\n#ifdef USE_PLUS\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  // Assuming v_size.x == v.size_y\\n  // Only need to consider one octant, the +ve quadrant with x >= y.\\n  p = abs(p);\\n  p = (p.y > p.x) ? p.yx : p.xy;\\n\\n  // 3 corners are (r, 0), (r, 3r/8) and (3r/8, 3r/8).\\n  float r = 0.5*v_size.x;\\n  p = p - vec2(r, 0.375*r);  // Distance with respect to outside corner\\n  float dist = max(p.x, p.y);\\n\\n  if (line_join != miter_join) {\\n    // Outside corner\\n    dist = max(dist, line_join_distance_no_miter(\\n      p, vec2(0.0, 0.0), vec2(1.0/SQRT2, 1.0/SQRT2), v_linewidth/(2.0*SQRT2), line_join));\\n\\n    // Inside corner\\n    dist = min(dist, -line_join_distance_no_miter(\\n      p, vec2(-5.0*r/8.0, 0.0), vec2(-1.0/SQRT2, -1.0/SQRT2), v_linewidth/(2.0*SQRT2), line_join));\\n  }\\n\\n  return dist;\\n}\\n#endif\\n\\n#if defined(USE_SQUARE) || defined(USE_SQUARE_CROSS) || defined(USE_SQUARE_DOT) ||     defined(USE_SQUARE_X)\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  vec2 p2 = abs(p) - v_size/2.0;  // Offset from corner\\n  float dist = max(p2.x, p2.y);\\n\\n  if (line_join != miter_join)\\n    dist = max(dist, line_join_distance_no_miter(\\n      p2, vec2(0.0, 0.0), vec2(1.0/SQRT2, 1.0/SQRT2), v_linewidth/(2.0*SQRT2), line_join));\\n\\n  return dist;\\n}\\n#endif\\n\\n#ifdef USE_SQUARE_PIN\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  // Assuming v_size.x == v.size_y\\n  p = abs(p);\\n  p = (p.y > p.x) ? p.yx : p.xy;\\n  // p is in octant between y=0 and y=x.\\n  // Quadratic bezier curve passes through (r, r), (11r/16, 0) and (r, -r).\\n  // Circular arc that passes through the same points has center at\\n  // x = r + 231r/160 = 2.44275r and y = 0 and hence radius is\\n  // x - 11r/16 = 1.75626 precisely.\\n  float r = 0.5*v_size.x;\\n  float center_x = r*2.44375;\\n  float radius = r*1.75626;\\n  float dist = radius - distance(p, vec2(center_x, 0.0));\\n\\n  // Magic number is 0.5*sin(atan(8/5) - pi/4)\\n  dist = max(dist, line_join_distance_incl_miter(\\n    p, vec2(r, r), vec2(1.0/SQRT2, 1.0/SQRT2), v_linewidth*0.1124297533493792, line_join,\\n    vec2(8.0/sqrt(89.0), -5.0/sqrt(89.0))));\\n\\n  return dist;\\n}\\n#endif\\n\\n#if defined(USE_STAR) || defined(USE_STAR_DOT)\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  // Assuming v_size.x == v.size_y\\n  const float SQRT5 = sqrt(5.0);\\n  const float COS72 = 0.25*(SQRT5 - 1.0);\\n  const float SIN72 = sqrt((5.0+SQRT5) / 8.0);\\n\\n  float angle = atan(p.x, p.y);  // In range -pi to +pi clockwise from +y direction.\\n  angle = mod(angle, 0.4*PI) - 0.2*PI;  // In range -pi/5 to +pi/5 clockwise from +y direction.\\n  p = length(p)*vec2(cos(angle), abs(sin(angle)));  // (x,y) in pi/10 (36 degree) sector.\\n\\n  // 2 corners are at (r, 0) and (r-a*SIN72, a*COS72) where a = r sqrt(5-2*sqrt(5)).\\n  // Line has outward-facing unit normal vec2(COS72, SIN72) and distance from\\n  // origin of dot(vec2(r, 0), vec2(COS72, SIN72)) = r*COS72\\n  float r = 0.5*v_size.x;\\n  float a = r*sqrt(5.0 - 2.0*SQRT5);\\n  float dist = dot(p, vec2(COS72, SIN72)) - r*COS72;\\n\\n  if (line_join != miter_join) {\\n    // Outside corner\\n    dist = max(dist, line_join_distance_no_miter(\\n      p, vec2(r, 0.0), vec2(1.0, 0.0), v_linewidth*(0.5*COS72), line_join));\\n\\n    // Inside corner\\n    const float COS36 = sqrt(0.5 + COS72/2.0);\\n    const float SIN36 = sqrt(0.5 - COS72/2.0);\\n    dist = min(dist, -line_join_distance_no_miter(\\n      p, vec2(r-a*SIN72, a*COS72), vec2(-COS36, -SIN36), v_linewidth*(0.5*COS36), line_join));\\n  }\\n\\n  return dist;\\n}\\n#endif\\n\\n#if defined(USE_TRIANGLE) || defined(USE_TRIANGLE_DOT) || defined(USE_INVERTED_TRIANGLE)\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  // Assuming v_size.x == v.size_y\\n  // For normal triangle 3 corners are at (-r, a), (r, a), (0, a-h)=(0, -2h/3)\\n  // given r = radius = v_size.x/2, h = SQRT3*r, a = h/3.\\n  // Sloping line has outward-facing unit normal vec2(h, -r)/2r = vec2(SQRT3, -1)/2\\n  // and distance from origin of a.  Horizontal line has outward-facing unit normal\\n  // vec2(0, 1) and distance from origin of a.\\n  float r = 0.5*v_size.x;\\n  float a = r*SQRT3/3.0;\\n\\n  // Only need to consider +ve x.\\n#ifdef USE_INVERTED_TRIANGLE\\n  p = vec2(abs(p.x), -p.y);\\n#else\\n  p = vec2(abs(p.x), p.y);\\n#endif\\n\\n  float dist = max(0.5*dot(p, vec2(SQRT3, -1.0)) - a,  // Distance from sloping line.\\n                   p.y - a);  // Distance from horizontal line.\\n\\n  if (line_join != miter_join) {\\n    dist = max(dist, line_join_distance_no_miter(\\n      p, vec2(0.0, -(2.0/SQRT3)*r), vec2(0.0, -1.0), v_linewidth*0.25, line_join));\\n\\n    dist = max(dist, line_join_distance_no_miter(\\n      p, vec2(r, a), vec2(SQRT3/2.0, 0.5), v_linewidth*0.25, line_join));\\n  }\\n\\n  return dist;\\n}\\n#endif\\n\\n#ifdef USE_TRIANGLE_PIN\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  // Assuming v_size.x == v.size_y\\n  float angle = atan(p.x, -p.y);  // In range -pi to +pi.\\n  angle = mod(angle, PI*2.0/3.0) - PI/3.0;  // In range -pi/3 to pi/3.\\n  p = length(p)*vec2(cos(angle), abs(sin(angle)));  // (x,y) in range 0 to pi/3.\\n  // Quadratic bezier curve passes through (a, r), ((a+b)/2, 0) and (a, -r) where\\n  // a = r/SQRT3, b = 3a/8 = r SQRT3/8.  Circular arc that passes through the same points has\\n  // center at (a+x, 0) and radius x+c where c = (a-b)/2 and x = (r**2 - c**2) / (2c).\\n  // Ignore r factor until the end so can use const.\\n  const float a = 1.0/SQRT3;\\n  const float b = SQRT3/8.0;\\n  const float c = (a-b)/2.0;\\n  const float x = (1.0 - c*c) / (2.0*c);\\n  const float center_x = x + a;\\n  const float radius = x + c;\\n  float r = 0.5*v_size.x;\\n  float dist = r*radius - distance(p, vec2(r*center_x, 0.0));\\n\\n  // Magic number is 0.5*sin(atan(8*sqrt(3)/5) - pi/3)\\n  dist = max(dist, line_join_distance_incl_miter(\\n    p, vec2(a*r, r), vec2(0.5, 0.5*SQRT3), v_linewidth*0.0881844526878324, line_join,\\n    vec2(8.0*SQRT3, -5.0)/sqrt(217.0)));\\n\\n  return dist;\\n}\\n#endif\\n\\n#ifdef USE_X\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  // Assuming v_size.x == v.size_y\\n  p = vec2((p.x + p.y)/SQRT2, (p.x - p.y)/SQRT2);\\n  return one_cross(p, line_cap, 0.5*v_size.x);\\n}\\n#endif\\n\\n#ifdef USE_Y\\nfloat marker_distance(in vec2 p, in int line_cap, in int line_join)\\n{\\n  // Assuming v_size.x == v.size_y\\n  return one_y(p, line_cap, 0.5*v_size.x);\\n}\\n#endif\\n\\n// Convert distance from edge of marker to fraction in range 0 to 1, depending\\n// on antialiasing width.\\nfloat distance_to_fraction(in float dist)\\n{\\n  return 1.0 - smoothstep(-0.5*u_antialias, 0.5*u_antialias, dist);\\n}\\n\\n// Return fraction from 0 (no fill color) to 1 (full fill color).\\nfloat fill_fraction(in float dist)\\n{\\n  return distance_to_fraction(dist);\\n}\\n\\n// Return fraction in range 0 (no line color) to 1 (full line color).\\nfloat line_fraction(in float dist)\\n{\\n  return distance_to_fraction(abs(dist) - 0.5*v_linewidth);\\n}\\n\\n// Return fraction (in range 0 to 1) of a color, with premultiplied alpha.\\nvec4 fractional_color(in vec4 color, in float fraction)\\n{\\n  color.a *= fraction;\\n  color.rgb *= color.a;\\n  return color;\\n}\\n\\n// Blend colors that have premultiplied alpha.\\nvec4 blend_colors(in vec4 src, in vec4 dest)\\n{\\n  return (1.0 - src.a)*dest + src;\\n}\\n\\n#ifdef APPEND_DOT\\nfloat dot_fraction(in vec2 p)\\n{\\n  // Assuming v_size.x == v_size.y\\n  float radius = 0.125*v_size.x;\\n  float dot_distance = max(length(p) - radius, -0.5*u_antialias);\\n  return fill_fraction(dot_distance);\\n}\\n#endif\\n\\n#ifdef HATCH\\n// Wrap coordinate(s) by removing integer part to give distance from center of\\n// repeat, in the range -0.5 to +0.5.\\nfloat wrap(in float x)\\n{\\n  return fract(x) - 0.5;\\n}\\n\\nvec2 wrap(in vec2 xy)\\n{\\n  return fract(xy) - 0.5;\\n}\\n\\n// Return fraction from 0 (no hatch color) to 1 (full hatch color).\\nfloat hatch_fraction(in vec2 coords, in int hatch_pattern)\\n{\\n  float scale = v_hatch_scale; // Hatch repeat distance.\\n\\n  // Coordinates and linewidth/halfwidth are scaled to hatch repeat distance.\\n  coords = coords / scale;\\n  float halfwidth = 0.5*v_hatch_weight / scale; // Half the hatch linewidth.\\n\\n  // Default is to return fraction of zero, i.e. no pattern.\\n  float dist = u_antialias;\\n\\n  if (hatch_pattern == hatch_dot) {\\n    const float dot_radius = 0.25;\\n    dist = length(wrap(coords)) - dot_radius;\\n  }\\n  else if (hatch_pattern == hatch_ring) {\\n    const float ring_radius = 0.25;\\n    dist = abs(length(wrap(coords)) - ring_radius) - halfwidth;\\n  }\\n  else if (hatch_pattern == hatch_horizontal_line) {\\n    dist = abs(wrap(coords.y)) - halfwidth;\\n  }\\n  else if (hatch_pattern == hatch_vertical_line) {\\n    dist = abs(wrap(coords.x)) - halfwidth;\\n  }\\n  else if (hatch_pattern == hatch_cross) {\\n    dist = min(abs(wrap(coords.x)), abs(wrap(coords.y))) - halfwidth;\\n  }\\n  else if (hatch_pattern == hatch_horizontal_dash) {\\n    // Dashes have square caps.\\n    const float halflength = 0.25;\\n    dist = max(abs(wrap(coords.y)),\\n               abs(wrap(coords.x) + 0.25) - halflength) - halfwidth;\\n  }\\n  else if (hatch_pattern == hatch_vertical_dash) {\\n    const float halflength = 0.25;\\n    dist = max(abs(wrap(coords.x)),\\n               abs(wrap(coords.y) + 0.25) - halflength) - halfwidth;\\n  }\\n  else if (hatch_pattern == hatch_spiral) {\\n    vec2 wrap2 = wrap(coords);\\n    float angle = wrap(atan(wrap2.y, wrap2.x) / (2.0*PI));\\n    // Canvas spiral radius increases by scale*pi/15 each rotation.\\n    const float dr = PI/15.0;\\n    float radius = length(wrap2);\\n    // At any angle, spiral lines are equally spaced dr apart.\\n    // Find distance to nearest of these lines.\\n    float frac = fract((radius - dr*angle) / dr); // 0 to 1.\\n    dist = dr*(abs(frac - 0.5));\\n    dist = min(dist, radius) - halfwidth; // Consider center point also.\\n  }\\n  else if (hatch_pattern == hatch_right_diagonal_line) {\\n    dist = abs(wrap(2.0*coords.x + coords.y))/sqrt(5.0) - halfwidth;\\n  }\\n  else if (hatch_pattern == hatch_left_diagonal_line) {\\n    dist = abs(wrap(2.0*coords.x - coords.y))/sqrt(5.0) - halfwidth;\\n  }\\n  else if (hatch_pattern == hatch_diagonal_cross) {\\n    coords = vec2(coords.x + coords.y + 0.5, coords.x - coords.y + 0.5);\\n    dist = min(abs(wrap(coords.x)), abs(wrap(coords.y))) / SQRT2 - halfwidth;\\n  }\\n  else if (hatch_pattern == hatch_right_diagonal_dash) {\\n    float across = coords.x + coords.y + 0.5;\\n    dist = abs(wrap(across)) / SQRT2; // Distance to nearest solid line.\\n\\n    across = floor(across); // Offset for dash.\\n    float along = wrap(0.5*(coords.x - coords.y + across));\\n    const float halflength = 0.25;\\n    along = abs(along) - halflength; // Distance along line.\\n\\n    dist = max(dist, along) - halfwidth;\\n  }\\n  else if (hatch_pattern == hatch_left_diagonal_dash) {\\n    float across = coords.x - coords.y + 0.5;\\n    dist = abs(wrap(across)) / SQRT2; // Distance to nearest solid line.\\n\\n    across = floor(across); // Offset for dash.\\n    float along = wrap(0.5*(coords.x + coords.y + across));\\n    const float halflength = 0.25;\\n    along = abs(along) - halflength; // Distance along line.\\n\\n    dist = max(dist, along) - halfwidth;\\n  }\\n  else if (hatch_pattern == hatch_horizontal_wave) {\\n    float wrapx = wrap(coords.x);\\n    float wrapy = wrap(coords.y - 0.25 + abs(wrapx));\\n    dist = abs(wrapy) / SQRT2 - halfwidth;\\n  }\\n  else if (hatch_pattern == hatch_vertical_wave) {\\n    float wrapy = wrap(coords.y);\\n    float wrapx = wrap(coords.x - 0.25 + abs(wrapy));\\n    dist = abs(wrapx) / SQRT2 - halfwidth;\\n  }\\n  else if (hatch_pattern == hatch_criss_cross) {\\n    float plus = min(abs(wrap(coords.x)), abs(wrap(coords.y)));\\n\\n    coords = vec2(coords.x + coords.y + 0.5, coords.x - coords.y + 0.5);\\n    float X = min(abs(wrap(coords.x)), abs(wrap(coords.y))) / SQRT2;\\n\\n    dist = min(plus, X) - halfwidth;\\n  }\\n\\n  return distance_to_fraction(dist*scale);\\n}\\n#endif\\n\\nvoid main()\\n{\\n  int line_cap = int(v_line_cap + 0.5);\\n  int line_join = int(v_line_join + 0.5);\\n#ifdef HATCH\\n  int hatch_pattern = int(v_hatch_pattern + 0.5);\\n#endif\\n\\n  float dist = marker_distance(v_coords, line_cap, line_join);\\n\\n#ifdef LINE_ONLY\\n  vec4 color = vec4(0.0, 0.0, 0.0, 0.0);\\n#else\\n  float fill_frac = fill_fraction(dist);\\n  vec4 color = fractional_color(v_fill_color, fill_frac);\\n#endif\\n\\n#if defined(HATCH) && !defined(LINE_ONLY)\\n  if (hatch_pattern > 0 && fill_frac > 0.0) {\\n    float hatch_frac = hatch_fraction(v_hatch_coords, hatch_pattern);\\n    vec4 hatch_color = fractional_color(v_hatch_color, hatch_frac*fill_frac);\\n    color = blend_colors(hatch_color, color);\\n  }\\n#endif\\n\\n  float line_frac = line_fraction(dist);\\n\\n#ifdef APPEND_DOT\\n  line_frac = max(line_frac, dot_fraction(v_coords));\\n#endif\\n#ifdef APPEND_CROSS\\n  line_frac = max(line_frac, line_fraction(one_cross(v_coords, line_cap, 0.5*v_size.x)));\\n#endif\\n#ifdef APPEND_CROSS_2\\n  vec2 lengths = vec2(v_size.x/3.0, v_size.x/2.0);\\n  line_frac = max(line_frac, line_fraction(one_cross_2(v_coords, line_cap, lengths)));\\n#endif\\n#ifdef APPEND_X\\n  vec2 p = vec2((v_coords.x + v_coords.y)/SQRT2, (v_coords.x - v_coords.y)/SQRT2);\\n  line_frac = max(line_frac, line_fraction(one_cross(p, line_cap, APPEND_X_LEN)));\\n#endif\\n#ifdef APPEND_Y\\n  line_frac = max(line_frac, line_fraction(one_y(v_coords, line_cap, 0.5*v_size.x)));\\n#endif\\n\\n  if (line_frac > 0.0) {\\n    vec4 line_color = fractional_color(v_line_color, line_frac);\\n    color = blend_colors(line_color, color);\\n  }\\n\\n  gl_FragColor = color;\\n}\\n\"},\n      419: function _(t,_,i,h,e){h();const s=t(420),a=t(421),r=t(422);class l extends s.BaseGLGlyph{constructor(t,_){super(t,_),this.glyph=_,this._antialias=1.5,this._show_all=!1}_draw_one_marker_type(t,_,i){const h={scissor:this.regl_wrapper.scissor,viewport:this.regl_wrapper.viewport,canvas_size:[_.width,_.height],pixel_ratio:_.pixel_ratio,center:i._centers,width:i._widths,height:i._heights,angle:i._angles,size_hint:(0,r.marker_type_to_size_hint)(t),nmarkers:i.nvertices,antialias:this._antialias,linewidth:this._linewidths,line_color:this._line_rgba,fill_color:this._fill_rgba,line_cap:this._line_caps,line_join:this._line_joins,show:this._show};if(this._have_hatch){const _=Object.assign(Object.assign({},h),{hatch_pattern:this._hatch_patterns,hatch_scale:this._hatch_scales,hatch_weight:this._hatch_weights,hatch_color:this._hatch_rgba});this.regl_wrapper.marker_hatch(t)(_)}else this.regl_wrapper.marker_no_hatch(t)(h)}_set_visuals(){const t=this._get_visuals(),_=t.fill,i=t.line;if(null==this._linewidths&&(this._linewidths=new a.Float32Buffer(this.regl_wrapper),this._line_caps=new a.Uint8Buffer(this.regl_wrapper),this._line_joins=new a.Uint8Buffer(this.regl_wrapper),this._line_rgba=new a.NormalizedUint8Buffer(this.regl_wrapper),this._fill_rgba=new a.NormalizedUint8Buffer(this.regl_wrapper)),this._linewidths.set_from_prop(i.line_width),this._line_caps.set_from_line_cap(i.line_cap),this._line_joins.set_from_line_join(i.line_join),this._line_rgba.set_from_color(i.line_color,i.line_alpha),this._fill_rgba.set_from_color(_.fill_color,_.fill_alpha),this._have_hatch=t.hatch.doit,this._have_hatch){const _=t.hatch;null==this._hatch_patterns&&(this._hatch_patterns=new a.Uint8Buffer(this.regl_wrapper),this._hatch_scales=new a.Float32Buffer(this.regl_wrapper),this._hatch_weights=new a.Float32Buffer(this.regl_wrapper),this._hatch_rgba=new a.NormalizedUint8Buffer(this.regl_wrapper)),this._hatch_patterns.set_from_hatch_pattern(_.hatch_pattern),this._hatch_scales.set_from_prop(_.hatch_scale),this._hatch_weights.set_from_prop(_.hatch_weight),this._hatch_rgba.set_from_color(_.hatch_color,_.hatch_alpha)}}}i.BaseMarkerGL=l,l.__name__=\"BaseMarkerGL\",l.missing_point=-1e4},\n      420: function _(e,t,s,i,h){i();class a{constructor(e,t){this.glyph=t,this.nvertices=0,this.size_changed=!1,this.data_changed=!1,this.visuals_changed=!1,this.regl_wrapper=e}set_data_changed(){const{data_size:e}=this.glyph;e!=this.nvertices&&(this.nvertices=e,this.size_changed=!0),this.data_changed=!0}set_visuals_changed(){this.visuals_changed=!0}render(e,t,s){if(0==t.length)return!0;const{width:i,height:h}=this.glyph.renderer.plot_view.canvas_view.webgl.canvas,a={pixel_ratio:this.glyph.renderer.plot_view.canvas_view.pixel_ratio,width:i,height:h};return this.draw(t,s,a),!0}}s.BaseGLGlyph=a,a.__name__=\"BaseGLGlyph\"},\n      421: function _(r,t,a,e,s){e();const i=r(422),_=r(22);class n{constructor(r){this.regl_wrapper=r,this.is_scalar=!0}get_sized_array(r){return null!=this.array&&this.array.length==r||(this.array=this.new_array(r)),this.array}is_normalized(){return!1}get length(){return null!=this.array?this.array.length:0}set_from_array(r){const t=r.length,a=this.get_sized_array(t);for(let e=0;e<t;e++)a[e]=r[e];this.update()}set_from_prop(r,t=4){const a=r.is_Scalar()?t:r.length,e=this.get_sized_array(a);for(let t=0;t<a;t++)e[t]=r.get(t);this.update(r.is_Scalar())}set_from_scalar(r,t=4){this.get_sized_array(t).fill(r),this.update(!0)}to_attribute_config(r=0){return{buffer:this.buffer,divisor:this.is_scalar?0:1,normalized:this.is_normalized(),offset:r}}update(r=!1){null==this.buffer?this.buffer=this.regl_wrapper.buffer({usage:\"dynamic\",data:this.array}):this.buffer({data:this.array}),this.is_scalar=r}}n.__name__=\"WrappedBuffer\";class l extends n{new_array(r){return new Float32Array(r)}}a.Float32Buffer=l,l.__name__=\"Float32Buffer\";class o extends n{new_array(r){return new Uint8Array(r)}set_from_color(r,t,a=4){const e=r.is_Scalar()&&t.is_Scalar(),s=e?a:r.length,i=this.get_sized_array(4*s);for(let a=0;a<s;a++){const[e,s,n,l]=(0,_.color2rgba)(r.get(a),t.get(a));i[4*a]=e,i[4*a+1]=s,i[4*a+2]=n,i[4*a+3]=l}this.update(e)}set_from_hatch_pattern(r,t=4){const a=r.is_Scalar()?t:r.length,e=this.get_sized_array(a);for(let t=0;t<a;t++)e[t]=(0,i.hatch_pattern_to_index)(r.get(t));this.update(r.is_Scalar())}set_from_line_cap(r,t=4){const a=r.is_Scalar()?t:r.length,e=this.get_sized_array(a);for(let t=0;t<a;t++)e[t]=i.cap_lookup[r.get(t)];this.update(r.is_Scalar())}set_from_line_join(r,t=4){const a=r.is_Scalar()?t:r.length,e=this.get_sized_array(a);for(let t=0;t<a;t++)e[t]=i.join_lookup[r.get(t)];this.update(r.is_Scalar())}}a.Uint8Buffer=o,o.__name__=\"Uint8Buffer\";class h extends o{is_normalized(){return!0}}a.NormalizedUint8Buffer=h,h.__name__=\"NormalizedUint8Buffer\"},\n      422: function _(a,e,r,n,t){n();const i=a(52);r.cap_lookup={butt:0,round:1,square:2},r.join_lookup={miter:0,round:1,bevel:2};const o={blank:0,dot:1,ring:2,horizontal_line:3,vertical_line:4,cross:5,horizontal_dash:6,vertical_dash:7,spiral:8,right_diagonal_line:9,left_diagonal_line:10,diagonal_cross:11,right_diagonal_dash:12,left_diagonal_dash:13,horizontal_wave:14,vertical_wave:15,criss_cross:16};r.hatch_pattern_to_index=function(a){var e,r;return null!==(r=o[null!==(e=i.hatch_aliases[a])&&void 0!==e?e:a])&&void 0!==r?r:0},r.marker_type_to_size_hint=function(a){switch(a){case\"dash\":return 1;case\"dot\":return 2;case\"diamond\":case\"diamond_cross\":case\"diamond_dot\":return 3;case\"hex\":return 4;case\"square_pin\":return 5;case\"inverted_triangle\":case\"triangle\":case\"triangle_dot\":return 6;case\"triangle_pin\":return 7;case\"star\":case\"star_dot\":return 8;default:return 0}}},\n      423: function _(s,t,i,e,r){e();const h=s(421),_=s(424);class l extends _.SingleMarkerGL{constructor(s,t){super(s,t),this.glyph=t}draw(s,t,i){this._draw_impl(s,i,t.glglyph,\"circle\")}_get_visuals(){return this.glyph.visuals}_set_data(){const s=this.nvertices;null==this._centers&&(this._centers=new h.Float32Buffer(this.regl_wrapper),this._widths=new h.Float32Buffer(this.regl_wrapper),this._heights=this._widths,this._angles=new h.Float32Buffer(this.regl_wrapper));const t=this._centers.get_sized_array(2*s),i=this._widths.get_sized_array(s);for(let e=0;e<s;e++)isFinite(this.glyph.sx[e])&&isFinite(this.glyph.sy[e])?(t[2*e]=this.glyph.sx[e],t[2*e+1]=this.glyph.sy[e]):(t[2*e]=_.SingleMarkerGL.missing_point,t[2*e+1]=_.SingleMarkerGL.missing_point),i[e]=2*this.glyph.sradius[e];this._centers.update(),this._widths.update(),this._angles.set_from_prop(this.glyph.angle)}}i.CircleGL=l,l.__name__=\"CircleGL\"},\n      424: function _(s,t,e,_,h){_();const a=s(419),i=s(421);class l extends a.BaseMarkerGL{constructor(s,t){super(s,t),this.glyph=t}_draw_impl(s,t,e,_){e.data_changed&&(e._set_data(),e.data_changed=!1),this.visuals_changed&&(this._set_visuals(),this.visuals_changed=!1);const h=e.nvertices;null==this._show&&(this._show=new i.Uint8Buffer(this.regl_wrapper));const a=this._show.length,l=this._show.get_sized_array(h);if(s.length<h){this._show_all=!1;for(let s=0;s<h;s++)l[s]=0;for(let t=0;t<s.length;t++)l[s[t]]=255}else if(!this._show_all||a!=h){this._show_all=!0;for(let s=0;s<h;s++)l[s]=255}this._show.update(),this._draw_one_marker_type(_,t,e)}}e.SingleMarkerGL=l,l.__name__=\"SingleMarkerGL\"},\n      425: function _(s,t,e,i,h){i();const r=s(421),_=s(424);class l extends _.SingleMarkerGL{constructor(s,t){super(s,t),this.glyph=t}draw(s,t,e){this._draw_impl(s,e,t.glglyph,\"hex\")}_get_visuals(){return this.glyph.visuals}_set_data(){const s=this.nvertices;null==this._centers&&(this._centers=new r.Float32Buffer(this.regl_wrapper),this._widths=new r.Float32Buffer(this.regl_wrapper),this._heights=new r.Float32Buffer(this.regl_wrapper),this._angles=new r.Float32Buffer(this.regl_wrapper));const t=this._centers.get_sized_array(2*s);for(let e=0;e<s;e++)isFinite(this.glyph.sx[e])&&isFinite(this.glyph.sy[e])?(t[2*e]=this.glyph.sx[e],t[2*e+1]=this.glyph.sy[e]):(t[2*e]=_.SingleMarkerGL.missing_point,t[2*e+1]=_.SingleMarkerGL.missing_point);this._centers.update(),\"pointytop\"==this.glyph.model.orientation?(this._angles.set_from_scalar(.5*Math.PI),this._widths.set_from_scalar(2*this.glyph.svy[0]),this._heights.set_from_scalar(4*this.glyph.svx[4]/Math.sqrt(3))):(this._angles.set_from_scalar(0),this._widths.set_from_scalar(2*this.glyph.svx[0]),this._heights.set_from_scalar(4*this.glyph.svy[4]/Math.sqrt(3)))}}e.HexTileGL=l,l.__name__=\"HexTileGL\"},\n      426: function _(s,i,t,h,e){h();const _=s(420),l=s(22),a=s(46),n=s(422),o=s(421);class r extends _.BaseGLGlyph{constructor(s,i){super(s,i),this.glyph=i,this._antialias=1.5,this._miter_limit=5}draw(s,i,t){const h=i.glglyph;this.visuals_changed&&(this._set_visuals(),this.visuals_changed=!1),h.data_changed&&(h._set_data(),h.data_changed=!1);const e=this.glyph.visuals.line,_=n.cap_lookup[e.line_cap.value],l=n.join_lookup[e.line_join.value],a=h._points,o={scissor:this.regl_wrapper.scissor,viewport:this.regl_wrapper.viewport,canvas_size:[t.width,t.height],pixel_ratio:t.pixel_ratio,line_color:this._color,linewidth:this._linewidth,antialias:this._antialias,miter_limit:this._miter_limit,points:a,show:h._show,nsegments:a.length/2-3,line_join:l,line_cap:_};if(this._is_dashed()){const s=Object.assign(Object.assign({},o),{length_so_far:this._length_so_far,dash_tex:this._dash_tex,dash_tex_info:this._dash_tex_info,dash_scale:this._dash_scale,dash_offset:this._dash_offset});this.regl_wrapper.dashed_line()(s)}else this.regl_wrapper.solid_line()(o)}_is_dashed(){return this._line_dash.length>0}_set_data(){const s=this.glyph.sx.length,i=s-1;this._is_closed=s>2&&this.glyph.sx[0]==this.glyph.sx[s-1]&&this.glyph.sy[0]==this.glyph.sy[s-1]&&isFinite(this.glyph.sx[0])&&isFinite(this.glyph.sy[0]),null==this._points&&(this._points=new o.Float32Buffer(this.regl_wrapper));const t=this._points.get_sized_array(2*(s+2));for(let i=1;i<s+1;i++)t[2*i]=this.glyph.sx[i-1],t[2*i+1]=this.glyph.sy[i-1];this._is_closed?(t[0]=t[2*s-2],t[1]=t[2*s-1],t[2*s+2]=t[4],t[2*s+3]=t[5]):(t[0]=0,t[1]=0,t[2*s+2]=0,t[2*s+3]=0),this._points.update(),null==this._show&&(this._show=new o.Uint8Buffer(this.regl_wrapper));const h=this._show.get_sized_array(s+1);let e=isFinite(this.glyph.sx[0])&&isFinite(this.glyph.sy[0]);for(let i=1;i<s;i++){const s=isFinite(this.glyph.sx[i])&&isFinite(this.glyph.sy[i]);h[i]=e&&s?1:0,e=s}if(this._is_closed?(h[0]=h[s-1],h[s]=h[1]):(h[0]=0,h[s]=0),this._show.update(),this._is_dashed()){null==this._length_so_far&&(this._length_so_far=new o.Float32Buffer(this.regl_wrapper));const s=this._length_so_far.get_sized_array(i);let e=0;for(let _=0;_<i;_++)s[_]=e,1==h[_+1]&&(e+=Math.sqrt((t[2*_+4]-t[2*_+2])**2+(t[2*_+5]-t[2*_+3])**2));this._length_so_far.update()}}_set_visuals(){const s=this.glyph.visuals.line,i=(0,l.color2rgba)(s.line_color.value,s.line_alpha.value);this._color=i.map((s=>s/255)),this._linewidth=s.line_width.value,this._linewidth<1&&(this._color[3]*=this._linewidth,this._linewidth=1),this._line_dash=(0,a.resolve_line_dash)(s.line_dash.value),this._is_dashed()&&([this._dash_tex_info,this._dash_tex,this._dash_scale]=this.regl_wrapper.get_dash(this._line_dash),this._dash_offset=s.line_dash_offset.value)}}t.LineGL=r,r.__name__=\"LineGL\"},\n      427: function _(s,t,i,e,r){e();const h=s(421),a=s(424);class n extends a.SingleMarkerGL{constructor(s,t){super(s,t),this.glyph=t}draw(s,t,i){this._draw_impl(s,i,t.glglyph,\"square\")}_get_visuals(){return this.glyph.visuals}_set_data(){const s=this.nvertices;null==this._centers&&(this._centers=new h.Float32Buffer(this.regl_wrapper),this._widths=new h.Float32Buffer(this.regl_wrapper),this._heights=new h.Float32Buffer(this.regl_wrapper),this._angles=new h.Float32Buffer(this.regl_wrapper),this._angles.set_from_scalar(0));const t=this._centers.get_sized_array(2*s),i=this._heights.get_sized_array(s),e=this._widths.get_sized_array(s);for(let r=0;r<s;r++){const s=this.glyph.sleft[r],h=this.glyph.sright[r],n=this.glyph.stop[r],_=this.glyph.sbottom[r];isFinite(s)&&isFinite(h)&&isFinite(n)&&isFinite(_)?(t[2*r]=(s+h)/2,t[2*r+1]=(n+_)/2,i[r]=Math.abs(n-_),e[r]=Math.abs(h-s)):(t[2*r]=a.SingleMarkerGL.missing_point,t[2*r+1]=a.SingleMarkerGL.missing_point,i[r]=a.SingleMarkerGL.missing_point,e[r]=a.SingleMarkerGL.missing_point)}this._centers.update(),this._heights.update(),this._widths.update()}}i.LRTBGL=n,n.__name__=\"LRTBGL\"},\n      428: function _(s,t,e,i,_){i();const h=s(419),r=s(421);class a extends h.BaseMarkerGL{constructor(s,t){super(s,t),this.glyph=t}draw(s,t,e){const i=t.glglyph;i.data_changed&&(i._set_data(),i.data_changed=!1),this.visuals_changed&&(this._set_visuals(),this.visuals_changed=!1);const _=i.nvertices;null==this._show&&(this._show=new r.Uint8Buffer(this.regl_wrapper));const h=i._unique_marker_types.length;for(const t of i._unique_marker_types){if(null==t)continue;let r=_;const a=this._show.length,n=this._show.get_sized_array(_);if(h>1||s.length<_){this._show_all=!1,n.fill(0),r=0;for(const e of s)1!=h&&i._marker_types.get(e)!=t||(n[e]=255,r++)}else this._show_all&&a==_||(this._show_all=!0,n.fill(255));this._show.update(),0!=r&&this._draw_one_marker_type(t,e,i)}}_get_visuals(){return this.glyph.visuals}_set_data(){const s=this.nvertices;null==this._centers&&(this._centers=new r.Float32Buffer(this.regl_wrapper),this._widths=new r.Float32Buffer(this.regl_wrapper),this._heights=this._widths,this._angles=new r.Float32Buffer(this.regl_wrapper));const t=this._centers.get_sized_array(2*s);for(let e=0;e<s;e++)isFinite(this.glyph.sx[e])&&isFinite(this.glyph.sy[e])?(t[2*e]=this.glyph.sx[e],t[2*e+1]=this.glyph.sy[e]):(t[2*e]=h.BaseMarkerGL.missing_point,t[2*e+1]=h.BaseMarkerGL.missing_point);this._centers.update(),this._widths.set_from_prop(this.glyph.size),this._angles.set_from_prop(this.glyph.angle),this._marker_types=this.glyph.marker,this._unique_marker_types=[...new Set(this._marker_types)]}}e.MultiMarkerGL=a,a.__name__=\"MultiMarkerGL\"},\n      429: function _(s,t,e,i,r){i();const h=s(421),_=s(424);class l extends _.SingleMarkerGL{constructor(s,t){super(s,t),this.glyph=t}draw(s,t,e){this._draw_impl(s,e,t.glglyph,\"square\")}_get_visuals(){return this.glyph.visuals}_set_data(){const s=this.nvertices;null==this._centers&&(this._centers=new h.Float32Buffer(this.regl_wrapper),this._widths=new h.Float32Buffer(this.regl_wrapper),this._heights=new h.Float32Buffer(this.regl_wrapper),this._angles=new h.Float32Buffer(this.regl_wrapper));const t=this._centers.get_sized_array(2*s);for(let e=0;e<s;e++)isFinite(this.glyph.sx[e])&&isFinite(this.glyph.sy[e])?(t[2*e]=this.glyph.sx[e],t[2*e+1]=this.glyph.sy[e]):(t[2*e]=_.SingleMarkerGL.missing_point,t[2*e+1]=_.SingleMarkerGL.missing_point);this._centers.update(),this._widths.set_from_array(this.glyph.sw),this._heights.set_from_array(this.glyph.sh),this._angles.set_from_prop(this.glyph.angle)}}e.RectGL=l,l.__name__=\"RectGL\"},\n      }, 409, {\"models/glyphs/webgl/main\":409,\"models/glyphs/webgl/index\":410,\"models/glyphs/webgl/regl_wrap\":411,\"models/glyphs/webgl/dash_cache\":413,\"models/glyphs/webgl/utils/math\":414,\"models/glyphs/webgl/regl_line.vert\":415,\"models/glyphs/webgl/regl_line.frag\":416,\"models/glyphs/webgl/marker.vert\":417,\"models/glyphs/webgl/marker.frag\":418,\"models/glyphs/webgl/base_marker\":419,\"models/glyphs/webgl/base\":420,\"models/glyphs/webgl/buffer\":421,\"models/glyphs/webgl/webgl_utils\":422,\"models/glyphs/webgl/circle\":423,\"models/glyphs/webgl/single_marker\":424,\"models/glyphs/webgl/hex_tile\":425,\"models/glyphs/webgl/line_gl\":426,\"models/glyphs/webgl/lrtb\":427,\"models/glyphs/webgl/multi_marker\":428,\"models/glyphs/webgl/rect\":429}, {});});\n\n      /* END bokeh-gl.min.js */\n    },\n    function(Bokeh) {\n      /* BEGIN bokeh-widgets.min.js */\n      /*!\n       * Copyright (c) 2012 - 2022, 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(root, factory) {\n        factory(root[\"Bokeh\"], \"2.4.3\");\n      })(this, function(Bokeh, version) {\n        let define;\n        return (function(modules, entry, aliases, externals) {\n          const bokeh = typeof Bokeh !== \"undefined\" && (version != null ? Bokeh[version] : Bokeh);\n          if (bokeh != null) {\n            return bokeh.register_plugin(modules, entry, aliases);\n          } else {\n            throw new Error(\"Cannot find Bokeh \" + version + \". You have to load it prior to loading plugins.\");\n          }\n        })\n      ({\n      439: function _(t,e,i,o,r){o();const s=(0,t(1).__importStar)(t(440));i.Widgets=s;(0,t(7).register_models)(s)},\n      440: function _(t,e,r,o,u){o(),u(\"AbstractButton\",t(441).AbstractButton),u(\"AbstractIcon\",t(444).AbstractIcon),u(\"AutocompleteInput\",t(445).AutocompleteInput),u(\"Button\",t(450).Button),u(\"CheckboxButtonGroup\",t(451).CheckboxButtonGroup),u(\"CheckboxGroup\",t(454).CheckboxGroup),u(\"ColorPicker\",t(456).ColorPicker),u(\"DatePicker\",t(457).DatePicker),u(\"DateRangeSlider\",t(460).DateRangeSlider),u(\"DateSlider\",t(465).DateSlider),u(\"DatetimeRangeSlider\",t(466).DatetimeRangeSlider),u(\"Div\",t(467).Div),u(\"Dropdown\",t(470).Dropdown),u(\"FileInput\",t(471).FileInput),u(\"InputWidget\",t(448).InputWidget),u(\"Markup\",t(468).Markup),u(\"MultiSelect\",t(472).MultiSelect),u(\"Paragraph\",t(473).Paragraph),u(\"PasswordInput\",t(474).PasswordInput),u(\"MultiChoice\",t(475).MultiChoice),u(\"NumericInput\",t(478).NumericInput),u(\"PreText\",t(479).PreText),u(\"RadioButtonGroup\",t(480).RadioButtonGroup),u(\"RadioGroup\",t(481).RadioGroup),u(\"RangeSlider\",t(482).RangeSlider),u(\"Select\",t(483).Select),u(\"Slider\",t(484).Slider),u(\"Spinner\",t(485).Spinner),u(\"TextInput\",t(446).TextInput),u(\"TextAreaInput\",t(486).TextAreaInput),u(\"Toggle\",t(487).Toggle),u(\"Widget\",t(512).Widget)},\n      441: function _(t,e,n,i,s){i();const l=t(1);var o;const r=t(20),c=t(43),u=t(113),_=t(442),a=t(444),d=(0,l.__importStar)(t(318)),h=d;class b extends _.ControlView{*controls(){yield this.button_el}async lazy_initialize(){await super.lazy_initialize();const{icon:t}=this.model;null!=t&&(this.icon_view=await(0,u.build_view)(t,{parent:this}))}connect_signals(){super.connect_signals(),this.connect(this.model.change,(()=>this.render()))}remove(){null!=this.icon_view&&this.icon_view.remove(),super.remove()}styles(){return[...super.styles(),d.default]}_render_button(...t){return(0,c.button)({type:\"button\",disabled:this.model.disabled,class:[h.btn,h[`btn_${this.model.button_type}`]]},...t)}render(){super.render(),this.button_el=this._render_button(this.model.label),this.button_el.addEventListener(\"click\",(()=>this.click())),null!=this.icon_view&&(\"\"!=this.model.label?(0,c.prepend)(this.button_el,this.icon_view.el,(0,c.nbsp)()):(0,c.prepend)(this.button_el,this.icon_view.el),this.icon_view.render()),this.group_el=(0,c.div)({class:h.btn_group},this.button_el),this.el.appendChild(this.group_el)}click(){}}n.AbstractButtonView=b,b.__name__=\"AbstractButtonView\";class p extends _.Control{constructor(t){super(t)}}n.AbstractButton=p,o=p,p.__name__=\"AbstractButton\",o.define((({String:t,Ref:e,Nullable:n})=>({label:[t,\"Button\"],icon:[n(e(a.AbstractIcon)),null],button_type:[r.ButtonType,\"default\"]})))},\n      442: function _(t,e,o,s,n){s();const i=t(512),l=t(43);class c extends i.WidgetView{connect_signals(){super.connect_signals();const t=this.model.properties;this.on_change(t.disabled,(()=>{for(const t of this.controls())(0,l.toggle_attribute)(t,\"disabled\",this.model.disabled)}))}}o.ControlView=c,c.__name__=\"ControlView\";class r extends i.Widget{constructor(t){super(t)}}o.Control=r,r.__name__=\"Control\"},\n      512: function _(i,e,t,n,o){var r;n();const s=i(312);class _ extends s.HTMLBoxView{get orientation(){return\"horizontal\"}get default_size(){return this.model.default_size}_width_policy(){return\"horizontal\"==this.orientation?super._width_policy():\"fixed\"}_height_policy(){return\"horizontal\"==this.orientation?\"fixed\":super._height_policy()}box_sizing(){const i=super.box_sizing();return\"horizontal\"==this.orientation?null==i.width&&(i.width=this.default_size):null==i.height&&(i.height=this.default_size),i}}t.WidgetView=_,_.__name__=\"WidgetView\";class h extends s.HTMLBox{constructor(i){super(i)}}t.Widget=h,r=h,h.__name__=\"Widget\",r.define((({Number:i})=>({default_size:[i,300]}))),r.override({margin:[5,5,5,5]})},\n      444: function _(c,t,s,n,e){n();const o=c(53),_=c(226);class a extends _.DOMView{}s.AbstractIconView=a,a.__name__=\"AbstractIconView\";class r extends o.Model{constructor(c){super(c)}}s.AbstractIcon=r,r.__name__=\"AbstractIcon\"},\n      445: function _(e,t,n,s,i){s();const h=e(1);var o;const _=e(446),u=e(43),r=e(10),c=(0,h.__importStar)(e(229)),a=c;class l extends _.TextInputView{constructor(){super(...arguments),this._open=!1,this._last_value=\"\",this._hover_index=0}styles(){return[...super.styles(),c.default]}render(){super.render(),this.input_el.addEventListener(\"keydown\",(e=>this._keydown(e))),this.input_el.addEventListener(\"keyup\",(e=>this._keyup(e))),this.menu=(0,u.div)({class:[a.menu,a.below]}),this.menu.addEventListener(\"click\",(e=>this._menu_click(e))),this.menu.addEventListener(\"mouseover\",(e=>this._menu_hover(e))),this.el.appendChild(this.menu),(0,u.undisplay)(this.menu)}change_input(){this._open&&this.menu.children.length>0?(this.model.value=this.menu.children[this._hover_index].textContent,this.input_el.focus(),this._hide_menu()):this.model.restrict||super.change_input()}_update_completions(e){(0,u.empty)(this.menu);for(const t of e){const e=(0,u.div)(t);this.menu.appendChild(e)}e.length>0&&this.menu.children[0].classList.add(a.active)}_show_menu(){if(!this._open){this._open=!0,this._hover_index=0,this._last_value=this.model.value,(0,u.display)(this.menu);const e=t=>{const{target:n}=t;n instanceof HTMLElement&&!this.el.contains(n)&&(document.removeEventListener(\"click\",e),this._hide_menu())};document.addEventListener(\"click\",e)}}_hide_menu(){this._open&&(this._open=!1,(0,u.undisplay)(this.menu))}_menu_click(e){e.target!=e.currentTarget&&e.target instanceof Element&&(this.model.value=e.target.textContent,this.input_el.focus(),this._hide_menu())}_menu_hover(e){if(e.target!=e.currentTarget&&e.target instanceof Element){let t=0;for(t=0;t<this.menu.children.length&&this.menu.children[t].textContent!=e.target.textContent;t++);this._bump_hover(t)}}_bump_hover(e){const t=this.menu.children.length;this._open&&t>0&&(this.menu.children[this._hover_index].classList.remove(a.active),this._hover_index=(0,r.clamp)(e,0,t-1),this.menu.children[this._hover_index].classList.add(a.active))}_keydown(e){}_keyup(e){switch(e.keyCode){case u.Keys.Enter:this.change_input();break;case u.Keys.Esc:this._hide_menu();break;case u.Keys.Up:this._bump_hover(this._hover_index-1);break;case u.Keys.Down:this._bump_hover(this._hover_index+1);break;default:{const e=this.input_el.value;if(e.length<this.model.min_characters)return void this._hide_menu();const t=[],{case_sensitive:n}=this.model;let s;s=n?e=>e:e=>e.toLowerCase();for(const n of this.model.completions)s(n).startsWith(s(e))&&t.push(n);this._update_completions(t),0==t.length?this._hide_menu():this._show_menu()}}}}n.AutocompleteInputView=l,l.__name__=\"AutocompleteInputView\";class d extends _.TextInput{constructor(e){super(e)}}n.AutocompleteInput=d,o=d,d.__name__=\"AutocompleteInput\",o.prototype.default_view=l,o.define((({Boolean:e,Int:t,String:n,Array:s})=>({completions:[s(n),[]],min_characters:[t,2],case_sensitive:[e,!0],restrict:[e,!0]})))},\n      446: function _(t,e,n,p,_){p();const u=t(1);var i;const s=t(447),r=t(43),x=(0,u.__importStar)(t(449));class a extends s.TextLikeInputView{_render_input(){this.input_el=(0,r.input)({type:\"text\",class:x.input})}}n.TextInputView=a,a.__name__=\"TextInputView\";class c extends s.TextLikeInput{constructor(t){super(t)}}n.TextInput=c,i=c,c.__name__=\"TextInput\",i.prototype.default_view=a},\n      447: function _(e,t,n,i,l){var s;i();const h=e(448);class a extends h.InputWidgetView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.name.change,(()=>{var e;return this.input_el.name=null!==(e=this.model.name)&&void 0!==e?e:\"\"})),this.connect(this.model.properties.value.change,(()=>this.input_el.value=this.model.value)),this.connect(this.model.properties.value_input.change,(()=>this.input_el.value=this.model.value_input)),this.connect(this.model.properties.disabled.change,(()=>this.input_el.disabled=this.model.disabled)),this.connect(this.model.properties.placeholder.change,(()=>this.input_el.placeholder=this.model.placeholder)),this.connect(this.model.properties.max_length.change,(()=>{const{max_length:e}=this.model;null!=e?this.input_el.maxLength=e:this.input_el.removeAttribute(\"maxLength\")}))}render(){var e;super.render(),this._render_input();const{input_el:t}=this;t.name=null!==(e=this.model.name)&&void 0!==e?e:\"\",t.value=this.model.value,t.disabled=this.model.disabled,t.placeholder=this.model.placeholder,null!=this.model.max_length&&(t.maxLength=this.model.max_length),t.addEventListener(\"change\",(()=>this.change_input())),t.addEventListener(\"input\",(()=>this.change_input_value())),this.group_el.appendChild(t)}change_input(){this.model.value=this.input_el.value,super.change_input()}change_input_value(){this.model.value_input=this.input_el.value,super.change_input()}}n.TextLikeInputView=a,a.__name__=\"TextLikeInputView\";class u extends h.InputWidget{constructor(e){super(e)}}n.TextLikeInput=u,s=u,u.__name__=\"TextLikeInput\",s.define((({Int:e,String:t,Nullable:n})=>({value:[t,\"\"],value_input:[t,\"\"],placeholder:[t,\"\"],max_length:[n(e),null]})))},\n      448: function _(e,t,n,s,l){s();const i=e(1);var o;const r=e(442),_=e(43),p=(0,i.__importStar)(e(449)),a=p;class c extends r.ControlView{*controls(){yield this.input_el}connect_signals(){super.connect_signals(),this.connect(this.model.properties.title.change,(()=>{this.label_el.textContent=this.model.title}))}styles(){return[...super.styles(),p.default]}render(){super.render();const{title:e}=this.model;this.label_el=(0,_.label)({style:{display:0==e.length?\"none\":\"\"}},e),this.group_el=(0,_.div)({class:a.input_group},this.label_el),this.el.appendChild(this.group_el)}change_input(){}}n.InputWidgetView=c,c.__name__=\"InputWidgetView\";class d extends r.Control{constructor(e){super(e)}}n.InputWidget=d,o=d,d.__name__=\"InputWidget\",o.define((({String:e})=>({title:[e,\"\"]})))},\n      449: function _(o,p,t,n,i){n(),t.root=\"bk-root\",t.input=\"bk-input\",t.input_group=\"bk-input-group\",t.inline=\"bk-inline\",t.spin_wrapper=\"bk-spin-wrapper\",t.spin_btn=\"bk-spin-btn\",t.spin_btn_up=\"bk-spin-btn-up\",t.spin_btn_down=\"bk-spin-btn-down\",t.default='.bk-root .bk-input{display:inline-block;width:100%;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]{cursor:not-allowed;background-color:#eee;opacity:1;}.bk-root select:not([multiple]).bk-input,.bk-root select:not([size]).bk-input{height:auto;appearance:none;-webkit-appearance:none;background-image:url(\\'data:image/svg+xml;utf8,<svg version=\"1.1\" viewBox=\"0 0 25 20\" xmlns=\"http://www.w3.org/2000/svg\"><path d=\"M 0,0 25,0 12.5,20 Z\" fill=\"black\" /></svg>\\');background-position:right 0.5em center;background-size:8px 6px;background-repeat:no-repeat;}.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;flex-wrap:nowrap;align-items:start;flex-direction:column;white-space:nowrap;}.bk-root .bk-input-group.bk-inline{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-input-group > .bk-spin-wrapper{display:inherit;width:inherit;height:inherit;position:relative;overflow:hidden;padding:0;vertical-align:middle;}.bk-root .bk-input-group > .bk-spin-wrapper input{padding-right:20px;}.bk-root .bk-input-group > .bk-spin-wrapper > .bk-spin-btn{position:absolute;display:block;height:50%;min-height:0;min-width:0;width:30px;padding:0;margin:0;right:0;border:none;background:none;cursor:pointer;}.bk-root .bk-input-group > .bk-spin-wrapper > .bk-spin-btn:before{content:\"\";display:inline-block;transform:translateY(-50%);border-left:5px solid transparent;border-right:5px solid transparent;}.bk-root .bk-input-group > .bk-spin-wrapper > .bk-spin-btn.bk-spin-btn-up{top:0;}.bk-root .bk-input-group > .bk-spin-wrapper > .bk-spin-btn.bk-spin-btn-up:before{border-bottom:5px solid black;}.bk-root .bk-input-group > .bk-spin-wrapper > .bk-spin-btn.bk-spin-btn-up:disabled:before{border-bottom-color:grey;}.bk-root .bk-input-group > .bk-spin-wrapper > .bk-spin-btn.bk-spin-btn-down{bottom:0;}.bk-root .bk-input-group > .bk-spin-wrapper > .bk-spin-btn.bk-spin-btn-down:before{border-top:5px solid black;}.bk-root .bk-input-group > .bk-spin-wrapper > .bk-spin-btn.bk-spin-btn-down:disabled:before{border-top-color:grey;}'},\n      450: function _(t,e,n,o,c){var s;o();const u=t(441),r=t(251);class i extends u.AbstractButtonView{click(){this.model.trigger_event(new r.ButtonClick),super.click()}}n.ButtonView=i,i.__name__=\"ButtonView\";class _ extends u.AbstractButton{constructor(t){super(t)}}n.Button=_,s=_,_.__name__=\"Button\",s.prototype.default_view=i,s.override({label:\"Button\"})},\n      451: function _(t,e,o,c,a){c();const s=t(1);var n;const i=t(452),r=t(43),u=(0,s.__importStar)(t(318));class _ extends i.ButtonGroupView{get active(){return new Set(this.model.active)}change_active(t){const{active:e}=this;e.has(t)?e.delete(t):e.add(t),this.model.active=[...e].sort()}_update_active(){const{active:t}=this;this._buttons.forEach(((e,o)=>{(0,r.classes)(e).toggle(u.active,t.has(o))}))}}o.CheckboxButtonGroupView=_,_.__name__=\"CheckboxButtonGroupView\";class h extends i.ButtonGroup{constructor(t){super(t)}}o.CheckboxButtonGroup=h,n=h,h.__name__=\"CheckboxButtonGroup\",n.prototype.default_view=_,n.define((({Int:t,Array:e})=>({active:[e(t),[]]})))},\n      452: function _(t,e,n,s,i){s();const o=t(1);var r;const a=t(453),l=t(20),d=t(43),u=(0,o.__importStar)(t(318)),_=u;class c extends a.OrientedControlView{get default_size(){return\"horizontal\"==this.orientation?this.model.default_size:void 0}*controls(){yield*this._buttons}connect_signals(){super.connect_signals();const t=this.model.properties;this.on_change(t.button_type,(()=>this.render())),this.on_change(t.labels,(()=>this.render())),this.on_change(t.active,(()=>this._update_active()))}styles(){return[...super.styles(),u.default]}render(){super.render(),this._buttons=this.model.labels.map(((t,e)=>{const n=(0,d.div)({class:[_.btn,_[`btn_${this.model.button_type}`]],disabled:this.model.disabled},t);return n.addEventListener(\"click\",(()=>this.change_active(e))),n})),this._update_active();const t=\"horizontal\"==this.model.orientation?_.horizontal:_.vertical,e=(0,d.div)({class:[_.btn_group,t]},this._buttons);this.el.appendChild(e)}}n.ButtonGroupView=c,c.__name__=\"ButtonGroupView\";class h extends a.OrientedControl{constructor(t){super(t)}}n.ButtonGroup=h,r=h,h.__name__=\"ButtonGroup\",r.define((({String:t,Array:e})=>({labels:[e(t),[]],button_type:[l.ButtonType,\"default\"]})))},\n      453: function _(n,t,e,o,r){var i;o();const a=n(442),l=n(20);class s extends a.ControlView{get orientation(){return this.model.orientation}}e.OrientedControlView=s,s.__name__=\"OrientedControlView\";class _ extends a.Control{constructor(n){super(n)}}e.OrientedControl=_,i=_,_.__name__=\"OrientedControl\",i.define((()=>({orientation:[l.Orientation,\"horizontal\"]})))},\n      454: function _(e,t,n,i,s){i();const o=e(1);var a;const c=e(455),l=e(43),d=e(9),p=(0,o.__importStar)(e(449));class r extends c.InputGroupView{render(){super.render();const e=(0,l.div)({class:[p.input_group,this.model.inline?p.inline:null]});this.el.appendChild(e);const{active:t,labels:n}=this.model;this._inputs=[];for(let i=0;i<n.length;i++){const s=(0,l.input)({type:\"checkbox\",value:`${i}`});s.addEventListener(\"change\",(()=>this.change_active(i))),this._inputs.push(s),this.model.disabled&&(s.disabled=!0),(0,d.includes)(t,i)&&(s.checked=!0);const o=(0,l.label)(s,(0,l.span)(n[i]));e.appendChild(o)}}change_active(e){const t=new Set(this.model.active);t.has(e)?t.delete(e):t.add(e),this.model.active=[...t].sort()}}n.CheckboxGroupView=r,r.__name__=\"CheckboxGroupView\";class h extends c.InputGroup{constructor(e){super(e)}}n.CheckboxGroup=h,a=h,h.__name__=\"CheckboxGroup\",a.prototype.default_view=r,a.define((({Boolean:e,Int:t,String:n,Array:i})=>({active:[i(t),[]],labels:[i(n),[]],inline:[e,!1]})))},\n      455: function _(n,t,e,s,o){s();const r=n(1),u=n(442),c=(0,r.__importDefault)(n(449));class _ extends u.ControlView{*controls(){yield*this._inputs}connect_signals(){super.connect_signals(),this.connect(this.model.change,(()=>this.render()))}styles(){return[...super.styles(),c.default]}}e.InputGroupView=_,_.__name__=\"InputGroupView\";class i extends u.Control{constructor(n){super(n)}}e.InputGroup=i,i.__name__=\"InputGroup\"},\n      456: function _(e,t,i,n,o){n();const s=e(1);var l;const r=e(448),c=e(43),a=e(22),d=(0,s.__importStar)(e(449));class h extends r.InputWidgetView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.name.change,(()=>{var e;return this.input_el.name=null!==(e=this.model.name)&&void 0!==e?e:\"\"})),this.connect(this.model.properties.color.change,(()=>this.input_el.value=(0,a.color2hexrgb)(this.model.color))),this.connect(this.model.properties.disabled.change,(()=>this.input_el.disabled=this.model.disabled))}render(){super.render(),this.input_el=(0,c.input)({type:\"color\",class:d.input,name:this.model.name,value:this.model.color,disabled:this.model.disabled}),this.input_el.addEventListener(\"change\",(()=>this.change_input())),this.group_el.appendChild(this.input_el)}change_input(){this.model.color=this.input_el.value,super.change_input()}}i.ColorPickerView=h,h.__name__=\"ColorPickerView\";class p extends r.InputWidget{constructor(e){super(e)}}i.ColorPicker=p,l=p,p.__name__=\"ColorPicker\",l.prototype.default_view=h,l.define((({Color:e})=>({color:[e,\"#000000\"]})))},\n      457: function _(e,t,i,n,s){n();const a=e(1);var l;const o=(0,a.__importDefault)(e(458)),d=e(448),r=e(43),c=e(20),u=e(8),h=(0,a.__importStar)(e(449)),_=(0,a.__importDefault)(e(459));function p(e){const t=[];for(const i of e)if((0,u.isString)(i))t.push(i);else{const[e,n]=i;t.push({from:e,to:n})}return t}class m extends d.InputWidgetView{connect_signals(){super.connect_signals();const{value:e,min_date:t,max_date:i,disabled_dates:n,enabled_dates:s,position:a,inline:l}=this.model.properties;this.connect(e.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.setDate(this.model.value)})),this.connect(t.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"minDate\",this.model.min_date)})),this.connect(i.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"maxDate\",this.model.max_date)})),this.connect(n.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"disable\",this.model.disabled_dates)})),this.connect(s.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"enable\",this.model.enabled_dates)})),this.connect(a.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"position\",this.model.position)})),this.connect(l.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"inline\",this.model.inline)}))}remove(){var e;null===(e=this._picker)||void 0===e||e.destroy(),super.remove()}styles(){return[...super.styles(),_.default]}render(){var e,t;null==this._picker&&(super.render(),this.input_el=(0,r.input)({type:\"text\",class:h.input,disabled:this.model.disabled}),this.group_el.appendChild(this.input_el),this._picker=(0,o.default)(this.input_el,{defaultDate:this.model.value,minDate:null!==(e=this.model.min_date)&&void 0!==e?e:void 0,maxDate:null!==(t=this.model.max_date)&&void 0!==t?t:void 0,inline:this.model.inline,position:this.model.position,disable:p(this.model.disabled_dates),enable:p(this.model.enabled_dates),onChange:(e,t,i)=>this._on_change(e,t,i)}))}_on_change(e,t,i){this.model.value=t,this.change_input()}}i.DatePickerView=m,m.__name__=\"DatePickerView\";class v extends d.InputWidget{constructor(e){super(e)}}i.DatePicker=v,l=v,v.__name__=\"DatePicker\",l.prototype.default_view=m,l.define((({Boolean:e,String:t,Array:i,Tuple:n,Or:s,Nullable:a})=>{const l=i(s(t,n(t,t)));return{value:[t],min_date:[a(t),null],max_date:[a(t),null],disabled_dates:[l,[]],enabled_dates:[l,[]],position:[c.CalendarPosition,\"auto\"],inline:[e,!1]}}))},\n      458: function _(e,n,t,a,i){\n      /* flatpickr v4.6.6, @license MIT */var o,r;o=this,r=function(){\"use strict\";\n      /*! *****************************************************************************\n              Copyright (c) Microsoft Corporation.\n          \n              Permission to use, copy, modify, and/or distribute this software for any\n              purpose with or without fee is hereby granted.\n          \n              THE SOFTWARE IS PROVIDED \"AS IS\" AND THE AUTHOR DISCLAIMS ALL WARRANTIES WITH\n              REGARD TO THIS SOFTWARE INCLUDING ALL IMPLIED WARRANTIES OF MERCHANTABILITY\n              AND FITNESS. IN NO EVENT SHALL THE AUTHOR BE LIABLE FOR ANY SPECIAL, DIRECT,\n              INDIRECT, OR CONSEQUENTIAL DAMAGES OR ANY DAMAGES WHATSOEVER RESULTING FROM\n              LOSS OF USE, DATA OR PROFITS, WHETHER IN AN ACTION OF CONTRACT, NEGLIGENCE OR\n              OTHER TORTIOUS ACTION, ARISING OUT OF OR IN CONNECTION WITH THE USE OR\n              PERFORMANCE OF THIS SOFTWARE.\n              ***************************************************************************** */var e=function(){return e=Object.assign||function(e){for(var n,t=1,a=arguments.length;t<a;t++)for(var i in n=arguments[t])Object.prototype.hasOwnProperty.call(n,i)&&(e[i]=n[i]);return e},e.apply(this,arguments)};function n(){for(var e=0,n=0,t=arguments.length;n<t;n++)e+=arguments[n].length;var a=Array(e),i=0;for(n=0;n<t;n++)for(var o=arguments[n],r=0,l=o.length;r<l;r++,i++)a[i]=o[r];return a}var t=[\"onChange\",\"onClose\",\"onDayCreate\",\"onDestroy\",\"onKeyDown\",\"onMonthChange\",\"onOpen\",\"onParseConfig\",\"onReady\",\"onValueUpdate\",\"onYearChange\",\"onPreCalendarPosition\"],a={_disable:[],_enable:[],allowInput:!1,allowInvalidPreload:!1,altFormat:\"F j, Y\",altInput:!1,altInputClass:\"form-control input\",animate:\"object\"==typeof window&&-1===window.navigator.userAgent.indexOf(\"MSIE\"),ariaDateFormat:\"F j, Y\",autoFillDefaultTime:!0,clickOpens:!0,closeOnSelect:!0,conjunction:\", \",dateFormat:\"Y-m-d\",defaultHour:12,defaultMinute:0,defaultSeconds:0,disable:[],disableMobile:!1,enable:[],enableSeconds:!1,enableTime:!1,errorHandler:function(e){return\"undefined\"!=typeof console&&console.warn(e)},getWeek:function(e){var n=new Date(e.getTime());n.setHours(0,0,0,0),n.setDate(n.getDate()+3-(n.getDay()+6)%7);var t=new Date(n.getFullYear(),0,4);return 1+Math.round(((n.getTime()-t.getTime())/864e5-3+(t.getDay()+6)%7)/7)},hourIncrement:1,ignoredFocusElements:[],inline:!1,locale:\"default\",minuteIncrement:5,mode:\"single\",monthSelectorType:\"dropdown\",nextArrow:\"<svg version='1.1' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink' viewBox='0 0 17 17'><g></g><path d='M13.207 8.472l-7.854 7.854-0.707-0.707 7.146-7.146-7.146-7.148 0.707-0.707 7.854 7.854z' /></svg>\",noCalendar:!1,now:new Date,onChange:[],onClose:[],onDayCreate:[],onDestroy:[],onKeyDown:[],onMonthChange:[],onOpen:[],onParseConfig:[],onReady:[],onValueUpdate:[],onYearChange:[],onPreCalendarPosition:[],plugins:[],position:\"auto\",positionElement:void 0,prevArrow:\"<svg version='1.1' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink' viewBox='0 0 17 17'><g></g><path d='M5.207 8.471l7.146 7.147-0.707 0.707-7.853-7.854 7.854-7.853 0.707 0.707-7.147 7.146z' 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l&&l.getTime()===t.getTime()?a:!a}if(\"object\"==typeof r&&void 0!==t&&r.from&&r.to&&t.getTime()>=r.from.getTime()&&t.getTime()<=r.to.getTime())return a}return!a}function ee(e){return void 0!==w.daysContainer&&-1===e.className.indexOf(\"hidden\")&&-1===e.className.indexOf(\"flatpickr-disabled\")&&w.daysContainer.contains(e)}function ne(e){e.target!==w._input||e.relatedTarget&&V(e.relatedTarget)||w.setDate(w._input.value,!0,e.target===w.altInput?w.config.altFormat:w.config.dateFormat)}function te(e){var n=g(e),t=w.config.wrap?p.contains(n):n===w._input,a=w.config.allowInput,i=w.isOpen&&(!a||!t),o=w.config.inline&&t&&!a;if(13===e.keyCode&&t){if(a)return w.setDate(w._input.value,!0,n===w.altInput?w.config.altFormat:w.config.dateFormat),n.blur();w.open()}else if(V(n)||i||o){var r=!!w.timeContainer&&w.timeContainer.contains(n);switch(e.keyCode){case 13:r?(e.preventDefault(),T(),se()):ue(e);break;case 27:e.preventDefault(),se();break;case 8:case 46:t&&!w.config.allowInput&&(e.preventDefault(),w.clear());break;case 37:case 39:if(r||t)w.hourElement&&w.hourElement.focus();else if(e.preventDefault(),void 0!==w.daysContainer&&(!1===a||document.activeElement&&ee(document.activeElement))){var l=39===e.keyCode?1:-1;e.ctrlKey?(e.stopPropagation(),G(l),R(W(1),0)):R(void 0,l)}break;case 38:case 40:e.preventDefault();var c=40===e.keyCode?1:-1;w.daysContainer&&void 0!==n.$i||n===w.input||n===w.altInput?e.ctrlKey?(e.stopPropagation(),Q(w.currentYear-c),R(W(1),0)):r||R(void 0,7*c):n===w.currentYearElement?Q(w.currentYear-c):w.config.enableTime&&(!r&&w.hourElement&&w.hourElement.focus(),T(e),w._debouncedChange());break;case 9:if(r){var d=[w.hourElement,w.minuteElement,w.secondElement,w.amPM].concat(w.pluginElements).filter((function(e){return e})),s=d.indexOf(n);if(-1!==s){var u=d[s+(e.shiftKey?-1:1)];e.preventDefault(),(u||w._input).focus()}}else!w.config.noCalendar&&w.daysContainer&&w.daysContainer.contains(n)&&e.shiftKey&&(e.preventDefault(),w._input.focus())}}if(void 0!==w.amPM&&n===w.amPM)switch(e.key){case w.l10n.amPM[0].charAt(0):case w.l10n.amPM[0].charAt(0).toLowerCase():w.amPM.textContent=w.l10n.amPM[0],I(),be();break;case w.l10n.amPM[1].charAt(0):case w.l10n.amPM[1].charAt(0).toLowerCase():w.amPM.textContent=w.l10n.amPM[1],I(),be()}(t||V(n))&&pe(\"onKeyDown\",e)}function ae(e){if(1===w.selectedDates.length&&(!e||e.classList.contains(\"flatpickr-day\")&&!e.classList.contains(\"flatpickr-disabled\"))){for(var n=e?e.dateObj.getTime():w.days.firstElementChild.dateObj.getTime(),t=w.parseDate(w.selectedDates[0],void 0,!0).getTime(),a=Math.min(n,w.selectedDates[0].getTime()),i=Math.max(n,w.selectedDates[0].getTime()),o=!1,r=0,l=0,c=a;c<i;c+=y)X(new Date(c),!0)||(o=o||c>a&&c<i,c<t&&(!r||c>r)?r=c:c>t&&(!l||c<l)&&(l=c));for(var d=0;d<w.config.showMonths;d++)for(var s=w.daysContainer.children[d],u=function(a,i){var c,d,u,f=s.children[a],m=f.dateObj.getTime(),g=r>0&&m<r||l>0&&m>l;return g?(f.classList.add(\"notAllowed\"),[\"inRange\",\"startRange\",\"endRange\"].forEach((function(e){f.classList.remove(e)})),\"continue\"):o&&!g?\"continue\":([\"startRange\",\"inRange\",\"endRange\",\"notAllowed\"].forEach((function(e){f.classList.remove(e)})),void(void 0!==e&&(e.classList.add(n<=w.selectedDates[0].getTime()?\"startRange\":\"endRange\"),t<n&&m===t?f.classList.add(\"startRange\"):t>n&&m===t&&f.classList.add(\"endRange\"),m>=r&&(0===l||m<=l)&&(d=t,u=n,(c=m)>Math.min(d,u)&&c<Math.max(d,u))&&f.classList.add(\"inRange\"))))},f=0,m=s.children.length;f<m;f++)u(f)}}function ie(){!w.isOpen||w.config.static||w.config.inline||ce()}function oe(e){return function(n){var t=w.config[\"_\"+e+\"Date\"]=w.parseDate(n,w.config.dateFormat),a=w.config[\"_\"+(\"min\"===e?\"max\":\"min\")+\"Date\"];void 0!==t&&(w[\"min\"===e?\"minDateHasTime\":\"maxDateHasTime\"]=t.getHours()>0||t.getMinutes()>0||t.getSeconds()>0),w.selectedDates&&(w.selectedDates=w.selectedDates.filter((function(e){return X(e)})),w.selectedDates.length||\"min\"!==e||S(t),be()),w.daysContainer&&(de(),void 0!==t?w.currentYearElement[e]=t.getFullYear().toString():w.currentYearElement.removeAttribute(e),w.currentYearElement.disabled=!!a&&void 0!==t&&a.getFullYear()===t.getFullYear())}}function re(){return w.config.wrap?p.querySelector(\"[data-input]\"):p}function le(){\"object\"!=typeof w.config.locale&&void 0===k.l10ns[w.config.locale]&&w.config.errorHandler(new Error(\"flatpickr: invalid locale \"+w.config.locale)),w.l10n=e(e({},k.l10ns.default),\"object\"==typeof w.config.locale?w.config.locale:\"default\"!==w.config.locale?k.l10ns[w.config.locale]:void 0),D.K=\"(\"+w.l10n.amPM[0]+\"|\"+w.l10n.amPM[1]+\"|\"+w.l10n.amPM[0].toLowerCase()+\"|\"+w.l10n.amPM[1].toLowerCase()+\")\",void 0===e(e({},v),JSON.parse(JSON.stringify(p.dataset||{}))).time_24hr&&void 0===k.defaultConfig.time_24hr&&(w.config.time_24hr=w.l10n.time_24hr),w.formatDate=b(w),w.parseDate=C({config:w.config,l10n:w.l10n})}function ce(e){if(void 0!==w.calendarContainer){pe(\"onPreCalendarPosition\");var n=e||w._positionElement,t=Array.prototype.reduce.call(w.calendarContainer.children,(function(e,n){return e+n.offsetHeight}),0),a=w.calendarContainer.offsetWidth,i=w.config.position.split(\" \"),o=i[0],r=i.length>1?i[1]:null,l=n.getBoundingClientRect(),c=window.innerHeight-l.bottom,s=\"above\"===o||\"below\"!==o&&c<t&&l.top>t,u=window.pageYOffset+l.top+(s?-t-2:n.offsetHeight+2);if(d(w.calendarContainer,\"arrowTop\",!s),d(w.calendarContainer,\"arrowBottom\",s),!w.config.inline){var f=window.pageXOffset+l.left,m=!1,g=!1;\"center\"===r?(f-=(a-l.width)/2,m=!0):\"right\"===r&&(f-=a-l.width,g=!0),d(w.calendarContainer,\"arrowLeft\",!m&&!g),d(w.calendarContainer,\"arrowCenter\",m),d(w.calendarContainer,\"arrowRight\",g);var p=window.document.body.offsetWidth-(window.pageXOffset+l.right),h=f+a>window.document.body.offsetWidth,v=p+a>window.document.body.offsetWidth;if(d(w.calendarContainer,\"rightMost\",h),!w.config.static)if(w.calendarContainer.style.top=u+\"px\",h)if(v){var D=function(){for(var e=null,n=0;n<document.styleSheets.length;n++){var t=document.styleSheets[n];try{t.cssRules}catch(e){continue}e=t;break}return null!=e?e:(a=document.createElement(\"style\"),document.head.appendChild(a),a.sheet);var a}();if(void 0===D)return;var b=window.document.body.offsetWidth,C=Math.max(0,b/2-a/2),M=D.cssRules.length,y=\"{left:\"+l.left+\"px;right:auto;}\";d(w.calendarContainer,\"rightMost\",!1),d(w.calendarContainer,\"centerMost\",!0),D.insertRule(\".flatpickr-calendar.centerMost:before,.flatpickr-calendar.centerMost:after\"+y,M),w.calendarContainer.style.left=C+\"px\",w.calendarContainer.style.right=\"auto\"}else w.calendarContainer.style.left=\"auto\",w.calendarContainer.style.right=p+\"px\";else w.calendarContainer.style.left=f+\"px\",w.calendarContainer.style.right=\"auto\"}}}function de(){w.config.noCalendar||w.isMobile||(K(),De(),J())}function se(){w._input.focus(),-1!==window.navigator.userAgent.indexOf(\"MSIE\")||void 0!==navigator.msMaxTouchPoints?setTimeout(w.close,0):w.close()}function ue(e){e.preventDefault(),e.stopPropagation();var n=f(g(e),(function(e){return e.classList&&e.classList.contains(\"flatpickr-day\")&&!e.classList.contains(\"flatpickr-disabled\")&&!e.classList.contains(\"notAllowed\")}));if(void 0!==n){var t=n,a=w.latestSelectedDateObj=new Date(t.dateObj.getTime()),i=(a.getMonth()<w.currentMonth||a.getMonth()>w.currentMonth+w.config.showMonths-1)&&\"range\"!==w.config.mode;if(w.selectedDateElem=t,\"single\"===w.config.mode)w.selectedDates=[a];else if(\"multiple\"===w.config.mode){var o=ve(a);o?w.selectedDates.splice(parseInt(o),1):w.selectedDates.push(a)}else\"range\"===w.config.mode&&(2===w.selectedDates.length&&w.clear(!1,!1),w.latestSelectedDateObj=a,w.selectedDates.push(a),0!==M(a,w.selectedDates[0],!0)&&w.selectedDates.sort((function(e,n){return e.getTime()-n.getTime()})));if(I(),i){var r=w.currentYear!==a.getFullYear();w.currentYear=a.getFullYear(),w.currentMonth=a.getMonth(),r&&(pe(\"onYearChange\"),K()),pe(\"onMonthChange\")}if(De(),J(),be(),i||\"range\"===w.config.mode||1!==w.config.showMonths?void 0!==w.selectedDateElem&&void 0===w.hourElement&&w.selectedDateElem&&w.selectedDateElem.focus():L(t),void 0!==w.hourElement&&void 0!==w.hourElement&&w.hourElement.focus(),w.config.closeOnSelect){var l=\"single\"===w.config.mode&&!w.config.enableTime,c=\"range\"===w.config.mode&&2===w.selectedDates.length&&!w.config.enableTime;(l||c)&&se()}A()}}w.parseDate=C({config:w.config,l10n:w.l10n}),w._handlers=[],w.pluginElements=[],w.loadedPlugins=[],w._bind=N,w._setHoursFromDate=S,w._positionCalendar=ce,w.changeMonth=G,w.changeYear=Q,w.clear=function(e,n){if(void 0===e&&(e=!0),void 0===n&&(n=!0),w.input.value=\"\",void 0!==w.altInput&&(w.altInput.value=\"\"),void 0!==w.mobileInput&&(w.mobileInput.value=\"\"),w.selectedDates=[],w.latestSelectedDateObj=void 0,!0===n&&(w.currentYear=w._initialDate.getFullYear(),w.currentMonth=w._initialDate.getMonth()),!0===w.config.enableTime){var t=_(),a=t.hours,i=t.minutes,o=t.seconds;O(a,i,o)}w.redraw(),e&&pe(\"onChange\")},w.close=function(){w.isOpen=!1,w.isMobile||(void 0!==w.calendarContainer&&w.calendarContainer.classList.remove(\"open\"),void 0!==w._input&&w._input.classList.remove(\"active\")),pe(\"onClose\")},w._createElement=s,w.destroy=function(){void 0!==w.config&&pe(\"onDestroy\");for(var e=w._handlers.length;e--;){var n=w._handlers[e];n.element.removeEventListener(n.event,n.handler,n.options)}if(w._handlers=[],w.mobileInput)w.mobileInput.parentNode&&w.mobileInput.parentNode.removeChild(w.mobileInput),w.mobileInput=void 0;else if(w.calendarContainer&&w.calendarContainer.parentNode)if(w.config.static&&w.calendarContainer.parentNode){var t=w.calendarContainer.parentNode;if(t.lastChild&&t.removeChild(t.lastChild),t.parentNode){for(;t.firstChild;)t.parentNode.insertBefore(t.firstChild,t);t.parentNode.removeChild(t)}}else w.calendarContainer.parentNode.removeChild(w.calendarContainer);w.altInput&&(w.input.type=\"text\",w.altInput.parentNode&&w.altInput.parentNode.removeChild(w.altInput),delete w.altInput),w.input&&(w.input.type=w.input._type,w.input.classList.remove(\"flatpickr-input\"),w.input.removeAttribute(\"readonly\")),[\"_showTimeInput\",\"latestSelectedDateObj\",\"_hideNextMonthArrow\",\"_hidePrevMonthArrow\",\"__hideNextMonthArrow\",\"__hidePrevMonthArrow\",\"isMobile\",\"isOpen\",\"selectedDateElem\",\"minDateHasTime\",\"maxDateHasTime\",\"days\",\"daysContainer\",\"_input\",\"_positionElement\",\"innerContainer\",\"rContainer\",\"monthNav\",\"todayDateElem\",\"calendarContainer\",\"weekdayContainer\",\"prevMonthNav\",\"nextMonthNav\",\"monthsDropdownContainer\",\"currentMonthElement\",\"currentYearElement\",\"navigationCurrentMonth\",\"selectedDateElem\",\"config\"].forEach((function(e){try{delete w[e]}catch(e){}}))},w.isEnabled=X,w.jumpToDate=P,w.open=function(e,n){if(void 0===n&&(n=w._positionElement),!0===w.isMobile){if(e){e.preventDefault();var t=g(e);t&&t.blur()}return void 0!==w.mobileInput&&(w.mobileInput.focus(),w.mobileInput.click()),void pe(\"onOpen\")}if(!w._input.disabled&&!w.config.inline){var a=w.isOpen;w.isOpen=!0,a||(w.calendarContainer.classList.add(\"open\"),w._input.classList.add(\"active\"),pe(\"onOpen\"),ce(n)),!0===w.config.enableTime&&!0===w.config.noCalendar&&(!1!==w.config.allowInput||void 0!==e&&w.timeContainer.contains(e.relatedTarget)||setTimeout((function(){return w.hourElement.select()}),50))}},w.redraw=de,w.set=function(e,n){if(null!==e&&\"object\"==typeof e)for(var a in Object.assign(w.config,e),e)void 0!==fe[a]&&fe[a].forEach((function(e){return e()}));else w.config[e]=n,void 0!==fe[e]?fe[e].forEach((function(e){return e()})):t.indexOf(e)>-1&&(w.config[e]=c(n));w.redraw(),be(!0)},w.setDate=function(e,n,t){if(void 0===n&&(n=!1),void 0===t&&(t=w.config.dateFormat),0!==e&&!e||e instanceof Array&&0===e.length)return w.clear(n);me(e,t),w.latestSelectedDateObj=w.selectedDates[w.selectedDates.length-1],w.redraw(),P(void 0,n),S(),0===w.selectedDates.length&&w.clear(!1),be(n),n&&pe(\"onChange\")},w.toggle=function(e){if(!0===w.isOpen)return w.close();w.open(e)};var fe={locale:[le,z],showMonths:[q,E,$],minDate:[P],maxDate:[P]};function me(e,n){var t=[];if(e instanceof Array)t=e.map((function(e){return w.parseDate(e,n)}));else if(e instanceof Date||\"number\"==typeof e)t=[w.parseDate(e,n)];else if(\"string\"==typeof e)switch(w.config.mode){case\"single\":case\"time\":t=[w.parseDate(e,n)];break;case\"multiple\":t=e.split(w.config.conjunction).map((function(e){return w.parseDate(e,n)}));break;case\"range\":t=e.split(w.l10n.rangeSeparator).map((function(e){return w.parseDate(e,n)}))}else w.config.errorHandler(new Error(\"Invalid date supplied: \"+JSON.stringify(e)));w.selectedDates=w.config.allowInvalidPreload?t:t.filter((function(e){return e instanceof Date&&X(e,!1)})),\"range\"===w.config.mode&&w.selectedDates.sort((function(e,n){return e.getTime()-n.getTime()}))}function ge(e){return e.slice().map((function(e){return\"string\"==typeof e||\"number\"==typeof e||e instanceof Date?w.parseDate(e,void 0,!0):e&&\"object\"==typeof e&&e.from&&e.to?{from:w.parseDate(e.from,void 0),to:w.parseDate(e.to,void 0)}:e})).filter((function(e){return e}))}function pe(e,n){if(void 0!==w.config){var t=w.config[e];if(void 0!==t&&t.length>0)for(var a=0;t[a]&&a<t.length;a++)t[a](w.selectedDates,w.input.value,w,n);\"onChange\"===e&&(w.input.dispatchEvent(he(\"change\")),w.input.dispatchEvent(he(\"input\")))}}function he(e){var n=document.createEvent(\"Event\");return n.initEvent(e,!0,!0),n}function ve(e){for(var n=0;n<w.selectedDates.length;n++)if(0===M(w.selectedDates[n],e))return\"\"+n;return!1}function De(){w.config.noCalendar||w.isMobile||!w.monthNav||(w.yearElements.forEach((function(e,n){var t=new Date(w.currentYear,w.currentMonth,1);t.setMonth(w.currentMonth+n),w.config.showMonths>1||\"static\"===w.config.monthSelectorType?w.monthElements[n].textContent=h(t.getMonth(),w.config.shorthandCurrentMonth,w.l10n)+\" \":w.monthsDropdownContainer.value=t.getMonth().toString(),e.value=t.getFullYear().toString()})),w._hidePrevMonthArrow=void 0!==w.config.minDate&&(w.currentYear===w.config.minDate.getFullYear()?w.currentMonth<=w.config.minDate.getMonth():w.currentYear<w.config.minDate.getFullYear()),w._hideNextMonthArrow=void 0!==w.config.maxDate&&(w.currentYear===w.config.maxDate.getFullYear()?w.currentMonth+1>w.config.maxDate.getMonth():w.currentYear>w.config.maxDate.getFullYear()))}function we(e){return w.selectedDates.map((function(n){return w.formatDate(n,e)})).filter((function(e,n,t){return\"range\"!==w.config.mode||w.config.enableTime||t.indexOf(e)===n})).join(\"range\"!==w.config.mode?w.config.conjunction:w.l10n.rangeSeparator)}function be(e){void 0===e&&(e=!0),void 0!==w.mobileInput&&w.mobileFormatStr&&(w.mobileInput.value=void 0!==w.latestSelectedDateObj?w.formatDate(w.latestSelectedDateObj,w.mobileFormatStr):\"\"),w.input.value=we(w.config.dateFormat),void 0!==w.altInput&&(w.altInput.value=we(w.config.altFormat)),!1!==e&&pe(\"onValueUpdate\")}function Ce(e){var n=g(e),t=w.prevMonthNav.contains(n),a=w.nextMonthNav.contains(n);t||a?G(t?-1:1):w.yearElements.indexOf(n)>=0?n.select():n.classList.contains(\"arrowUp\")?w.changeYear(w.currentYear+1):n.classList.contains(\"arrowDown\")&&w.changeYear(w.currentYear-1)}return function(){w.element=w.input=p,w.isOpen=!1,function(){var n=[\"wrap\",\"weekNumbers\",\"allowInput\",\"allowInvalidPreload\",\"clickOpens\",\"time_24hr\",\"enableTime\",\"noCalendar\",\"altInput\",\"shorthandCurrentMonth\",\"inline\",\"static\",\"enableSeconds\",\"disableMobile\"],i=e(e({},JSON.parse(JSON.stringify(p.dataset||{}))),v),o={};w.config.parseDate=i.parseDate,w.config.formatDate=i.formatDate,Object.defineProperty(w.config,\"enable\",{get:function(){return w.config._enable},set:function(e){w.config._enable=ge(e)}}),Object.defineProperty(w.config,\"disable\",{get:function(){return w.config._disable},set:function(e){w.config._disable=ge(e)}});var r=\"time\"===i.mode;if(!i.dateFormat&&(i.enableTime||r)){var l=k.defaultConfig.dateFormat||a.dateFormat;o.dateFormat=i.noCalendar||r?\"H:i\"+(i.enableSeconds?\":S\":\"\"):l+\" H:i\"+(i.enableSeconds?\":S\":\"\")}if(i.altInput&&(i.enableTime||r)&&!i.altFormat){var d=k.defaultConfig.altFormat||a.altFormat;o.altFormat=i.noCalendar||r?\"h:i\"+(i.enableSeconds?\":S K\":\" K\"):d+\" h:i\"+(i.enableSeconds?\":S\":\"\")+\" K\"}Object.defineProperty(w.config,\"minDate\",{get:function(){return w.config._minDate},set:oe(\"min\")}),Object.defineProperty(w.config,\"maxDate\",{get:function(){return w.config._maxDate},set:oe(\"max\")});var s=function(e){return function(n){w.config[\"min\"===e?\"_minTime\":\"_maxTime\"]=w.parseDate(n,\"H:i:S\")}};Object.defineProperty(w.config,\"minTime\",{get:function(){return w.config._minTime},set:s(\"min\")}),Object.defineProperty(w.config,\"maxTime\",{get:function(){return w.config._maxTime},set:s(\"max\")}),\"time\"===i.mode&&(w.config.noCalendar=!0,w.config.enableTime=!0),Object.assign(w.config,o,i);for(var u=0;u<n.length;u++)w.config[n[u]]=!0===w.config[n[u]]||\"true\"===w.config[n[u]];for(t.filter((function(e){return void 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k.map(vt)},on:it,off:ot,get:gt,set:mt,setHandle:function(t,e,r,n){if(!((t=Number(t))>=0&&t<k.length))throw new Error(\"noUiSlider: invalid handle number, got: \"+t);ft(t,ht(e,t),!0,!0,n),st(\"update\",t),r&&st(\"set\",t)},reset:function(t){mt(r.start,t)},__moveHandles:function(t,e,r){ut(t,e,V,r)},options:n,updateOptions:function(t,e){var i=gt(),s=[\"margin\",\"limit\",\"padding\",\"range\",\"animate\",\"snap\",\"step\",\"format\",\"pips\",\"tooltips\"];s.forEach((function(e){void 0!==t[e]&&(n[e]=t[e])}));var a=G(n);s.forEach((function(e){void 0!==t[e]&&(r[e]=a[e])})),C=a.spectrum,r.margin=a.margin,r.limit=a.limit,r.padding=a.padding,r.pips?W(r.pips):I(),r.tooltips?B():_(),V=[],mt(o(t.start)?t.start:i,e)},target:w,removePips:I,removeTooltips:_,getPositions:function(){return V.slice()},getTooltips:function(){return v},getOrigins:function(){return p},pips:W};return bt}function K(t,e){if(!t||!t.nodeName)throw new Error(\"noUiSlider: create requires a single element, got: 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.noUi-touch-area{height:100%;width:100%;}.bk-root .noUi-state-tap .noUi-connect,.bk-root .noUi-state-tap .noUi-origin{-webkit-transition:transform 0.3s;transition:transform 0.3s;}.bk-root .noUi-state-drag *{cursor:inherit !important;}.bk-root .noUi-horizontal{height:18px;}.bk-root .noUi-horizontal .noUi-handle{width:34px;height:28px;right:-17px;top:-6px;}.bk-root .noUi-vertical{width:18px;}.bk-root .noUi-vertical .noUi-handle{width:28px;height:34px;right:-6px;top:-17px;}.bk-root .noUi-txt-dir-rtl.noUi-horizontal .noUi-handle{left:-17px;right:auto;}.bk-root .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 .noUi-connects{border-radius:3px;}.bk-root .noUi-connect{background:#3FB8AF;}.bk-root .noUi-draggable{cursor:ew-resize;}.bk-root .noUi-vertical .noUi-draggable{cursor:ns-resize;}.bk-root .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 .noUi-active{box-shadow:inset 0 0 1px #FFF, inset 0 1px 7px #DDD, 0 3px 6px -3px #BBB;}.bk-root .noUi-handle:before,.bk-root .noUi-handle:after{content:\"\";display:block;position:absolute;height:14px;width:1px;background:#E8E7E6;left:14px;top:6px;}.bk-root .noUi-handle:after{left:17px;}.bk-root .noUi-vertical .noUi-handle:before,.bk-root .noUi-vertical .noUi-handle:after{width:14px;height:1px;left:6px;top:14px;}.bk-root .noUi-vertical .noUi-handle:after{top:17px;}.bk-root [disabled] .noUi-connect{background:#B8B8B8;}.bk-root [disabled].noUi-target,.bk-root [disabled].noUi-handle,.bk-root [disabled] .noUi-handle{cursor:not-allowed;}.bk-root .noUi-pips,.bk-root .noUi-pips *{-moz-box-sizing:border-box;box-sizing:border-box;}.bk-root .noUi-pips{position:absolute;color:#999;}.bk-root .noUi-value{position:absolute;white-space:nowrap;text-align:center;}.bk-root .noUi-value-sub{color:#ccc;font-size:10px;}.bk-root 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.noUi-marker-vertical.noUi-marker{width:5px;height:2px;margin-top:-1px;}.bk-root .noUi-marker-vertical.noUi-marker-sub{width:10px;}.bk-root .noUi-marker-vertical.noUi-marker-large{width:15px;}.bk-root .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 .noUi-horizontal .noUi-tooltip{-webkit-transform:translate(-50%, 0);transform:translate(-50%, 0);left:50%;bottom:120%;}.bk-root .noUi-vertical .noUi-tooltip{-webkit-transform:translate(0, -50%);transform:translate(0, -50%);top:50%;right:120%;}.bk-root .noUi-horizontal .noUi-origin > .noUi-tooltip{-webkit-transform:translate(50%, 0);transform:translate(50%, 0);left:auto;bottom:10px;}.bk-root .noUi-vertical .noUi-origin > .noUi-tooltip{-webkit-transform:translate(0, -18px);transform:translate(0, -18px);top:auto;right:28px;}.bk-root .noUi-handle{cursor:grab;cursor:-webkit-grab;}.bk-root .noUi-handle.noUi-active{cursor:grabbing;cursor:-webkit-grabbing;}.bk-root .noUi-handle:after,.bk-root .noUi-handle:before{display:none;}.bk-root .noUi-tooltip{display:none;white-space:nowrap;}.bk-root .noUi-handle:hover .noUi-tooltip{display:block;}.bk-root .noUi-horizontal{width:100%;height:10px;}.bk-root .noUi-vertical{width:10px;height:100%;}.bk-root .noUi-horizontal .noUi-handle{width:14px;height:18px;right:-7px;top:-5px;}.bk-root .noUi-vertical .noUi-handle{width:18px;height:14px;right:-5px;top:-7px;}.bk-root .noUi-target.noUi-horizontal{margin:5px 0px;}.bk-root .noUi-target.noUi-vertical{margin:0px 5px;}'},\n      465: function _(e,t,r,a,i){a();var s;const d=(0,e(1).__importDefault)(e(151)),o=e(461),_=e(8);class n extends o.AbstractSliderView{}r.DateSliderView=n,n.__name__=\"DateSliderView\";class c extends o.AbstractSlider{constructor(e){super(e),this.behaviour=\"tap\",this.connected=[!0,!1]}_formatter(e,t){return(0,_.isString)(t)?(0,d.default)(e,t):t.compute(e)}}r.DateSlider=c,s=c,c.__name__=\"DateSlider\",s.prototype.default_view=n,s.override({format:\"%d %b %Y\"})},\n      466: function _(e,t,r,a,i){a();var n;const s=(0,e(1).__importDefault)(e(151)),d=e(461),o=e(8);class _ extends d.AbstractRangeSliderView{}r.DatetimeRangeSliderView=_,_.__name__=\"DatetimeRangeSliderView\";class c extends d.AbstractSlider{constructor(e){super(e),this.behaviour=\"drag\",this.connected=[!1,!0,!1]}_formatter(e,t){return(0,o.isString)(t)?(0,s.default)(e,t):t.compute(e)}}r.DatetimeRangeSlider=c,n=c,c.__name__=\"DatetimeRangeSlider\",n.prototype.default_view=_,n.override({format:\"%d %b %Y %H:%M:%S\",step:36e5})},\n      467: function _(e,t,s,r,i){var _;r();const n=e(468);class a extends n.MarkupView{render(){super.render(),this.model.render_as_text?this.markup_el.textContent=this.model.text:this.markup_el.innerHTML=this.has_math_disabled()?this.model.text:this.process_tex()}}s.DivView=a,a.__name__=\"DivView\";class d extends n.Markup{constructor(e){super(e)}}s.Div=d,_=d,d.__name__=\"Div\",_.prototype.default_view=a,_.define((({Boolean:e})=>({render_as_text:[e,!1]})))},\n      468: function _(t,e,s,i,r){i();const a=t(1);var n;const o=t(210),d=t(43),h=t(137),l=t(512),_=(0,a.__importStar)(t(469));class u extends l.WidgetView{get provider(){return h.default_provider}async lazy_initialize(){await super.lazy_initialize(),\"not_started\"==this.provider.status&&await this.provider.fetch(),\"not_started\"!=this.provider.status&&\"loading\"!=this.provider.status||this.provider.ready.connect((()=>{this.contains_tex_string()&&this.rerender()}))}after_layout(){super.after_layout(),\"loading\"===this.provider.status&&(this._has_finished=!1)}rerender(){this.layout.invalidate_cache(),this.render(),this.root.compute_layout()}connect_signals(){super.connect_signals(),this.connect(this.model.change,(()=>{this.rerender()}))}styles(){return[...super.styles(),_.default]}_update_layout(){this.layout=new o.CachedVariadicBox(this.el),this.layout.set_sizing(this.box_sizing())}render(){super.render();const t=Object.assign(Object.assign({},this.model.style),{display:\"inline-block\"});this.markup_el=(0,d.div)({class:_.clearfix,style:t}),this.el.appendChild(this.markup_el),\"failed\"!=this.provider.status&&\"loaded\"!=this.provider.status||(this._has_finished=!0)}has_math_disabled(){return this.model.disable_math||!this.contains_tex_string()}process_tex(){if(!this.provider.MathJax)return this.model.text;const{text:t}=this.model,e=this.provider.MathJax.find_tex(t),s=[];let i=0;for(const r of e)s.push(t.slice(i,r.start.n)),s.push(this.provider.MathJax.tex2svg(r.math,{display:r.display}).outerHTML),i=r.end.n;return i<t.length&&s.push(t.slice(i)),s.join(\"\")}contains_tex_string(){return!!this.provider.MathJax&&this.provider.MathJax.find_tex(this.model.text).length>0}}s.MarkupView=u,u.__name__=\"MarkupView\";class p extends l.Widget{constructor(t){super(t)}}s.Markup=p,n=p,p.__name__=\"Markup\",n.define((({Boolean:t,String:e,Dict:s})=>({text:[e,\"\"],style:[s(e),{}],disable_math:[t,!1]})))},\n      469: function _(o,r,e,t,a){t(),e.root=\"bk-root\",e.clearfix=\"bk-clearfix\",e.default='.bk-root .bk-clearfix:before,.bk-root .bk-clearfix:after{content:\"\";display:table;}.bk-root .bk-clearfix:after{clear:both;}'},\n      470: function _(e,t,i,n,s){n();const o=e(1);var l;const r=e(441),d=e(251),_=e(43),u=e(8),c=(0,o.__importStar)(e(318)),h=(0,o.__importStar)(e(229)),m=h;class p extends r.AbstractButtonView{constructor(){super(...arguments),this._open=!1}styles(){return[...super.styles(),h.default]}render(){super.render();const e=(0,_.div)({class:[m.caret,m.down]});if(this.model.is_split){const t=this._render_button(e);t.classList.add(c.dropdown_toggle),t.addEventListener(\"click\",(()=>this._toggle_menu())),this.group_el.appendChild(t)}else this.button_el.appendChild(e);const t=this.model.menu.map(((e,t)=>{if(null==e)return(0,_.div)({class:m.divider});{const i=(0,u.isString)(e)?e:e[0],n=(0,_.div)(i);return n.addEventListener(\"click\",(()=>this._item_click(t))),n}}));this.menu=(0,_.div)({class:[m.menu,m.below]},t),this.el.appendChild(this.menu),(0,_.undisplay)(this.menu)}_show_menu(){if(!this._open){this._open=!0,(0,_.display)(this.menu);const e=t=>{const{target:i}=t;i instanceof HTMLElement&&!this.el.contains(i)&&(document.removeEventListener(\"click\",e),this._hide_menu())};document.addEventListener(\"click\",e)}}_hide_menu(){this._open&&(this._open=!1,(0,_.undisplay)(this.menu))}_toggle_menu(){this._open?this._hide_menu():this._show_menu()}click(){this.model.is_split?(this._hide_menu(),this.model.trigger_event(new d.ButtonClick),super.click()):this._toggle_menu()}_item_click(e){this._hide_menu();const t=this.model.menu[e];if(null!=t){const i=(0,u.isString)(t)?t:t[1];(0,u.isString)(i)?this.model.trigger_event(new d.MenuItemClick(i)):i.execute(this.model,{index:e})}}}i.DropdownView=p,p.__name__=\"DropdownView\";class a extends r.AbstractButton{constructor(e){super(e)}get is_split(){return this.split}}i.Dropdown=a,l=a,a.__name__=\"Dropdown\",l.prototype.default_view=p,l.define((({Null:e,Boolean:t,String:i,Array:n,Tuple:s,Or:o})=>({split:[t,!1],menu:[n(o(i,s(i,o(i)),e)),[]]}))),l.override({label:\"Dropdown\"})},\n      471: function _(e,l,i,t,s){var n;t();const a=e(43),o=e(512);class d extends o.WidgetView{connect_signals(){super.connect_signals(),this.connect(this.model.change,(()=>this.render()))}render(){const{multiple:e,accept:l,disabled:i,width:t}=this.model;null==this.dialog_el&&(this.dialog_el=(0,a.input)({type:\"file\",multiple:e}),this.dialog_el.onchange=()=>{const{files:e}=this.dialog_el;null!=e&&this.load_files(e)},this.el.appendChild(this.dialog_el)),null!=l&&\"\"!=l&&(this.dialog_el.accept=l),this.dialog_el.style.width=`${t}px`,this.dialog_el.disabled=i}async load_files(e){const l=[],i=[],t=[];for(const s of e){const e=await this._read_file(s),[,n=\"\",,a=\"\"]=e.split(/[:;,]/,4);l.push(a),i.push(s.name),t.push(n)}this.model.multiple?this.model.setv({value:l,filename:i,mime_type:t}):this.model.setv({value:l[0],filename:i[0],mime_type:t[0]})}_read_file(e){return new Promise(((l,i)=>{const t=new FileReader;t.onload=()=>{var s;const{result:n}=t;null!=n?l(n):i(null!==(s=t.error)&&void 0!==s?s:new Error(`unable to read 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h.InputWidgetView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.value.change,(()=>this.render_selection())),this.connect(this.model.properties.options.change,(()=>this.render())),this.connect(this.model.properties.name.change,(()=>this.render())),this.connect(this.model.properties.title.change,(()=>this.render())),this.connect(this.model.properties.size.change,(()=>this.render())),this.connect(this.model.properties.disabled.change,(()=>this.render()))}render(){super.render();const e=this.model.options.map((e=>{let t,i;return(0,c.isString)(e)?t=i=e:[t,i]=e,(0,r.option)({value:t},i)}));this.input_el=(0,r.select)({multiple:!0,class:p.input,name:this.model.name,disabled:this.model.disabled},e),this.input_el.addEventListener(\"change\",(()=>this.change_input())),this.group_el.appendChild(this.input_el),this.render_selection()}render_selection(){const e=new Set(this.model.value);for(const t of this.el.querySelectorAll(\"option\"))t.selected=e.has(t.value);this.input_el.size=this.model.size}change_input(){const e=null!=this.el.querySelector(\"select:focus\"),t=[];for(const e of this.el.querySelectorAll(\"option\"))e.selected&&t.push(e.value);this.model.value=t,super.change_input(),e&&this.input_el.focus()}}i.MultiSelectView=d,d.__name__=\"MultiSelectView\";class u extends h.InputWidget{constructor(e){super(e)}}i.MultiSelect=u,o=u,u.__name__=\"MultiSelect\",o.prototype.default_view=d,o.define((({Int:e,String:t,Array:i,Tuple:s,Or:n})=>({value:[i(t),[]],options:[i(n(t,s(t,t))),[]],size:[e,4]})))},\n      473: function _(e,a,r,t,s){var n;t();const p=e(468),_=e(43);class i extends p.MarkupView{render(){super.render();const e=(0,_.p)({style:{margin:0}});this.has_math_disabled()?e.textContent=this.model.text:e.innerHTML=this.process_tex(),this.markup_el.appendChild(e)}}r.ParagraphView=i,i.__name__=\"ParagraphView\";class h extends p.Markup{constructor(e){super(e)}}r.Paragraph=h,n=h,h.__name__=\"Paragraph\",n.prototype.default_view=i},\n      474: function _(e,s,t,n,r){var p;n();const u=e(446);class a extends u.TextInputView{render(){super.render(),this.input_el.type=\"password\"}}t.PasswordInputView=a,a.__name__=\"PasswordInputView\";class o extends u.TextInput{constructor(e){super(e)}}t.PasswordInput=o,p=o,o.__name__=\"PasswordInput\",p.prototype.default_view=a},\n      475: function _(e,t,i,l,s){l();const o=e(1);var n;const h=(0,o.__importDefault)(e(476)),a=e(43),u=e(8),c=e(210),_=(0,o.__importStar)(e(449)),d=(0,o.__importDefault)(e(477)),r=e(448);class m extends r.InputWidgetView{constructor(){super(...arguments),this._last_height=null}connect_signals(){super.connect_signals(),this.connect(this.model.properties.disabled.change,(()=>this.set_disabled()));const{value:e,max_items:t,option_limit:i,search_option_limit:l,delete_button:s,placeholder:o,options:n,name:h,title:a}=this.model.properties;this.on_change([e,t,i,l,s,o,n,h,a],(()=>this.render()))}styles(){return[...super.styles(),d.default]}_update_layout(){this.layout=new c.CachedVariadicBox(this.el),this.layout.set_sizing(this.box_sizing())}render(){super.render(),this.input_el=(0,a.select)({multiple:!0,class:_.input,name:this.model.name,disabled:this.model.disabled}),this.group_el.appendChild(this.input_el);const e=new Set(this.model.value),t=this.model.options.map((t=>{let i,l;return(0,u.isString)(t)?i=l=t:[i,l]=t,{value:i,label:l,selected:e.has(i)}})),i=this.model.solid?\"solid\":\"light\",l=`choices__item ${i}`,s=`choices__button 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i=this._prepareSearchers(e),n=i.tokenSearchers,s=i.fullSearcher,r=this._search(n,s),o=r.weights,a=r.results;return this._computeScore(o,a),this.options.shouldSort&&this._sort(a),t.limit&&\"number\"==typeof t.limit&&(a=a.slice(0,t.limit)),this._format(a)}},{key:\"_prepareSearchers\",value:function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:\"\",t=[];if(this.options.tokenize)for(var i=e.split(this.options.tokenSeparator),n=0,s=i.length;n<s;n+=1)t.push(new r(i[n],this.options));return{tokenSearchers:t,fullSearcher:new r(e,this.options)}}},{key:\"_search\",value:function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:[],t=arguments.length>1?arguments[1]:void 0,i=this.list,n={},s=[];if(\"string\"==typeof i[0]){for(var r=0,o=i.length;r<o;r+=1)this._analyze({key:\"\",value:i[r],record:r,index:r},{resultMap:n,results:s,tokenSearchers:e,fullSearcher:t});return{weights:null,results:s}}for(var a={},c=0,l=i.length;c<l;c+=1)for(var 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n=t[i];n.enumerable=n.enumerable||!1,n.configurable=!0,\"value\"in n&&(n.writable=!0),Object.defineProperty(e,n.key,n)}}var pe=function(){function e(e){var t=e.element,i=e.classNames;if(this.element=t,this.classNames=i,!(t instanceof HTMLInputElement||t instanceof HTMLSelectElement))throw new TypeError(\"Invalid element passed\");this.isDisabled=!1}var t,i,n,s=e.prototype;return s.conceal=function(){this.element.classList.add(this.classNames.input),this.element.hidden=!0,this.element.tabIndex=-1;var e=this.element.getAttribute(\"style\");e&&this.element.setAttribute(\"data-choice-orig-style\",e),this.element.setAttribute(\"data-choice\",\"active\")},s.reveal=function(){this.element.classList.remove(this.classNames.input),this.element.hidden=!1,this.element.removeAttribute(\"tabindex\");var e=this.element.getAttribute(\"data-choice-orig-style\");e?(this.element.removeAttribute(\"data-choice-orig-style\"),this.element.setAttribute(\"style\",e)):this.element.removeAttribute(\"style\"),this.element.removeAttribute(\"data-choice\"),this.element.value=this.element.value},s.enable=function(){this.element.removeAttribute(\"disabled\"),this.element.disabled=!1,this.isDisabled=!1},s.disable=function(){this.element.setAttribute(\"disabled\",\"\"),this.element.disabled=!0,this.isDisabled=!0},s.triggerEvent=function(e,t){!function(e,t,i){void 0===i&&(i=null);var n=new CustomEvent(t,{detail:i,bubbles:!0,cancelable:!0});e.dispatchEvent(n)}(this.element,e,t)},t=e,(i=[{key:\"isActive\",get:function(){return\"active\"===this.element.dataset.choice}},{key:\"dir\",get:function(){return this.element.dir}},{key:\"value\",get:function(){return this.element.value},set:function(e){this.element.value=e}}])&&de(t.prototype,i),n&&de(t,n),e}();function me(e,t){for(var i=0;i<t.length;i++){var n=t[i];n.enumerable=n.enumerable||!1,n.configurable=!0,\"value\"in n&&(n.writable=!0),Object.defineProperty(e,n.key,n)}}var fe=function(e){var t,i,n,s,r;function o(t){var i,n=t.element,s=t.classNames,r=t.delimiter;return(i=e.call(this,{element:n,classNames:s})||this).delimiter=r,i}return i=e,(t=o).prototype=Object.create(i.prototype),t.prototype.constructor=t,t.__proto__=i,n=o,(s=[{key:\"value\",get:function(){return this.element.value},set:function(e){var t=e.map((function(e){return e.value})).join(this.delimiter);this.element.setAttribute(\"value\",t),this.element.value=t}}])&&me(n.prototype,s),r&&me(n,r),o}(pe);function ve(e,t){for(var i=0;i<t.length;i++){var n=t[i];n.enumerable=n.enumerable||!1,n.configurable=!0,\"value\"in n&&(n.writable=!0),Object.defineProperty(e,n.key,n)}}var ge=function(e){var t,i,n,s,r;function o(t){var i,n=t.element,s=t.classNames,r=t.template;return(i=e.call(this,{element:n,classNames:s})||this).template=r,i}return i=e,(t=o).prototype=Object.create(i.prototype),t.prototype.constructor=t,t.__proto__=i,o.prototype.appendDocFragment=function(e){this.element.innerHTML=\"\",this.element.appendChild(e)},n=o,(s=[{key:\"placeholderOption\",get:function(){return this.element.querySelector('option[value=\"\"]')||this.element.querySelector(\"option[placeholder]\")}},{key:\"optionGroups\",get:function(){return Array.from(this.element.getElementsByTagName(\"OPTGROUP\"))}},{key:\"options\",get:function(){return Array.from(this.element.options)},set:function(e){var t=this,i=document.createDocumentFragment();e.forEach((function(e){return n=e,s=t.template(n),void i.appendChild(s);var n,s})),this.appendDocFragment(i)}}])&&ve(n.prototype,s),r&&ve(n,r),o}(pe),_e={containerOuter:function(e,t,i,n,s,r){var o=e.containerOuter,a=Object.assign(document.createElement(\"div\"),{className:o});return a.dataset.type=r,t&&(a.dir=t),n&&(a.tabIndex=0),i&&(a.setAttribute(\"role\",s?\"combobox\":\"listbox\"),s&&a.setAttribute(\"aria-autocomplete\",\"list\")),a.setAttribute(\"aria-haspopup\",\"true\"),a.setAttribute(\"aria-expanded\",\"false\"),a},containerInner:function(e){var t=e.containerInner;return Object.assign(document.createElement(\"div\"),{className:t})},itemList:function(e,t){var i=e.list,n=e.listSingle,s=e.listItems;return Object.assign(document.createElement(\"div\"),{className:i+\" \"+(t?n:s)})},placeholder:function(e,t){var i=e.placeholder;return Object.assign(document.createElement(\"div\"),{className:i,innerHTML:t})},item:function(e,t,i){var n=e.item,s=e.button,r=e.highlightedState,o=e.itemSelectable,a=e.placeholder,c=t.id,l=t.value,h=t.label,u=t.customProperties,d=t.active,p=t.disabled,m=t.highlighted,f=t.placeholder,v=Object.assign(document.createElement(\"div\"),{className:n,innerHTML:h});if(Object.assign(v.dataset,{item:\"\",id:c,value:l,customProperties:u}),d&&v.setAttribute(\"aria-selected\",\"true\"),p&&v.setAttribute(\"aria-disabled\",\"true\"),f&&v.classList.add(a),v.classList.add(m?r:o),i){p&&v.classList.remove(o),v.dataset.deletable=\"\";var g=\"Remove item\",_=Object.assign(document.createElement(\"button\"),{type:\"button\",className:s,innerHTML:g});_.setAttribute(\"aria-label\",\"Remove item: '\"+l+\"'\"),_.dataset.button=\"\",v.appendChild(_)}return v},choiceList:function(e,t){var i=e.list,n=Object.assign(document.createElement(\"div\"),{className:i});return t||n.setAttribute(\"aria-multiselectable\",\"true\"),n.setAttribute(\"role\",\"listbox\"),n},choiceGroup:function(e,t){var i=e.group,n=e.groupHeading,s=e.itemDisabled,r=t.id,o=t.value,a=t.disabled,c=Object.assign(document.createElement(\"div\"),{className:i+\" \"+(a?s:\"\")});return c.setAttribute(\"role\",\"group\"),Object.assign(c.dataset,{group:\"\",id:r,value:o}),a&&c.setAttribute(\"aria-disabled\",\"true\"),c.appendChild(Object.assign(document.createElement(\"div\"),{className:n,innerHTML:o})),c},choice:function(e,t,i){var n=e.item,s=e.itemChoice,r=e.itemSelectable,o=e.selectedState,a=e.itemDisabled,c=e.placeholder,l=t.id,h=t.value,u=t.label,d=t.groupId,p=t.elementId,m=t.disabled,f=t.selected,v=t.placeholder,g=Object.assign(document.createElement(\"div\"),{id:p,innerHTML:u,className:n+\" \"+s});return f&&g.classList.add(o),v&&g.classList.add(c),g.setAttribute(\"role\",d>0?\"treeitem\":\"option\"),Object.assign(g.dataset,{choice:\"\",id:l,value:h,selectText:i}),m?(g.classList.add(a),g.dataset.choiceDisabled=\"\",g.setAttribute(\"aria-disabled\",\"true\")):(g.classList.add(r),g.dataset.choiceSelectable=\"\"),g},input:function(e,t){var i=e.input,n=e.inputCloned,s=Object.assign(document.createElement(\"input\"),{type:\"text\",className:i+\" \"+n,autocomplete:\"off\",autocapitalize:\"off\",spellcheck:!1});return s.setAttribute(\"role\",\"textbox\"),s.setAttribute(\"aria-autocomplete\",\"list\"),s.setAttribute(\"aria-label\",t),s},dropdown:function(e){var t=e.list,i=e.listDropdown,n=document.createElement(\"div\");return n.classList.add(t,i),n.setAttribute(\"aria-expanded\",\"false\"),n},notice:function(e,t,i){var n=e.item,s=e.itemChoice,r=e.noResults,o=e.noChoices;void 0===i&&(i=\"\");var a=[n,s];return\"no-choices\"===i?a.push(o):\"no-results\"===i&&a.push(r),Object.assign(document.createElement(\"div\"),{innerHTML:t,className:a.join(\" \")})},option:function(e){var t=e.label,i=e.value,n=e.customProperties,s=e.active,r=e.disabled,o=new Option(t,i,!1,s);return n&&(o.dataset.customProperties=n),o.disabled=r,o}},be=function(e){return void 0===e&&(e=!0),{type:q,active:e}},ye=function(e,t){return{type:$,id:e,highlighted:t}},Ee=function(e){var t=e.value,i=e.id,n=e.active,s=e.disabled;return{type:z,value:t,id:i,active:n,disabled:s}},Ie=function(e){return{type:\"SET_IS_LOADING\",isLoading:e}};function Se(e,t){for(var i=0;i<t.length;i++){var n=t[i];n.enumerable=n.enumerable||!1,n.configurable=!0,\"value\"in n&&(n.writable=!0),Object.defineProperty(e,n.key,n)}}var we=\"-ms-scroll-limit\"in document.documentElement.style&&\"-ms-ime-align\"in document.documentElement.style,Oe={},Ce=function(){var e,t,i;function n(e,t){var i=this;void 0===e&&(e=\"[data-choice]\"),void 0===t&&(t={}),this.config=o.a.all([P,n.defaults.options,t],{arrayMerge:function(e,t){return[].concat(t)}});var s,r,a,c,l=(s=this.config,r=P,a=Object.keys(s).sort(),c=Object.keys(r).sort(),a.filter((function(e){return c.indexOf(e)<0})));l.length&&console.warn(\"Unknown config option(s) passed\",l.join(\", \"));var h=\"string\"==typeof e?document.querySelector(e):e;if(!(h instanceof HTMLInputElement||h instanceof HTMLSelectElement))throw TypeError(\"Expected one of the following types text|select-one|select-multiple\");if(this._isTextElement=h.type===re,this._isSelectOneElement=h.type===oe,this._isSelectMultipleElement=h.type===ae,this._isSelectElement=this._isSelectOneElement||this._isSelectMultipleElement,this.config.searchEnabled=this._isSelectMultipleElement||this.config.searchEnabled,[\"auto\",\"always\"].includes(this.config.renderSelectedChoices)||(this.config.renderSelectedChoices=\"auto\"),t.addItemFilter&&\"function\"!=typeof t.addItemFilter){var u=t.addItemFilter instanceof RegExp?t.addItemFilter:new RegExp(t.addItemFilter);this.config.addItemFilter=u.test.bind(u)}if(this._isTextElement?this.passedElement=new fe({element:h,classNames:this.config.classNames,delimiter:this.config.delimiter}):this.passedElement=new ge({element:h,classNames:this.config.classNames,template:function(e){return i._templates.option(e)}}),this.initialised=!1,this._store=new T,this._initialState={},this._currentState={},this._prevState={},this._currentValue=\"\",this._canSearch=this.config.searchEnabled,this._isScrollingOnIe=!1,this._highlightPosition=0,this._wasTap=!0,this._placeholderValue=this._generatePlaceholderValue(),this._baseId=function(e,t){var i=e.id||e.name&&e.name+\"-\"+b(2)||b(4);return t+\"-\"+i.replace(/(:|\\.|\\[|\\]|,)/g,\"\")}(this.passedElement.element,\"choices-\"),this._direction=this.passedElement.dir,!this._direction){var d=window.getComputedStyle(this.passedElement.element).direction;d!==window.getComputedStyle(document.documentElement).direction&&(this._direction=d)}if(this._idNames={itemChoice:\"item-choice\"},this._presetGroups=this.passedElement.optionGroups,this._presetOptions=this.passedElement.options,this._presetChoices=this.config.choices,this._presetItems=this.config.items,this.passedElement.value&&(this._presetItems=this._presetItems.concat(this.passedElement.value.split(this.config.delimiter))),this.passedElement.options&&this.passedElement.options.forEach((function(e){i._presetChoices.push({value:e.value,label:e.innerHTML,selected:e.selected,disabled:e.disabled||e.parentNode.disabled,placeholder:\"\"===e.value||e.hasAttribute(\"placeholder\"),customProperties:e.getAttribute(\"data-custom-properties\")})})),this._render=this._render.bind(this),this._onFocus=this._onFocus.bind(this),this._onBlur=this._onBlur.bind(this),this._onKeyUp=this._onKeyUp.bind(this),this._onKeyDown=this._onKeyDown.bind(this),this._onClick=this._onClick.bind(this),this._onTouchMove=this._onTouchMove.bind(this),this._onTouchEnd=this._onTouchEnd.bind(this),this._onMouseDown=this._onMouseDown.bind(this),this._onMouseOver=this._onMouseOver.bind(this),this._onFormReset=this._onFormReset.bind(this),this._onAKey=this._onAKey.bind(this),this._onEnterKey=this._onEnterKey.bind(this),this._onEscapeKey=this._onEscapeKey.bind(this),this._onDirectionKey=this._onDirectionKey.bind(this),this._onDeleteKey=this._onDeleteKey.bind(this),this.passedElement.isActive)return this.config.silent||console.warn(\"Trying to initialise Choices on element already initialised\"),void(this.initialised=!0);this.init()}e=n,i=[{key:\"defaults\",get:function(){return Object.preventExtensions({get options(){return Oe},get templates(){return _e}})}}],(t=null)&&Se(e.prototype,t),i&&Se(e,i);var r=n.prototype;return r.init=function(){if(!this.initialised){this._createTemplates(),this._createElements(),this._createStructure(),this._initialState=O(this._store.state),this._store.subscribe(this._render),this._render(),this._addEventListeners(),(!this.config.addItems||this.passedElement.element.hasAttribute(\"disabled\"))&&this.disable(),this.initialised=!0;var e=this.config.callbackOnInit;e&&\"function\"==typeof e&&e.call(this)}},r.destroy=function(){this.initialised&&(this._removeEventListeners(),this.passedElement.reveal(),this.containerOuter.unwrap(this.passedElement.element),this.clearStore(),this._isSelectElement&&(this.passedElement.options=this._presetOptions),this._templates=null,this.initialised=!1)},r.enable=function(){return this.passedElement.isDisabled&&this.passedElement.enable(),this.containerOuter.isDisabled&&(this._addEventListeners(),this.input.enable(),this.containerOuter.enable()),this},r.disable=function(){return this.passedElement.isDisabled||this.passedElement.disable(),this.containerOuter.isDisabled||(this._removeEventListeners(),this.input.disable(),this.containerOuter.disable()),this},r.highlightItem=function(e,t){if(void 0===t&&(t=!0),!e)return this;var i=e.id,n=e.groupId,s=void 0===n?-1:n,r=e.value,o=void 0===r?\"\":r,a=e.label,c=void 0===a?\"\":a,l=s>=0?this._store.getGroupById(s):null;return this._store.dispatch(ye(i,!0)),t&&this.passedElement.triggerEvent(H,{id:i,value:o,label:c,groupValue:l&&l.value?l.value:null}),this},r.unhighlightItem=function(e){if(!e)return this;var t=e.id,i=e.groupId,n=void 0===i?-1:i,s=e.value,r=void 0===s?\"\":s,o=e.label,a=void 0===o?\"\":o,c=n>=0?this._store.getGroupById(n):null;return this._store.dispatch(ye(t,!1)),this.passedElement.triggerEvent(H,{id:t,value:r,label:a,groupValue:c&&c.value?c.value:null}),this},r.highlightAll=function(){var e=this;return this._store.items.forEach((function(t){return e.highlightItem(t)})),this},r.unhighlightAll=function(){var e=this;return this._store.items.forEach((function(t){return e.unhighlightItem(t)})),this},r.removeActiveItemsByValue=function(e){var t=this;return this._store.activeItems.filter((function(t){return t.value===e})).forEach((function(e){return t._removeItem(e)})),this},r.removeActiveItems=function(e){var t=this;return this._store.activeItems.filter((function(t){return t.id!==e})).forEach((function(e){return t._removeItem(e)})),this},r.removeHighlightedItems=function(e){var t=this;return void 0===e&&(e=!1),this._store.highlightedActiveItems.forEach((function(i){t._removeItem(i),e&&t._triggerChange(i.value)})),this},r.showDropdown=function(e){var t=this;return this.dropdown.isActive||requestAnimationFrame((function(){t.dropdown.show(),t.containerOuter.open(t.dropdown.distanceFromTopWindow),!e&&t._canSearch&&t.input.focus(),t.passedElement.triggerEvent(D,{})})),this},r.hideDropdown=function(e){var t=this;return this.dropdown.isActive?(requestAnimationFrame((function(){t.dropdown.hide(),t.containerOuter.close(),!e&&t._canSearch&&(t.input.removeActiveDescendant(),t.input.blur()),t.passedElement.triggerEvent(M,{})})),this):this},r.getValue=function(e){void 0===e&&(e=!1);var t=this._store.activeItems.reduce((function(t,i){var n=e?i.value:i;return t.push(n),t}),[]);return this._isSelectOneElement?t[0]:t},r.setValue=function(e){var t=this;return this.initialised?(e.forEach((function(e){return t._setChoiceOrItem(e)})),this):this},r.setChoiceByValue=function(e){var t=this;return!this.initialised||this._isTextElement||(Array.isArray(e)?e:[e]).forEach((function(e){return t._findAndSelectChoiceByValue(e)})),this},r.setChoices=function(e,t,i,n){var s=this;if(void 0===e&&(e=[]),void 0===t&&(t=\"value\"),void 0===i&&(i=\"label\"),void 0===n&&(n=!1),!this.initialised)throw new ReferenceError(\"setChoices was called on a non-initialized instance of Choices\");if(!this._isSelectElement)throw new TypeError(\"setChoices can't be used with INPUT based Choices\");if(\"string\"!=typeof t||!t)throw new TypeError(\"value parameter must be a name of 'value' field in passed objects\");if(n&&this.clearChoices(),\"function\"==typeof e){var r=e(this);if(\"function\"==typeof Promise&&r instanceof Promise)return new Promise((function(e){return requestAnimationFrame(e)})).then((function(){return s._handleLoadingState(!0)})).then((function(){return r})).then((function(e){return s.setChoices(e,t,i,n)})).catch((function(e){s.config.silent||console.error(e)})).then((function(){return s._handleLoadingState(!1)})).then((function(){return s}));if(!Array.isArray(r))throw new TypeError(\".setChoices first argument function must return either array of choices or Promise, got: \"+typeof r);return this.setChoices(r,t,i,!1)}if(!Array.isArray(e))throw new TypeError(\".setChoices must be called either with array of choices with a function resulting into Promise of array of choices\");return this.containerOuter.removeLoadingState(),this._startLoading(),e.forEach((function(e){e.choices?s._addGroup({id:parseInt(e.id,10)||null,group:e,valueKey:t,labelKey:i}):s._addChoice({value:e[t],label:e[i],isSelected:e.selected,isDisabled:e.disabled,customProperties:e.customProperties,placeholder:e.placeholder})})),this._stopLoading(),this},r.clearChoices=function(){return this._store.dispatch({type:U}),this},r.clearStore=function(){return this._store.dispatch({type:\"CLEAR_ALL\"}),this},r.clearInput=function(){var e=!this._isSelectOneElement;return this.input.clear(e),!this._isTextElement&&this._canSearch&&(this._isSearching=!1,this._store.dispatch(be(!0))),this},r._render=function(){if(!this._store.isLoading()){this._currentState=this._store.state;var e=this._currentState.choices!==this._prevState.choices||this._currentState.groups!==this._prevState.groups||this._currentState.items!==this._prevState.items,t=this._isSelectElement,i=this._currentState.items!==this._prevState.items;e&&(t&&this._renderChoices(),i&&this._renderItems(),this._prevState=this._currentState)}},r._renderChoices=function(){var e=this,t=this._store,i=t.activeGroups,n=t.activeChoices,s=document.createDocumentFragment();if(this.choiceList.clear(),this.config.resetScrollPosition&&requestAnimationFrame((function(){return e.choiceList.scrollToTop()})),i.length>=1&&!this._isSearching){var r=n.filter((function(e){return!0===e.placeholder&&-1===e.groupId}));r.length>=1&&(s=this._createChoicesFragment(r,s)),s=this._createGroupsFragment(i,n,s)}else n.length>=1&&(s=this._createChoicesFragment(n,s));if(s.childNodes&&s.childNodes.length>0){var o=this._store.activeItems,a=this._canAddItem(o,this.input.value);a.response?(this.choiceList.append(s),this._highlightChoice()):this.choiceList.append(this._getTemplate(\"notice\",a.notice))}else{var c,l;this._isSearching?(l=\"function\"==typeof this.config.noResultsText?this.config.noResultsText():this.config.noResultsText,c=this._getTemplate(\"notice\",l,\"no-results\")):(l=\"function\"==typeof this.config.noChoicesText?this.config.noChoicesText():this.config.noChoicesText,c=this._getTemplate(\"notice\",l,\"no-choices\")),this.choiceList.append(c)}},r._renderItems=function(){var e=this._store.activeItems||[];this.itemList.clear();var t=this._createItemsFragment(e);t.childNodes&&this.itemList.append(t)},r._createGroupsFragment=function(e,t,i){var n=this;return void 0===i&&(i=document.createDocumentFragment()),this.config.shouldSort&&e.sort(this.config.sorter),e.forEach((function(e){var s=function(e){return t.filter((function(t){return n._isSelectOneElement?t.groupId===e.id:t.groupId===e.id&&(\"always\"===n.config.renderSelectedChoices||!t.selected)}))}(e);if(s.length>=1){var r=n._getTemplate(\"choiceGroup\",e);i.appendChild(r),n._createChoicesFragment(s,i,!0)}})),i},r._createChoicesFragment=function(e,t,i){var n=this;void 0===t&&(t=document.createDocumentFragment()),void 0===i&&(i=!1);var s=this.config,r=s.renderSelectedChoices,o=s.searchResultLimit,a=s.renderChoiceLimit,c=this._isSearching?w:this.config.sorter,l=function(e){if(\"auto\"!==r||n._isSelectOneElement||!e.selected){var i=n._getTemplate(\"choice\",e,n.config.itemSelectText);t.appendChild(i)}},h=e;\"auto\"!==r||this._isSelectOneElement||(h=e.filter((function(e){return!e.selected})));var u=h.reduce((function(e,t){return t.placeholder?e.placeholderChoices.push(t):e.normalChoices.push(t),e}),{placeholderChoices:[],normalChoices:[]}),d=u.placeholderChoices,p=u.normalChoices;(this.config.shouldSort||this._isSearching)&&p.sort(c);var m=h.length,f=this._isSelectOneElement?[].concat(d,p):p;this._isSearching?m=o:a&&a>0&&!i&&(m=a);for(var v=0;v<m;v+=1)f[v]&&l(f[v]);return t},r._createItemsFragment=function(e,t){var i=this;void 0===t&&(t=document.createDocumentFragment());var n=this.config,s=n.shouldSortItems,r=n.sorter,o=n.removeItemButton;return s&&!this._isSelectOneElement&&e.sort(r),this._isTextElement?this.passedElement.value=e:this.passedElement.options=e,e.forEach((function(e){var n=i._getTemplate(\"item\",e,o);t.appendChild(n)})),t},r._triggerChange=function(e){null!=e&&this.passedElement.triggerEvent(N,{value:e})},r._selectPlaceholderChoice=function(){var e=this._store.placeholderChoice;e&&(this._addItem({value:e.value,label:e.label,choiceId:e.id,groupId:e.groupId,placeholder:e.placeholder}),this._triggerChange(e.value))},r._handleButtonAction=function(e,t){if(e&&t&&this.config.removeItems&&this.config.removeItemButton){var i=t.parentNode.getAttribute(\"data-id\"),n=e.find((function(e){return e.id===parseInt(i,10)}));this._removeItem(n),this._triggerChange(n.value),this._isSelectOneElement&&this._selectPlaceholderChoice()}},r._handleItemAction=function(e,t,i){var n=this;if(void 0===i&&(i=!1),e&&t&&this.config.removeItems&&!this._isSelectOneElement){var s=t.getAttribute(\"data-id\");e.forEach((function(e){e.id!==parseInt(s,10)||e.highlighted?!i&&e.highlighted&&n.unhighlightItem(e):n.highlightItem(e)})),this.input.focus()}},r._handleChoiceAction=function(e,t){if(e&&t){var i=t.dataset.id,n=this._store.getChoiceById(i);if(n){var s=e[0]&&e[0].keyCode?e[0].keyCode:null,r=this.dropdown.isActive;n.keyCode=s,this.passedElement.triggerEvent(F,{choice:n}),n.selected||n.disabled||this._canAddItem(e,n.value).response&&(this._addItem({value:n.value,label:n.label,choiceId:n.id,groupId:n.groupId,customProperties:n.customProperties,placeholder:n.placeholder,keyCode:n.keyCode}),this._triggerChange(n.value)),this.clearInput(),r&&this._isSelectOneElement&&(this.hideDropdown(!0),this.containerOuter.focus())}}},r._handleBackspace=function(e){if(this.config.removeItems&&e){var t=e[e.length-1],i=e.some((function(e){return e.highlighted}));this.config.editItems&&!i&&t?(this.input.value=t.value,this.input.setWidth(),this._removeItem(t),this._triggerChange(t.value)):(i||this.highlightItem(t,!1),this.removeHighlightedItems(!0))}},r._startLoading=function(){this._store.dispatch(Ie(!0))},r._stopLoading=function(){this._store.dispatch(Ie(!1))},r._handleLoadingState=function(e){void 0===e&&(e=!0);var t=this.itemList.getChild(\".\"+this.config.classNames.placeholder);e?(this.disable(),this.containerOuter.addLoadingState(),this._isSelectOneElement?t?t.innerHTML=this.config.loadingText:(t=this._getTemplate(\"placeholder\",this.config.loadingText),this.itemList.append(t)):this.input.placeholder=this.config.loadingText):(this.enable(),this.containerOuter.removeLoadingState(),this._isSelectOneElement?t.innerHTML=this._placeholderValue||\"\":this.input.placeholder=this._placeholderValue||\"\")},r._handleSearch=function(e){if(e&&this.input.isFocussed){var t=this._store.choices,i=this.config,n=i.searchFloor,s=i.searchChoices,r=t.some((function(e){return!e.active}));if(e&&e.length>=n){var o=s?this._searchChoices(e):0;this.passedElement.triggerEvent(j,{value:e,resultCount:o})}else r&&(this._isSearching=!1,this._store.dispatch(be(!0)))}},r._canAddItem=function(e,t){var i=!0,n=\"function\"==typeof this.config.addItemText?this.config.addItemText(t):this.config.addItemText;if(!this._isSelectOneElement){var s=function(e,t,i){return void 0===i&&(i=\"value\"),e.some((function(e){return\"string\"==typeof t?e[i]===t.trim():e[i]===t}))}(e,t);this.config.maxItemCount>0&&this.config.maxItemCount<=e.length&&(i=!1,n=\"function\"==typeof this.config.maxItemText?this.config.maxItemText(this.config.maxItemCount):this.config.maxItemText),!this.config.duplicateItemsAllowed&&s&&i&&(i=!1,n=\"function\"==typeof this.config.uniqueItemText?this.config.uniqueItemText(t):this.config.uniqueItemText),this._isTextElement&&this.config.addItems&&i&&\"function\"==typeof this.config.addItemFilter&&!this.config.addItemFilter(t)&&(i=!1,n=\"function\"==typeof this.config.customAddItemText?this.config.customAddItemText(t):this.config.customAddItemText)}return{response:i,notice:n}},r._searchChoices=function(e){var t=\"string\"==typeof e?e.trim():e,i=\"string\"==typeof this._currentValue?this._currentValue.trim():this._currentValue;if(t.length<1&&t===i+\" \")return 0;var n=this._store.searchableChoices,r=t,o=[].concat(this.config.searchFields),a=Object.assign(this.config.fuseOptions,{keys:o}),c=new s.a(n,a).search(r);return this._currentValue=t,this._highlightPosition=0,this._isSearching=!0,this._store.dispatch(function(e){return{type:G,results:e}}(c)),c.length},r._addEventListeners=function(){var e=document.documentElement;e.addEventListener(\"touchend\",this._onTouchEnd,!0),this.containerOuter.element.addEventListener(\"keydown\",this._onKeyDown,!0),this.containerOuter.element.addEventListener(\"mousedown\",this._onMouseDown,!0),e.addEventListener(\"click\",this._onClick,{passive:!0}),e.addEventListener(\"touchmove\",this._onTouchMove,{passive:!0}),this.dropdown.element.addEventListener(\"mouseover\",this._onMouseOver,{passive:!0}),this._isSelectOneElement&&(this.containerOuter.element.addEventListener(\"focus\",this._onFocus,{passive:!0}),this.containerOuter.element.addEventListener(\"blur\",this._onBlur,{passive:!0})),this.input.element.addEventListener(\"keyup\",this._onKeyUp,{passive:!0}),this.input.element.addEventListener(\"focus\",this._onFocus,{passive:!0}),this.input.element.addEventListener(\"blur\",this._onBlur,{passive:!0}),this.input.element.form&&this.input.element.form.addEventListener(\"reset\",this._onFormReset,{passive:!0}),this.input.addEventListeners()},r._removeEventListeners=function(){var e=document.documentElement;e.removeEventListener(\"touchend\",this._onTouchEnd,!0),this.containerOuter.element.removeEventListener(\"keydown\",this._onKeyDown,!0),this.containerOuter.element.removeEventListener(\"mousedown\",this._onMouseDown,!0),e.removeEventListener(\"click\",this._onClick),e.removeEventListener(\"touchmove\",this._onTouchMove),this.dropdown.element.removeEventListener(\"mouseover\",this._onMouseOver),this._isSelectOneElement&&(this.containerOuter.element.removeEventListener(\"focus\",this._onFocus),this.containerOuter.element.removeEventListener(\"blur\",this._onBlur)),this.input.element.removeEventListener(\"keyup\",this._onKeyUp),this.input.element.removeEventListener(\"focus\",this._onFocus),this.input.element.removeEventListener(\"blur\",this._onBlur),this.input.element.form&&this.input.element.form.removeEventListener(\"reset\",this._onFormReset),this.input.removeEventListeners()},r._onKeyDown=function(e){var t,i=e.target,n=e.keyCode,s=e.ctrlKey,r=e.metaKey,o=this._store.activeItems,a=this.input.isFocussed,c=this.dropdown.isActive,l=this.itemList.hasChildren(),h=String.fromCharCode(n),u=J,d=Y,p=Z,m=Q,f=ee,v=te,g=ie,_=ne,b=se,y=s||r;!this._isTextElement&&/[a-zA-Z0-9-_ ]/.test(h)&&this.showDropdown();var E=((t={})[m]=this._onAKey,t[p]=this._onEnterKey,t[f]=this._onEscapeKey,t[v]=this._onDirectionKey,t[_]=this._onDirectionKey,t[g]=this._onDirectionKey,t[b]=this._onDirectionKey,t[d]=this._onDeleteKey,t[u]=this._onDeleteKey,t);E[n]&&E[n]({event:e,target:i,keyCode:n,metaKey:r,activeItems:o,hasFocusedInput:a,hasActiveDropdown:c,hasItems:l,hasCtrlDownKeyPressed:y})},r._onKeyUp=function(e){var t=e.target,i=e.keyCode,n=this.input.value,s=this._store.activeItems,r=this._canAddItem(s,n),o=J,a=Y;if(this._isTextElement)if(r.notice&&n){var c=this._getTemplate(\"notice\",r.notice);this.dropdown.element.innerHTML=c.outerHTML,this.showDropdown(!0)}else this.hideDropdown(!0);else{var l=(i===o||i===a)&&!t.value,h=!this._isTextElement&&this._isSearching,u=this._canSearch&&r.response;l&&h?(this._isSearching=!1,this._store.dispatch(be(!0))):u&&this._handleSearch(this.input.value)}this._canSearch=this.config.searchEnabled},r._onAKey=function(e){var t=e.hasItems;e.hasCtrlDownKeyPressed&&t&&(this._canSearch=!1,this.config.removeItems&&!this.input.value&&this.input.element===document.activeElement&&this.highlightAll())},r._onEnterKey=function(e){var t=e.event,i=e.target,n=e.activeItems,s=e.hasActiveDropdown,r=Z,o=i.hasAttribute(\"data-button\");if(this._isTextElement&&i.value){var a=this.input.value;this._canAddItem(n,a).response&&(this.hideDropdown(!0),this._addItem({value:a}),this._triggerChange(a),this.clearInput())}if(o&&(this._handleButtonAction(n,i),t.preventDefault()),s){var c=this.dropdown.getChild(\".\"+this.config.classNames.highlightedState);c&&(n[0]&&(n[0].keyCode=r),this._handleChoiceAction(n,c)),t.preventDefault()}else this._isSelectOneElement&&(this.showDropdown(),t.preventDefault())},r._onEscapeKey=function(e){e.hasActiveDropdown&&(this.hideDropdown(!0),this.containerOuter.focus())},r._onDirectionKey=function(e){var t,i,n,s=e.event,r=e.hasActiveDropdown,o=e.keyCode,a=e.metaKey,c=ie,l=ne,h=se;if(r||this._isSelectOneElement){this.showDropdown(),this._canSearch=!1;var u,d=o===c||o===h?1:-1,p=\"[data-choice-selectable]\";if(a||o===h||o===l)u=d>0?this.dropdown.element.querySelector(\"[data-choice-selectable]:last-of-type\"):this.dropdown.element.querySelector(p);else{var m=this.dropdown.element.querySelector(\".\"+this.config.classNames.highlightedState);u=m?function(e,t,i){if(void 0===i&&(i=1),e instanceof Element&&\"string\"==typeof t){for(var n=(i>0?\"next\":\"previous\")+\"ElementSibling\",s=e[n];s;){if(s.matches(t))return s;s=s[n]}return s}}(m,p,d):this.dropdown.element.querySelector(p)}u&&(t=u,i=this.choiceList.element,void 0===(n=d)&&(n=1),t&&(n>0?i.scrollTop+i.offsetHeight>=t.offsetTop+t.offsetHeight:t.offsetTop>=i.scrollTop)||this.choiceList.scrollToChildElement(u,d),this._highlightChoice(u)),s.preventDefault()}},r._onDeleteKey=function(e){var t=e.event,i=e.target,n=e.hasFocusedInput,s=e.activeItems;!n||i.value||this._isSelectOneElement||(this._handleBackspace(s),t.preventDefault())},r._onTouchMove=function(){this._wasTap&&(this._wasTap=!1)},r._onTouchEnd=function(e){var t=(e||e.touches[0]).target;this._wasTap&&this.containerOuter.element.contains(t)&&((t===this.containerOuter.element||t===this.containerInner.element)&&(this._isTextElement?this.input.focus():this._isSelectMultipleElement&&this.showDropdown()),e.stopPropagation()),this._wasTap=!0},r._onMouseDown=function(e){var t=e.target;if(t instanceof HTMLElement){if(we&&this.choiceList.element.contains(t)){var i=this.choiceList.element.firstElementChild,n=\"ltr\"===this._direction?e.offsetX>=i.offsetWidth:e.offsetX<i.offsetLeft;this._isScrollingOnIe=n}if(t!==this.input.element){var s=t.closest(\"[data-button],[data-item],[data-choice]\");if(s instanceof HTMLElement){var r=e.shiftKey,o=this._store.activeItems,a=s.dataset;\"button\"in a?this._handleButtonAction(o,s):\"item\"in a?this._handleItemAction(o,s,r):\"choice\"in a&&this._handleChoiceAction(o,s)}e.preventDefault()}}},r._onMouseOver=function(e){var t=e.target;t instanceof HTMLElement&&\"choice\"in t.dataset&&this._highlightChoice(t)},r._onClick=function(e){var t=e.target;this.containerOuter.element.contains(t)?this.dropdown.isActive||this.containerOuter.isDisabled?this._isSelectOneElement&&t!==this.input.element&&!this.dropdown.element.contains(t)&&this.hideDropdown():this._isTextElement?document.activeElement!==this.input.element&&this.input.focus():(this.showDropdown(),this.containerOuter.focus()):(this._store.highlightedActiveItems.length>0&&this.unhighlightAll(),this.containerOuter.removeFocusState(),this.hideDropdown(!0))},r._onFocus=function(e){var t,i=this,n=e.target;this.containerOuter.element.contains(n)&&((t={}).text=function(){n===i.input.element&&i.containerOuter.addFocusState()},t[\"select-one\"]=function(){i.containerOuter.addFocusState(),n===i.input.element&&i.showDropdown(!0)},t[\"select-multiple\"]=function(){n===i.input.element&&(i.showDropdown(!0),i.containerOuter.addFocusState())},t)[this.passedElement.element.type]()},r._onBlur=function(e){var t=this,i=e.target;if(this.containerOuter.element.contains(i)&&!this._isScrollingOnIe){var n,s=this._store.activeItems.some((function(e){return e.highlighted}));((n={}).text=function(){i===t.input.element&&(t.containerOuter.removeFocusState(),s&&t.unhighlightAll(),t.hideDropdown(!0))},n[\"select-one\"]=function(){t.containerOuter.removeFocusState(),(i===t.input.element||i===t.containerOuter.element&&!t._canSearch)&&t.hideDropdown(!0)},n[\"select-multiple\"]=function(){i===t.input.element&&(t.containerOuter.removeFocusState(),t.hideDropdown(!0),s&&t.unhighlightAll())},n)[this.passedElement.element.type]()}else this._isScrollingOnIe=!1,this.input.element.focus()},r._onFormReset=function(){this._store.dispatch({type:\"RESET_TO\",state:this._initialState})},r._highlightChoice=function(e){var t=this;void 0===e&&(e=null);var i=Array.from(this.dropdown.element.querySelectorAll(\"[data-choice-selectable]\"));if(i.length){var n=e;Array.from(this.dropdown.element.querySelectorAll(\".\"+this.config.classNames.highlightedState)).forEach((function(e){e.classList.remove(t.config.classNames.highlightedState),e.setAttribute(\"aria-selected\",\"false\")})),n?this._highlightPosition=i.indexOf(n):(n=i.length>this._highlightPosition?i[this._highlightPosition]:i[i.length-1])||(n=i[0]),n.classList.add(this.config.classNames.highlightedState),n.setAttribute(\"aria-selected\",\"true\"),this.passedElement.triggerEvent(B,{el:n}),this.dropdown.isActive&&(this.input.setActiveDescendant(n.id),this.containerOuter.setActiveDescendant(n.id))}},r._addItem=function(e){var t=e.value,i=e.label,n=void 0===i?null:i,s=e.choiceId,r=void 0===s?-1:s,o=e.groupId,a=void 0===o?-1:o,c=e.customProperties,l=void 0===c?null:c,h=e.placeholder,u=void 0!==h&&h,d=e.keyCode,p=void 0===d?null:d,m=\"string\"==typeof t?t.trim():t,f=p,v=l,g=this._store.items,_=n||m,b=r||-1,y=a>=0?this._store.getGroupById(a):null,E=g?g.length+1:1;return this.config.prependValue&&(m=this.config.prependValue+m.toString()),this.config.appendValue&&(m+=this.config.appendValue.toString()),this._store.dispatch(function(e){var t=e.value,i=e.label,n=e.id,s=e.choiceId,r=e.groupId,o=e.customProperties,a=e.placeholder,c=e.keyCode;return{type:W,value:t,label:i,id:n,choiceId:s,groupId:r,customProperties:o,placeholder:a,keyCode:c}}({value:m,label:_,id:E,choiceId:b,groupId:a,customProperties:l,placeholder:u,keyCode:f})),this._isSelectOneElement&&this.removeActiveItems(E),this.passedElement.triggerEvent(K,{id:E,value:m,label:_,customProperties:v,groupValue:y&&y.value?y.value:void 0,keyCode:f}),this},r._removeItem=function(e){if(!e||!E(\"Object\",e))return this;var t=e.id,i=e.value,n=e.label,s=e.choiceId,r=e.groupId,o=r>=0?this._store.getGroupById(r):null;return this._store.dispatch(function(e,t){return{type:X,id:e,choiceId:t}}(t,s)),o&&o.value?this.passedElement.triggerEvent(R,{id:t,value:i,label:n,groupValue:o.value}):this.passedElement.triggerEvent(R,{id:t,value:i,label:n}),this},r._addChoice=function(e){var t=e.value,i=e.label,n=void 0===i?null:i,s=e.isSelected,r=void 0!==s&&s,o=e.isDisabled,a=void 0!==o&&o,c=e.groupId,l=void 0===c?-1:c,h=e.customProperties,u=void 0===h?null:h,d=e.placeholder,p=void 0!==d&&d,m=e.keyCode,f=void 0===m?null:m;if(null!=t){var v=this._store.choices,g=n||t,_=v?v.length+1:1,b=this._baseId+\"-\"+this._idNames.itemChoice+\"-\"+_;this._store.dispatch(function(e){var t=e.value,i=e.label,n=e.id,s=e.groupId,r=e.disabled,o=e.elementId,a=e.customProperties,c=e.placeholder,l=e.keyCode;return{type:V,value:t,label:i,id:n,groupId:s,disabled:r,elementId:o,customProperties:a,placeholder:c,keyCode:l}}({id:_,groupId:l,elementId:b,value:t,label:g,disabled:a,customProperties:u,placeholder:p,keyCode:f})),r&&this._addItem({value:t,label:g,choiceId:_,customProperties:u,placeholder:p,keyCode:f})}},r._addGroup=function(e){var t=this,i=e.group,n=e.id,s=e.valueKey,r=void 0===s?\"value\":s,o=e.labelKey,a=void 0===o?\"label\":o,c=E(\"Object\",i)?i.choices:Array.from(i.getElementsByTagName(\"OPTION\")),l=n||Math.floor((new Date).valueOf()*Math.random()),h=!!i.disabled&&i.disabled;c?(this._store.dispatch(Ee({value:i.label,id:l,active:!0,disabled:h})),c.forEach((function(e){var i=e.disabled||e.parentNode&&e.parentNode.disabled;t._addChoice({value:e[r],label:E(\"Object\",e)?e[a]:e.innerHTML,isSelected:e.selected,isDisabled:i,groupId:l,customProperties:e.customProperties,placeholder:e.placeholder})}))):this._store.dispatch(Ee({value:i.label,id:i.id,active:!1,disabled:i.disabled}))},r._getTemplate=function(e){var t;if(!e)return null;for(var i=this.config.classNames,n=arguments.length,s=new Array(n>1?n-1:0),r=1;r<n;r++)s[r-1]=arguments[r];return(t=this._templates[e]).call.apply(t,[this,i].concat(s))},r._createTemplates=function(){var e=this.config.callbackOnCreateTemplates,t={};e&&\"function\"==typeof e&&(t=e.call(this,S)),this._templates=o()(_e,t)},r._createElements=function(){this.containerOuter=new ce({element:this._getTemplate(\"containerOuter\",this._direction,this._isSelectElement,this._isSelectOneElement,this.config.searchEnabled,this.passedElement.element.type),classNames:this.config.classNames,type:this.passedElement.element.type,position:this.config.position}),this.containerInner=new ce({element:this._getTemplate(\"containerInner\"),classNames:this.config.classNames,type:this.passedElement.element.type,position:this.config.position}),this.input=new he({element:this._getTemplate(\"input\",this._placeholderValue),classNames:this.config.classNames,type:this.passedElement.element.type,preventPaste:!this.config.paste}),this.choiceList=new ue({element:this._getTemplate(\"choiceList\",this._isSelectOneElement)}),this.itemList=new ue({element:this._getTemplate(\"itemList\",this._isSelectOneElement)}),this.dropdown=new k({element:this._getTemplate(\"dropdown\"),classNames:this.config.classNames,type:this.passedElement.element.type})},r._createStructure=function(){this.passedElement.conceal(),this.containerInner.wrap(this.passedElement.element),this.containerOuter.wrap(this.containerInner.element),this._isSelectOneElement?this.input.placeholder=this.config.searchPlaceholderValue||\"\":this._placeholderValue&&(this.input.placeholder=this._placeholderValue,this.input.setWidth()),this.containerOuter.element.appendChild(this.containerInner.element),this.containerOuter.element.appendChild(this.dropdown.element),this.containerInner.element.appendChild(this.itemList.element),this._isTextElement||this.dropdown.element.appendChild(this.choiceList.element),this._isSelectOneElement?this.config.searchEnabled&&this.dropdown.element.insertBefore(this.input.element,this.dropdown.element.firstChild):this.containerInner.element.appendChild(this.input.element),this._isSelectElement&&(this._highlightPosition=0,this._isSearching=!1,this._startLoading(),this._presetGroups.length?this._addPredefinedGroups(this._presetGroups):this._addPredefinedChoices(this._presetChoices),this._stopLoading()),this._isTextElement&&this._addPredefinedItems(this._presetItems)},r._addPredefinedGroups=function(e){var t=this,i=this.passedElement.placeholderOption;i&&\"SELECT\"===i.parentNode.tagName&&this._addChoice({value:i.value,label:i.innerHTML,isSelected:i.selected,isDisabled:i.disabled,placeholder:!0}),e.forEach((function(e){return t._addGroup({group:e,id:e.id||null})}))},r._addPredefinedChoices=function(e){var t=this;this.config.shouldSort&&e.sort(this.config.sorter);var i=e.some((function(e){return e.selected})),n=e.findIndex((function(e){return void 0===e.disabled||!e.disabled}));e.forEach((function(e,s){var r=e.value,o=e.label,a=e.customProperties,c=e.placeholder;if(t._isSelectElement)if(e.choices)t._addGroup({group:e,id:e.id||null});else{var l=!(!t._isSelectOneElement||i||s!==n)||e.selected,h=e.disabled;t._addChoice({value:r,label:o,isSelected:l,isDisabled:h,customProperties:a,placeholder:c})}else t._addChoice({value:r,label:o,isSelected:e.selected,isDisabled:e.disabled,customProperties:a,placeholder:c})}))},r._addPredefinedItems=function(e){var t=this;e.forEach((function(e){\"object\"==typeof e&&e.value&&t._addItem({value:e.value,label:e.label,choiceId:e.id,customProperties:e.customProperties,placeholder:e.placeholder}),\"string\"==typeof e&&t._addItem({value:e})}))},r._setChoiceOrItem=function(e){var t=this;({object:function(){e.value&&(t._isTextElement?t._addItem({value:e.value,label:e.label,choiceId:e.id,customProperties:e.customProperties,placeholder:e.placeholder}):t._addChoice({value:e.value,label:e.label,isSelected:!0,isDisabled:!1,customProperties:e.customProperties,placeholder:e.placeholder}))},string:function(){t._isTextElement?t._addItem({value:e}):t._addChoice({value:e,label:e,isSelected:!0,isDisabled:!1})}})[y(e).toLowerCase()]()},r._findAndSelectChoiceByValue=function(e){var t=this,i=this._store.choices.find((function(i){return t.config.valueComparer(i.value,e)}));i&&!i.selected&&this._addItem({value:i.value,label:i.label,choiceId:i.id,groupId:i.groupId,customProperties:i.customProperties,placeholder:i.placeholder,keyCode:i.keyCode})},r._generatePlaceholderValue=function(){if(this._isSelectElement){var e=this.passedElement.placeholderOption;return!!e&&e.text}var t=this.config,i=t.placeholder,n=t.placeholderValue,s=this.passedElement.element.dataset;if(i){if(n)return n;if(s.placeholder)return s.placeholder}return!1},n}();t.default=Ce}]).default},\"object\"==typeof i&&\"object\"==typeof t?t.exports=o():\"function\"==typeof define&&define.amd?define([],o):\"object\"==typeof i?i.Choices=o():r.Choices=o()},\n      477: function _(o,e,i,t,r){t(),i.root=\"bk-root\",i.default=\".bk-root{}.bk-root .choices{position:relative;margin-bottom:24px;font-size:16px;}.bk-root .choices:focus{outline:none;}.bk-root .choices:last-child{margin-bottom:0;}.bk-root .choices.is-disabled .choices__inner,.bk-root .choices.is-disabled .choices__input{background-color:#eaeaea;cursor:not-allowed;-webkit-user-select:none;-ms-user-select:none;user-select:none;}.bk-root .choices.is-disabled .choices__item{cursor:not-allowed;}.bk-root .choices [hidden]{display:none !important;}.bk-root .choices[data-type*='select-one']{cursor:pointer;}.bk-root .choices[data-type*='select-one'] .choices__inner{padding-bottom:7.5px;}.bk-root .choices[data-type*='select-one'] .choices__input{display:block;width:100%;padding:10px;border-bottom:1px solid #dddddd;background-color:#ffffff;margin:0;}.bk-root .choices[data-type*='select-one'] .choices__button{background-image:url(data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMjEiIGhlaWdodD0iMjEiIHZpZXdCb3g9IjAgMCAyMSAyMSIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj48ZyBmaWxsPSIjMDAwIiBmaWxsLXJ1bGU9ImV2ZW5vZGQiPjxwYXRoIGQ9Ik0yLjU5Mi4wNDRsMTguMzY0IDE4LjM2NC0yLjU0OCAyLjU0OEwuMDQ0IDIuNTkyeiIvPjxwYXRoIGQ9Ik0wIDE4LjM2NEwxOC4zNjQgMGwyLjU0OCAyLjU0OEwyLjU0OCAyMC45MTJ6Ii8+PC9nPjwvc3ZnPg==);padding:0;background-size:8px;position:absolute;top:50%;right:0;margin-top:-10px;margin-right:25px;height:20px;width:20px;border-radius:10em;opacity:0.5;}.bk-root .choices[data-type*='select-one'] .choices__button:hover,.bk-root .choices[data-type*='select-one'] .choices__button:focus{opacity:1;}.bk-root .choices[data-type*='select-one'] .choices__button:focus{box-shadow:0px 0px 0px 2px #00bcd4;}.bk-root .choices[data-type*='select-one'] .choices__item[data-value=''] .choices__button{display:none;}.bk-root .choices[data-type*='select-one']:after{content:'';height:0;width:0;border-style:solid;border-color:#333333 transparent transparent transparent;border-width:5px;position:absolute;right:11.5px;top:50%;margin-top:-2.5px;pointer-events:none;}.bk-root .choices[data-type*='select-one'].is-open:after{border-color:transparent transparent #333333 transparent;margin-top:-7.5px;}.bk-root .choices[data-type*='select-one'][dir='rtl']:after{left:11.5px;right:auto;}.bk-root .choices[data-type*='select-one'][dir='rtl'] .choices__button{right:auto;left:0;margin-left:25px;margin-right:0;}.bk-root .choices[data-type*='select-multiple'] .choices__inner,.bk-root .choices[data-type*='text'] .choices__inner{cursor:text;}.bk-root .choices[data-type*='select-multiple'] .choices__button,.bk-root .choices[data-type*='text'] .choices__button{position:relative;display:inline-block;margin-top:0;margin-right:-4px;margin-bottom:0;margin-left:8px;padding-left:16px;border-left:1px solid #008fa1;background-image:url(data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMjEiIGhlaWdodD0iMjEiIHZpZXdCb3g9IjAgMCAyMSAyMSIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj48ZyBmaWxsPSIjRkZGIiBmaWxsLXJ1bGU9ImV2ZW5vZGQiPjxwYXRoIGQ9Ik0yLjU5Mi4wNDRsMTguMzY0IDE4LjM2NC0yLjU0OCAyLjU0OEwuMDQ0IDIuNTkyeiIvPjxwYXRoIGQ9Ik0wIDE4LjM2NEwxOC4zNjQgMGwyLjU0OCAyLjU0OEwyLjU0OCAyMC45MTJ6Ii8+PC9nPjwvc3ZnPg==);background-size:8px;width:8px;line-height:1;opacity:0.75;border-radius:0;}.bk-root .choices[data-type*='select-multiple'] .choices__button:hover,.bk-root .choices[data-type*='select-multiple'] .choices__button:focus,.bk-root .choices[data-type*='text'] .choices__button:hover,.bk-root .choices[data-type*='text'] .choices__button:focus{opacity:1;}.bk-root .choices__inner{display:inline-block;vertical-align:top;width:100%;background-color:#f9f9f9;padding:7.5px 7.5px 3.75px;border:1px solid #dddddd;border-radius:2.5px;font-size:14px;min-height:44px;overflow:hidden;}.bk-root .is-focused .choices__inner,.bk-root .is-open .choices__inner{border-color:#b7b7b7;}.bk-root .is-open .choices__inner{border-radius:2.5px 2.5px 0 0;}.bk-root .is-flipped.is-open .choices__inner{border-radius:0 0 2.5px 2.5px;}.bk-root .choices__list{margin:0;padding-left:0;list-style:none;}.bk-root .choices__list--single{display:inline-block;padding:4px 16px 4px 4px;width:100%;}.bk-root [dir='rtl'] .choices__list--single{padding-right:4px;padding-left:16px;}.bk-root .choices__list--single .choices__item{width:100%;}.bk-root .choices__list--multiple{display:inline;}.bk-root .choices__list--multiple .choices__item{display:inline-block;vertical-align:middle;border-radius:20px;padding:4px 10px;font-size:12px;font-weight:500;margin-right:3.75px;margin-bottom:3.75px;background-color:#00bcd4;border:1px solid #00a5bb;color:#ffffff;word-break:break-all;box-sizing:border-box;}.bk-root .choices__list--multiple .choices__item[data-deletable]{padding-right:5px;}.bk-root [dir='rtl'] .choices__list--multiple .choices__item{margin-right:0;margin-left:3.75px;}.bk-root .choices__list--multiple .choices__item.is-highlighted{background-color:#00a5bb;border:1px solid #008fa1;}.bk-root .is-disabled .choices__list--multiple .choices__item{background-color:#aaaaaa;border:1px solid #919191;}.bk-root .choices__list--dropdown{visibility:hidden;z-index:1;position:absolute;width:100%;background-color:#ffffff;border:1px solid #dddddd;top:100%;margin-top:-1px;border-bottom-left-radius:2.5px;border-bottom-right-radius:2.5px;overflow:hidden;word-break:break-all;will-change:visibility;}.bk-root .choices__list--dropdown.is-active{visibility:visible;}.bk-root .is-open .choices__list--dropdown{border-color:#b7b7b7;}.bk-root .is-flipped .choices__list--dropdown{top:auto;bottom:100%;margin-top:0;margin-bottom:-1px;border-radius:0.25rem 0.25rem 0 0;}.bk-root .choices__list--dropdown .choices__list{position:relative;max-height:300px;overflow:auto;-webkit-overflow-scrolling:touch;will-change:scroll-position;}.bk-root .choices__list--dropdown .choices__item{position:relative;padding:10px;font-size:14px;}.bk-root [dir='rtl'] .choices__list--dropdown .choices__item{text-align:right;}@media (min-width: 640px){.bk-root .choices__list--dropdown .choices__item--selectable{padding-right:100px;}.bk-root .choices__list--dropdown .choices__item--selectable:after{content:attr(data-select-text);font-size:12px;opacity:0;position:absolute;right:10px;top:50%;transform:translateY(-50%);}.bk-root [dir='rtl'] .choices__list--dropdown .choices__item--selectable{text-align:right;padding-left:100px;padding-right:10px;}.bk-root [dir='rtl'] .choices__list--dropdown .choices__item--selectable:after{right:auto;left:10px;}}.bk-root .choices__list--dropdown .choices__item--selectable.is-highlighted{background-color:#f2f2f2;}.bk-root .choices__list--dropdown .choices__item--selectable.is-highlighted:after{opacity:0.5;}.bk-root .choices__item{cursor:default;}.bk-root .choices__item--selectable{cursor:pointer;}.bk-root .choices__item--disabled{cursor:not-allowed;-webkit-user-select:none;-ms-user-select:none;user-select:none;opacity:0.5;}.bk-root .choices__heading{font-weight:600;font-size:12px;padding:10px;border-bottom:1px solid #f7f7f7;color:gray;}.bk-root .choices__button{text-indent:-9999px;-webkit-appearance:none;-moz-appearance:none;appearance:none;border:0;background-color:transparent;background-repeat:no-repeat;background-position:center;cursor:pointer;}.bk-root .choices__button:focus{outline:none;}.bk-root .choices__input{display:inline-block;vertical-align:baseline;background-color:#f9f9f9;font-size:14px;margin-bottom:5px;border:0;border-radius:0;max-width:100%;padding:4px 0 4px 2px;}.bk-root .choices__input:focus{outline:0;}.bk-root [dir='rtl'] .choices__input{padding-right:2px;padding-left:0;}.bk-root .choices__placeholder{opacity:0.5;}.bk-root .choices{width:100%;}.bk-root .choices{box-sizing:border-box;}.bk-root .choices *,.bk-root .choices *:before,.bk-root .choices *:after{box-sizing:inherit;}.bk-root .choices__inner .choices__item.light{background-color:rgba(0, 126, 255, 0.08);border-radius:5px;border:1px solid rgba(0, 126, 255, 0.24);color:#007eff;}.bk-root .choices__inner .choices__item.solid{background-color:#1f77b4;border:none;border-radius:5px;color:white;}.bk-root .choices__inner .choices__item.solid .is-highlighted{background-color:#1f77b4;border:none;}.bk-root .choices__input{background-color:transparent;}.bk-root .choices__inner{background:transparent;border:1px solid darkgray;border-radius:5px;min-height:unset;}.bk-root .choices__list{white-space:initial;}.bk-root .choices__list--dropdown{z-index:100;}.bk-root .choices[data-type*=select-multiple] .choices__button.light{background-image:url(data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMjEiIGhlaWdodD0iMjEiIHZpZXdCb3g9IjAgMCAyMSAyMSIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj48ZyBmaWxsPSIjMDA3ZWZmIiBmaWxsLXJ1bGU9ImV2ZW5vZGQiPjxwYXRoIGQ9Ik0yLjU5Mi4wNDRsMTguMzY0IDE4LjM2NC0yLjU0OCAyLjU0OEwuMDQ0IDIuNTkyeiIvPjxwYXRoIGQ9Ik0wIDE4LjM2NEwxOC4zNjQgMGwyLjU0OCAyLjU0OEwyLjU0OCAyMC45MTJ6Ii8+PC9nPjwvc3ZnPg==);}.bk-root .choices[data-type*=select-multiple] .choices__button.solid{background-image:url(data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMjEiIGhlaWdodD0iMjEiIHZpZXdCb3g9IjAgMCAyMSAyMSIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj48ZyBmaWxsPSIjZmZmZmZmIiBmaWxsLXJ1bGU9ImV2ZW5vZGQiPjxwYXRoIGQ9Ik0yLjU5Mi4wNDRsMTguMzY0IDE4LjM2NC0yLjU0OCAyLjU0OEwuMDQ0IDIuNTkyeiIvPjxwYXRoIGQ9Ik0wIDE4LjM2NEwxOC4zNjQgMGwyLjU0OCAyLjU0OEwyLjU0OCAyMC45MTJ6Ii8+PC9nPjwvc3ZnPg==);border-left:1px solid white;opacity:1;}\"},\n      478: function _(e,t,l,i,n){i();const s=e(1);var u;const h=(0,s.__importStar)(e(153)),o=e(448),a=e(131),r=e(43),d=e(8),p=e(11),_=(0,s.__importStar)(e(449)),m=/^[-+]?\\d*$/,c=/^[-+]?\\d*\\.?\\d*(?:(?:\\d|\\d.)[eE][-+]?)*\\d*$/;class v extends o.InputWidgetView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.name.change,(()=>{var e;return this.input_el.name=null!==(e=this.model.name)&&void 0!==e?e:\"\"})),this.connect(this.model.properties.value.change,(()=>{this.input_el.value=this.format_value,this.old_value=this.input_el.value})),this.connect(this.model.properties.low.change,(()=>{const{value:e,low:t,high:l}=this.model;null!=t&&null!=l&&(0,p.assert)(t<=l,\"Invalid bounds, low must be inferior to high\"),null!=e&&null!=t&&e<t&&(this.model.value=t)})),this.connect(this.model.properties.high.change,(()=>{const{value:e,low:t,high:l}=this.model;null!=t&&null!=l&&(0,p.assert)(l>=t,\"Invalid bounds, high must be superior to low\"),null!=e&&null!=l&&e>l&&(this.model.value=l)})),this.connect(this.model.properties.high.change,(()=>this.input_el.placeholder=this.model.placeholder)),this.connect(this.model.properties.disabled.change,(()=>this.input_el.disabled=this.model.disabled)),this.connect(this.model.properties.placeholder.change,(()=>this.input_el.placeholder=this.model.placeholder))}get format_value(){return null!=this.model.value?this.model.pretty(this.model.value):\"\"}_set_input_filter(e){this.input_el.addEventListener(\"input\",(()=>{const{selectionStart:t,selectionEnd:l}=this.input_el;if(e(this.input_el.value))this.old_value=this.input_el.value;else{const e=this.old_value.length-this.input_el.value.length;this.input_el.value=this.old_value,t&&l&&this.input_el.setSelectionRange(t-1,l+e)}}))}render(){super.render(),this.input_el=(0,r.input)({type:\"text\",class:_.input,name:this.model.name,value:this.format_value,disabled:this.model.disabled,placeholder:this.model.placeholder}),this.old_value=this.format_value,this.set_input_filter(),this.input_el.addEventListener(\"change\",(()=>this.change_input())),this.input_el.addEventListener(\"focusout\",(()=>this.input_el.value=this.format_value)),this.group_el.appendChild(this.input_el)}set_input_filter(){\"int\"==this.model.mode?this._set_input_filter((e=>m.test(e))):\"float\"==this.model.mode&&this._set_input_filter((e=>c.test(e)))}bound_value(e){let t=e;const{low:l,high:i}=this.model;return t=null!=l?Math.max(l,t):t,t=null!=i?Math.min(i,t):t,t}get value(){let e=\"\"!=this.input_el.value?Number(this.input_el.value):null;return null!=e&&(e=this.bound_value(e)),e}change_input(){null==this.value?this.model.value=null:Number.isNaN(this.value)||(this.model.value=this.value)}}l.NumericInputView=v,v.__name__=\"NumericInputView\";class g extends o.InputWidget{constructor(e){super(e)}_formatter(e,t){return(0,d.isString)(t)?h.format(e,t):t.doFormat([e],{loc:0})[0]}pretty(e){return null!=this.format?this._formatter(e,this.format):`${e}`}}l.NumericInput=g,u=g,g.__name__=\"NumericInput\",u.prototype.default_view=v,u.define((({Number:e,String:t,Enum:l,Ref:i,Or:n,Nullable:s})=>({value:[s(e),null],placeholder:[t,\"\"],mode:[l(\"int\",\"float\"),\"int\"],format:[s(n(t,i(a.TickFormatter))),null],low:[s(e),null],high:[s(e),null]})))},\n      479: function _(e,t,r,s,n){var a;s();const o=e(468),_=e(43);class p extends o.MarkupView{render(){super.render();const e=(0,_.pre)({style:{overflow:\"auto\"}},this.model.text);this.markup_el.appendChild(e)}}r.PreTextView=p,p.__name__=\"PreTextView\";class u extends o.Markup{constructor(e){super(e)}}r.PreText=u,a=u,u.__name__=\"PreText\",a.prototype.default_view=p},\n      480: function _(t,o,e,a,i){a();const n=t(1);var u;const s=t(452),c=t(43),_=(0,n.__importStar)(t(318));class r extends s.ButtonGroupView{change_active(t){this.model.active!==t&&(this.model.active=t)}_update_active(){const{active:t}=this.model;this._buttons.forEach(((o,e)=>{(0,c.classes)(o).toggle(_.active,t===e)}))}}e.RadioButtonGroupView=r,r.__name__=\"RadioButtonGroupView\";class l extends s.ButtonGroup{constructor(t){super(t)}}e.RadioButtonGroup=l,u=l,l.__name__=\"RadioButtonGroup\",u.prototype.default_view=r,u.define((({Int:t,Nullable:o})=>({active:[o(t),null]})))},\n      481: function _(e,n,i,t,a){t();const s=e(1);var l;const o=e(43),d=e(34),p=e(455),r=(0,s.__importStar)(e(449));class u extends p.InputGroupView{render(){super.render();const e=(0,o.div)({class:[r.input_group,this.model.inline?r.inline:null]});this.el.appendChild(e);const n=(0,d.uniqueId)(),{active:i,labels:t}=this.model;this._inputs=[];for(let a=0;a<t.length;a++){const s=(0,o.input)({type:\"radio\",name:n,value:`${a}`});s.addEventListener(\"change\",(()=>this.change_active(a))),this._inputs.push(s),this.model.disabled&&(s.disabled=!0),a==i&&(s.checked=!0);const l=(0,o.label)(s,(0,o.span)(t[a]));e.appendChild(l)}}change_active(e){this.model.active=e}}i.RadioGroupView=u,u.__name__=\"RadioGroupView\";class c extends p.InputGroup{constructor(e){super(e)}}i.RadioGroup=c,l=c,c.__name__=\"RadioGroup\",l.prototype.default_view=u,l.define((({Boolean:e,Int:n,String:i,Array:t,Nullable:a})=>({active:[a(n),null],labels:[t(i),[]],inline:[e,!1]})))},\n      482: function _(e,r,t,a,i){a();var n;const o=(0,e(1).__importStar)(e(153)),s=e(461),_=e(8);class d extends s.AbstractRangeSliderView{}t.RangeSliderView=d,d.__name__=\"RangeSliderView\";class c extends s.AbstractSlider{constructor(e){super(e),this.behaviour=\"drag\",this.connected=[!1,!0,!1]}_formatter(e,r){return(0,_.isString)(r)?o.format(e,r):r.compute(e)}}t.RangeSlider=c,n=c,c.__name__=\"RangeSlider\",n.prototype.default_view=d,n.override({format:\"0[.]00\"})},\n      483: function _(e,t,n,s,i){s();const l=e(1);var u;const a=e(43),o=e(8),p=e(13),_=e(448),r=(0,l.__importStar)(e(449));class c extends _.InputWidgetView{constructor(){super(...arguments),this._known_values=new Set}connect_signals(){super.connect_signals();const{value:e,options:t}=this.model.properties;this.on_change(e,(()=>{this._update_value()})),this.on_change(t,(()=>{(0,a.empty)(this.input_el),(0,a.append)(this.input_el,...this.options_el()),this._update_value()}))}options_el(){const{_known_values:e}=this;function t(t){return t.map((t=>{let n,s;return(0,o.isString)(t)?n=s=t:[n,s]=t,e.add(n),(0,a.option)({value:n},s)}))}e.clear();const{options:n}=this.model;return(0,o.isArray)(n)?t(n):(0,p.entries)(n).map((([e,n])=>(0,a.optgroup)({label:e},t(n))))}render(){super.render(),this.input_el=(0,a.select)({class:r.input,name:this.model.name,disabled:this.model.disabled},this.options_el()),this._update_value(),this.input_el.addEventListener(\"change\",(()=>this.change_input())),this.group_el.appendChild(this.input_el)}change_input(){const e=this.input_el.value;this.model.value=e,super.change_input()}_update_value(){const{value:e}=this.model;this._known_values.has(e)?this.input_el.value=e:this.input_el.removeAttribute(\"value\")}}n.SelectView=c,c.__name__=\"SelectView\";class h extends _.InputWidget{constructor(e){super(e)}}n.Select=h,u=h,h.__name__=\"Select\",u.prototype.default_view=c,u.define((({String:e,Array:t,Tuple:n,Dict:s,Or:i})=>{const l=t(i(e,n(e,e)));return{value:[e,\"\"],options:[i(l,s(l)),[]]}}))},\n      484: function _(e,t,r,i,a){i();var o;const s=(0,e(1).__importStar)(e(153)),_=e(461),n=e(8);class c extends _.AbstractSliderView{}r.SliderView=c,c.__name__=\"SliderView\";class d extends _.AbstractSlider{constructor(e){super(e),this.behaviour=\"tap\",this.connected=[!0,!1]}_formatter(e,t){return(0,n.isString)(t)?s.format(e,t):t.compute(e)}}r.Slider=d,o=d,d.__name__=\"Slider\",o.prototype.default_view=c,o.override({format:\"0[.]00\"})},\n      485: function _(e,t,i,n,s){var l;n();const o=e(478),r=e(43),{min:a,max:h,floor:_,abs:u}=Math;function d(e){return _(e)!==e?e.toFixed(16).replace(/0+$/,\"\").split(\".\")[1].length:0}class p extends o.NumericInputView{*buttons(){yield this.btn_up_el,yield this.btn_down_el}initialize(){super.initialize(),this._handles={interval:void 0,timeout:void 0},this._interval=200}connect_signals(){super.connect_signals();const e=this.model.properties;this.on_change(e.disabled,(()=>{for(const e of this.buttons())(0,r.toggle_attribute)(e,\"disabled\",this.model.disabled)}))}render(){super.render(),this.wrapper_el=(0,r.div)({class:\"bk-spin-wrapper\"}),this.group_el.replaceChild(this.wrapper_el,this.input_el),this.btn_up_el=(0,r.button)({class:\"bk-spin-btn bk-spin-btn-up\"}),this.btn_down_el=(0,r.button)({class:\"bk-spin-btn bk-spin-btn-down\"}),this.wrapper_el.appendChild(this.input_el),this.wrapper_el.appendChild(this.btn_up_el),this.wrapper_el.appendChild(this.btn_down_el);for(const e of this.buttons())(0,r.toggle_attribute)(e,\"disabled\",this.model.disabled),e.addEventListener(\"mousedown\",(e=>this._btn_mouse_down(e))),e.addEventListener(\"mouseup\",(()=>this._btn_mouse_up())),e.addEventListener(\"mouseleave\",(()=>this._btn_mouse_leave()));this.input_el.addEventListener(\"keydown\",(e=>this._input_key_down(e))),this.input_el.addEventListener(\"keyup\",(()=>this.model.value_throttled=this.model.value)),this.input_el.addEventListener(\"wheel\",(e=>this._input_mouse_wheel(e))),this.input_el.addEventListener(\"wheel\",function(e,t,i=!1){let n;return function(...s){const l=this,o=i&&void 0===n;void 0!==n&&clearTimeout(n),n=setTimeout((function(){n=void 0,i||e.apply(l,s)}),t),o&&e.apply(l,s)}}((()=>{this.model.value_throttled=this.model.value}),this.model.wheel_wait,!1))}get precision(){const{low:e,high:t,step:i}=this.model,n=d;return h(n(u(null!=e?e:0)),n(u(null!=t?t:0)),n(u(i)))}remove(){this._stop_incrementation(),super.remove()}_start_incrementation(e){clearInterval(this._handles.interval),this._counter=0;const{step:t}=this.model,i=e=>{if(this._counter+=1,this._counter%5==0){const t=Math.floor(this._counter/5);t<10?(clearInterval(this._handles.interval),this._handles.interval=setInterval((()=>i(e)),this._interval/(t+1))):t>=10&&t<=13&&(clearInterval(this._handles.interval),this._handles.interval=setInterval((()=>i(2*e)),this._interval/10))}this.increment(e)};this._handles.interval=setInterval((()=>i(e*t)),this._interval)}_stop_incrementation(){clearTimeout(this._handles.timeout),this._handles.timeout=void 0,clearInterval(this._handles.interval),this._handles.interval=void 0,this.model.value_throttled=this.model.value}_btn_mouse_down(e){e.preventDefault();const t=e.currentTarget===this.btn_up_el?1:-1;this.increment(t*this.model.step),this.input_el.focus(),this._handles.timeout=setTimeout((()=>this._start_incrementation(t)),this._interval)}_btn_mouse_up(){this._stop_incrementation()}_btn_mouse_leave(){this._stop_incrementation()}_input_mouse_wheel(e){if(document.activeElement===this.input_el){e.preventDefault();const t=e.deltaY>0?-1:1;this.increment(t*this.model.step)}}_input_key_down(e){switch(e.keyCode){case r.Keys.Up:return e.preventDefault(),this.increment(this.model.step);case r.Keys.Down:return e.preventDefault(),this.increment(-this.model.step);case r.Keys.PageUp:return e.preventDefault(),this.increment(this.model.page_step_multiplier*this.model.step);case r.Keys.PageDown:return e.preventDefault(),this.increment(-this.model.page_step_multiplier*this.model.step)}}adjust_to_precision(e){return this.bound_value(Number(e.toFixed(this.precision)))}increment(e){const{low:t,high:i}=this.model;null==this.model.value?e>0?this.model.value=null!=t?t:null!=i?a(0,i):0:e<0&&(this.model.value=null!=i?i:null!=t?h(t,0):0):this.model.value=this.adjust_to_precision(this.model.value+e)}change_input(){super.change_input(),this.model.value_throttled=this.model.value}}i.SpinnerView=p,p.__name__=\"SpinnerView\";class m extends o.NumericInput{constructor(e){super(e)}}i.Spinner=m,l=m,m.__name__=\"Spinner\",l.prototype.default_view=p,l.define((({Number:e,Nullable:t})=>({value_throttled:[t(e),null],step:[e,1],page_step_multiplier:[e,10],wheel_wait:[e,100]}))),l.override({mode:\"float\"})},\n      486: function _(e,t,s,n,i){n();const o=e(1);var r;const c=e(447),l=e(43),p=(0,o.__importStar)(e(449));class _ extends 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n.AbstractButtonView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.active.change,(()=>this._update_active()))}render(){super.render(),this._update_active()}click(){this.model.active=!this.model.active,super.click()}_update_active(){(0,l.classes)(this.button_el).toggle(_.active,this.model.active)}}s.ToggleView=r,r.__name__=\"ToggleView\";class g extends n.AbstractButton{constructor(e){super(e)}}s.Toggle=g,a=g,g.__name__=\"Toggle\",a.prototype.default_view=r,a.define((({Boolean:e})=>({active:[e,!1]}))),a.override({label:\"Toggle\"})},\n      }, 439, {\"models/widgets/main\":439,\"models/widgets/index\":440,\"models/widgets/abstract_button\":441,\"models/widgets/control\":442,\"models/widgets/widget\":512,\"models/widgets/abstract_icon\":444,\"models/widgets/autocomplete_input\":445,\"models/widgets/text_input\":446,\"models/widgets/text_like_input\":447,\"models/widgets/input_widget\":448,\"styles/widgets/inputs.css\":449,\"models/widgets/button\":450,\"models/widgets/checkbox_button_group\":451,\"models/widgets/button_group\":452,\"models/widgets/oriented_control\":453,\"models/widgets/checkbox_group\":454,\"models/widgets/input_group\":455,\"models/widgets/color_picker\":456,\"models/widgets/date_picker\":457,\"styles/widgets/flatpickr.css\":459,\"models/widgets/date_range_slider\":460,\"models/widgets/abstract_slider\":461,\"styles/widgets/sliders.css\":463,\"styles/widgets/nouislider.css\":464,\"models/widgets/date_slider\":465,\"models/widgets/datetime_range_slider\":466,\"models/widgets/div\":467,\"models/widgets/markup\":468,\"styles/clearfix.css\":469,\"models/widgets/dropdown\":470,\"models/widgets/file_input\":471,\"models/widgets/multiselect\":472,\"models/widgets/paragraph\":473,\"models/widgets/password_input\":474,\"models/widgets/multichoice\":475,\"styles/widgets/choices.css\":477,\"models/widgets/numeric_input\":478,\"models/widgets/pretext\":479,\"models/widgets/radio_button_group\":480,\"models/widgets/radio_group\":481,\"models/widgets/range_slider\":482,\"models/widgets/selectbox\":483,\"models/widgets/slider\":484,\"models/widgets/spinner\":485,\"models/widgets/textarea_input\":486,\"models/widgets/toggle\":487}, {});});\n\n      /* END bokeh-widgets.min.js */\n    },\n    function(Bokeh) {\n      /* BEGIN bokeh-tables.min.js */\n      /*!\n       * Copyright (c) 2012 - 2022, 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(root, factory) {\n        factory(root[\"Bokeh\"], \"2.4.3\");\n      })(this, function(Bokeh, version) {\n        let define;\n        return (function(modules, entry, aliases, externals) {\n          const bokeh = typeof Bokeh !== \"undefined\" && (version != null ? 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You have to load it prior to loading plugins.\");\n          }\n        })\n      ({\n      488: function _(t,e,o,r,s){r();const _=(0,t(1).__importStar)(t(489));o.Tables=_;(0,t(7).register_models)(_)},\n      489: function _(g,a,r,e,t){e();const o=g(1);(0,o.__exportStar)(g(490),r),(0,o.__exportStar)(g(493),r),t(\"DataTable\",g(496).DataTable),t(\"TableColumn\",g(514).TableColumn),t(\"TableWidget\",g(513).TableWidget);var n=g(516);t(\"AvgAggregator\",n.AvgAggregator),t(\"MinAggregator\",n.MinAggregator),t(\"MaxAggregator\",n.MaxAggregator),t(\"SumAggregator\",n.SumAggregator);var A=g(517);t(\"GroupingInfo\",A.GroupingInfo),t(\"DataCube\",A.DataCube)},\n      490: function _(e,t,i,s,a){s();const r=e(1);var l,n,u,d,o,p,_,c,h;const E=e(43),V=e(226),m=e(53),f=e(491),v=(0,r.__importStar)(e(492));class w extends V.DOMView{constructor(e){const{model:t,parent:i}=e.column;super(Object.assign({model:t,parent:i},e)),this.args=e,this.initialize(),this.render()}get emptyValue(){return null}initialize(){super.initialize(),this.inputEl=this._createInput(),this.defaultValue=null}async lazy_initialize(){throw new Error(\"unsupported\")}css_classes(){return super.css_classes().concat(v.cell_editor)}render(){super.render(),this.args.container.append(this.el),this.el.appendChild(this.inputEl),this.renderEditor(),this.disableNavigation()}renderEditor(){}disableNavigation(){this.inputEl.addEventListener(\"keydown\",(e=>{switch(e.keyCode){case E.Keys.Left:case E.Keys.Right:case E.Keys.Up:case E.Keys.Down:case E.Keys.PageUp:case E.Keys.PageDown:e.stopImmediatePropagation()}}))}destroy(){this.remove()}focus(){this.inputEl.focus()}show(){}hide(){}position(){}getValue(){return this.inputEl.value}setValue(e){this.inputEl.value=e}serializeValue(){return this.getValue()}isValueChanged(){return!(\"\"==this.getValue()&&null==this.defaultValue)&&this.getValue()!==this.defaultValue}applyValue(e,t){const i=this.args.grid.getData(),s=i.index.indexOf(e[f.DTINDEX_NAME]);i.setField(s,this.args.column.field,t)}loadValue(e){const t=e[this.args.column.field];this.defaultValue=null!=t?t:this.emptyValue,this.setValue(this.defaultValue)}validateValue(e){if(this.args.column.validator){const t=this.args.column.validator(e);if(!t.valid)return t}return{valid:!0,msg:null}}validate(){return this.validateValue(this.getValue())}}i.CellEditorView=w,w.__name__=\"CellEditorView\";class g extends m.Model{}i.CellEditor=g,g.__name__=\"CellEditor\";class x extends w{get emptyValue(){return\"\"}_createInput(){return(0,E.input)({type:\"text\"})}renderEditor(){this.inputEl.focus(),this.inputEl.select()}loadValue(e){super.loadValue(e),this.inputEl.defaultValue=this.defaultValue,this.inputEl.select()}}i.StringEditorView=x,x.__name__=\"StringEditorView\";class y extends g{}i.StringEditor=y,l=y,y.__name__=\"StringEditor\",l.prototype.default_view=x,l.define((({String:e,Array:t})=>({completions:[t(e),[]]})));class I extends w{_createInput(){return(0,E.textarea)()}renderEditor(){this.inputEl.focus(),this.inputEl.select()}}i.TextEditorView=I,I.__name__=\"TextEditorView\";class b extends g{}i.TextEditor=b,n=b,b.__name__=\"TextEditor\",n.prototype.default_view=I;class N extends w{_createInput(){return(0,E.select)()}renderEditor(){for(const e of this.model.options)this.inputEl.appendChild((0,E.option)({value:e},e));this.focus()}}i.SelectEditorView=N,N.__name__=\"SelectEditorView\";class C extends g{}i.SelectEditor=C,u=C,C.__name__=\"SelectEditor\",u.prototype.default_view=N,u.define((({String:e,Array:t})=>({options:[t(e),[]]})));class D extends w{_createInput(){return(0,E.input)({type:\"text\"})}}i.PercentEditorView=D,D.__name__=\"PercentEditorView\";class S extends g{}i.PercentEditor=S,d=S,S.__name__=\"PercentEditor\",d.prototype.default_view=D;class k extends w{_createInput(){return(0,E.input)({type:\"checkbox\"})}renderEditor(){this.focus()}loadValue(e){this.defaultValue=!!e[this.args.column.field],this.inputEl.checked=this.defaultValue}serializeValue(){return this.inputEl.checked}}i.CheckboxEditorView=k,k.__name__=\"CheckboxEditorView\";class z extends g{}i.CheckboxEditor=z,o=z,z.__name__=\"CheckboxEditor\",o.prototype.default_view=k;class P extends w{_createInput(){return(0,E.input)({type:\"text\"})}renderEditor(){this.inputEl.focus(),this.inputEl.select()}remove(){super.remove()}serializeValue(){var e;return null!==(e=parseInt(this.getValue(),10))&&void 0!==e?e:0}loadValue(e){super.loadValue(e),this.inputEl.defaultValue=this.defaultValue,this.inputEl.select()}validateValue(e){return isNaN(e)?{valid:!1,msg:\"Please enter a valid integer\"}:super.validateValue(e)}}i.IntEditorView=P,P.__name__=\"IntEditorView\";class T extends g{}i.IntEditor=T,p=T,T.__name__=\"IntEditor\",p.prototype.default_view=P,p.define((({Int:e})=>({step:[e,1]})));class K extends w{_createInput(){return(0,E.input)({type:\"text\"})}renderEditor(){this.inputEl.focus(),this.inputEl.select()}remove(){super.remove()}serializeValue(){var e;return null!==(e=parseFloat(this.getValue()))&&void 0!==e?e:0}loadValue(e){super.loadValue(e),this.inputEl.defaultValue=this.defaultValue,this.inputEl.select()}validateValue(e){return isNaN(e)?{valid:!1,msg:\"Please enter a valid number\"}:super.validateValue(e)}}i.NumberEditorView=K,K.__name__=\"NumberEditorView\";class A extends g{}i.NumberEditor=A,_=A,A.__name__=\"NumberEditor\",_.prototype.default_view=K,_.define((({Number:e})=>({step:[e,.01]})));class M extends w{_createInput(){return(0,E.input)({type:\"text\"})}}i.TimeEditorView=M,M.__name__=\"TimeEditorView\";class O extends g{}i.TimeEditor=O,c=O,O.__name__=\"TimeEditor\",c.prototype.default_view=M;class F extends 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r.extend(!0,[],t)}i(t),this.hasDepth=function(){for(var n in t)if(t[n].hasOwnProperty(\"columns\"))return!0;return!1},this.getTreeColumns=function(){return t},this.extractColumns=function(){return this.hasDepth()?c(t):t},this.getDepth=function(){return s(t)},this.getColumnsInDepth=function(n){return l(t,n)},this.getColumnsInGroup=function(t){return c(t)},this.visibleColumns=function(){return o(h(),(function(){return this.visible}))},this.filter=function(t){return o(h(),t)},this.reOrder=function(n){return e(t,n)},this.getById=function(t){return n[t]},this.getInIds=function(t){return t.map((function(t){return n[t]}))}},keyCode:{SPACE:8,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,A:65,C:67,V:86},preClickClassName:\"slick-edit-preclick\",GridAutosizeColsMode:{None:\"NOA\",LegacyOff:\"LOF\",LegacyForceFit:\"LFF\",IgnoreViewport:\"IGV\",FitColsToViewport:\"FCV\",FitViewportToCols:\"FVC\"},ColAutosizeMode:{Locked:\"LCK\",Guide:\"GUI\",Content:\"CON\",ContentIntelligent:\"CTI\"},RowSelectionMode:{FirstRow:\"FS1\",FirstNRows:\"FSN\",AllRows:\"ALL\",LastRow:\"LS1\"},ValueFilterMode:{None:\"NONE\",DeDuplicate:\"DEDP\",GetGreatestAndSub:\"GR8T\",GetLongestTextAndSub:\"LNSB\",GetLongestText:\"LNSC\"},WidthEvalMode:{CanvasTextSize:\"CANV\",HTML:\"HTML\"}}},\n      501: function _(e,t,o,l,n){var i=e(498),c=e(500);t.exports={CheckboxSelectColumn:function(e){var t,o=null,l=k(),n=new c.EventHandler,r={},d=!1,a=i.extend(!0,{},{columnId:\"_checkbox_selector\",cssClass:null,hideSelectAllCheckbox:!1,toolTip:\"Select/Deselect All\",width:30,hideInColumnTitleRow:!1,hideInFilterHeaderRow:!0},e);function s(){t.updateColumnHeader(a.columnId,\"\",\"\")}function u(){i(\"#filter-checkbox-selectall-container\").hide()}function h(e,n){var c,s,u,h=t.getSelectedRows(),f={},p=0;if(\"function\"==typeof o)for(u=0;u<t.getDataLength();u++){C(s,t.getDataItem(u),t)||p++}var b=[];for(s=0;s<h.length;s++){c=h[s],C(s,t.getDataItem(c),t)?(f[c]=!0,f[c]!==r[c]&&(t.invalidateRow(c),delete r[c])):b.push(c)}for(s in r)t.invalidateRow(s);(r=f,t.render(),d=h.length&&h.length+p>=t.getDataLength(),a.hideInColumnTitleRow||a.hideSelectAllCheckbox||R(d),a.hideInFilterHeaderRow)||i(\"#header-filter-selector\"+l).prop(\"checked\",d);if(b.length>0){for(s=0;s<b.length;s++){var m=h.indexOf(b[s]);h.splice(m,1)}t.setSelectedRows(h)}}function f(e,o){32==e.which&&t.getColumns()[o.cell].id===a.columnId&&(t.getEditorLock().isActive()&&!t.getEditorLock().commitCurrentEdit()||b(o.row),e.preventDefault(),e.stopImmediatePropagation())}function p(e,o){if(t.getColumns()[o.cell].id===a.columnId&&i(e.target).is(\":checkbox\")){if(t.getEditorLock().isActive()&&!t.getEditorLock().commitCurrentEdit())return e.preventDefault(),void e.stopImmediatePropagation();b(o.row),e.stopPropagation(),e.stopImmediatePropagation()}}function b(e){var o=t.getDataItem(e);C(e,o,t)&&(r[e]?t.setSelectedRows(i.grep(t.getSelectedRows(),(function(t){return t!=e}))):t.setSelectedRows(t.getSelectedRows().concat(e)),t.setActiveCell(e,function(){if(null===g){g=0;for(var e=t.getColumns(),o=0;o<e.length;o++)e[o].id==a.columnId&&(g=o)}return g}()))}function m(e,o){if(o.column.id==a.columnId&&i(e.target).is(\":checkbox\")){if(t.getEditorLock().isActive()&&!t.getEditorLock().commitCurrentEdit())return e.preventDefault(),void e.stopImmediatePropagation();if(i(e.target).is(\":checked\")){for(var l=[],n=0;n<t.getDataLength();n++){C(n,t.getDataItem(n),t)&&l.push(n)}t.setSelectedRows(l)}else t.setSelectedRows([]);e.stopPropagation(),e.stopImmediatePropagation()}}\"function\"==typeof a.selectableOverride&&v(a.selectableOverride);var g=null;function k(){return Math.round(1e7*Math.random())}function w(e,t,o,l,n,i){var c=k()+e;return n&&C(e,n,i)?r[e]?\"<input id='selector\"+c+\"' type='checkbox' checked='checked'><label for='selector\"+c+\"'></label>\":\"<input id='selector\"+c+\"' type='checkbox'><label for='selector\"+c+\"'></label>\":null}function C(e,t,l){return\"function\"!=typeof o||o(e,t,l)}function R(e){e?t.updateColumnHeader(a.columnId,\"<input id='header-selector\"+l+\"' type='checkbox' checked='checked'><label for='header-selector\"+l+\"'></label>\",a.toolTip):t.updateColumnHeader(a.columnId,\"<input id='header-selector\"+l+\"' type='checkbox'><label for='header-selector\"+l+\"'></label>\",a.toolTip)}function v(e){o=e}i.extend(this,{init:function(e){t=e,n.subscribe(t.onSelectedRowsChanged,h).subscribe(t.onClick,p).subscribe(t.onKeyDown,f),a.hideInFilterHeaderRow||function(e){e.onHeaderRowCellRendered.subscribe((function(e,t){\"sel\"===t.column.field&&(i(t.node).empty(),i(\"<span id='filter-checkbox-selectall-container'><input id='header-filter-selector\"+l+\"' type='checkbox'><label for='header-filter-selector\"+l+\"'></label></span>\").appendTo(t.node).on(\"click\",(function(e){m(e,t)})))}))}(e),a.hideInColumnTitleRow||n.subscribe(t.onHeaderClick,m)},destroy:function(){n.unsubscribeAll()},pluginName:\"CheckboxSelectColumn\",deSelectRows:function(e){var o,l=e.length,n=[];for(o=0;o<l;o++)r[e[o]]&&(n[n.length]=e[o]);t.setSelectedRows(i.grep(t.getSelectedRows(),(function(e){return n.indexOf(e)<0})))},selectRows:function(e){var o,l=e.length,n=[];for(o=0;o<l;o++)r[e[o]]||(n[n.length]=e[o]);t.setSelectedRows(t.getSelectedRows().concat(n))},getColumnDefinition:function(){return{id:a.columnId,name:a.hideSelectAllCheckbox||a.hideInColumnTitleRow?\"\":\"<input id='header-selector\"+l+\"' type='checkbox'><label for='header-selector\"+l+\"'></label>\",toolTip:a.hideSelectAllCheckbox||a.hideInColumnTitleRow?\"\":a.toolTip,field:\"sel\",width:a.width,resizable:!1,sortable:!1,cssClass:a.cssClass,hideSelectAllCheckbox:a.hideSelectAllCheckbox,formatter:w}},getOptions:function(){return a},selectableOverride:v,setOptions:function(e){if((a=i.extend(!0,{},a,e)).hideSelectAllCheckbox)s(),u();else if(a.hideInColumnTitleRow?s():(R(d),n.subscribe(t.onHeaderClick,m)),a.hideInFilterHeaderRow)u();else{var o=i(\"#filter-checkbox-selectall-container\");o.show(),o.find('input[type=\"checkbox\"]').prop(\"checked\",d)}}})}}},\n      502: function _(e,t,o,l,n){var a=e(498),r=e(500),i=r.keyCode;t.exports={CellExternalCopyManager:function(e){var t,o,l=this,n=e||{},s=n.copiedCellStyleLayerKey||\"copy-manager\",u=n.copiedCellStyle||\"copied\",c=0,d=n.bodyElement||document.body,f=n.onCopyInit||null,h=n.onCopySuccess||null;function C(e){if(n.headerColumnValueExtractor){var t=n.headerColumnValueExtractor(e);if(t)return t}return e.name}function m(e,o,l){if(n.dataItemColumnValueExtractor){var r=n.dataItemColumnValueExtractor(e,o);if(r)return r}var i=\"\";if(o.editor){var s={container:a(\"<p>\"),column:o,position:{top:0,left:0},grid:t,event:l},u=new o.editor(s);u.loadValue(e),i=u.serializeValue(),u.destroy()}else i=e[o.field];return i}function g(e,o,l){if(o.denyPaste)return null;if(n.dataItemColumnValueSetter)return n.dataItemColumnValueSetter(e,o,l);if(o.editor){var r={container:a(\"body\"),column:o,position:{top:0,left:0},grid:t},i=new o.editor(r);i.loadValue(e),i.applyValue(e,l),i.destroy()}else e[o.field]=l}function p(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 y(e,a){var r;if(!t.getEditorLock().isActive()||t.getOptions().autoEdit){if(e.which==i.ESC&&o&&(e.preventDefault(),w(),l.onCopyCancelled.notify({ranges:o}),o=null),(e.which===i.C||e.which===i.INSERT)&&(e.ctrlKey||e.metaKey)&&!e.shiftKey&&(f&&f.call(),0!==(r=t.getSelectionModel().getSelectedRanges()).length)){o=r,v(r),l.onCopyCells.notify({ranges:r});for(var s=t.getColumns(),u=\"\",c=0;c<r.length;c++){for(var y=r[c],D=[],S=y.fromRow;S<y.toRow+1;S++){var R=[],x=t.getDataItem(S);if(0===D.length&&n.includeHeaderWhenCopying){for(var E=[],V=y.fromCell;V<y.toCell+1;V++)s[V].name.length>0&&E.push(C(s[V]));D.push(E.join(\"\\t\"))}for(V=y.fromCell;V<y.toCell+1;V++)R.push(m(x,s[V],e));D.push(R.join(\"\\t\"))}u+=D.join(\"\\r\\n\")+\"\\r\\n\"}if(window.clipboardData)return window.clipboardData.setData(\"Text\",u),!0;var b=document.activeElement;if((M=p(u)).focus(),setTimeout((function(){d.removeChild(M),b?b.focus():console.log(\"Not element to restore focus to after copy?\")}),100),h){var I=0;I=1===r.length?r[0].toRow+1-r[0].fromRow:r.length,h.call(this,I)}return!1}if(!n.readOnlyMode&&(e.which===i.V&&(e.ctrlKey||e.metaKey)&&!e.shiftKey||e.which===i.INSERT&&e.shiftKey&&!e.ctrlKey)){var M=p(\"\");return setTimeout((function(){!function(e,t){var o=e.getColumns(),a=t.value.split(/[\\n\\f\\r]/);\"\"===a[a.length-1]&&a.pop();var r=[],i=0;d.removeChild(t);for(var s=0;s<a.length;s++)\"\"!==a[s]?r[i++]=a[s].split(\"\\t\"):r[i++]=[\"\"];var u=e.getActiveCell(),c=e.getSelectionModel().getSelectedRanges(),f=c&&c.length?c[0]:null,h=null,C=null;if(f)h=f.fromRow,C=f.fromCell;else{if(!u)return;h=u.row,C=u.cell}var m=!1,p=r.length,y=r.length?r[0].length:0;1==r.length&&1==r[0].length&&f&&(m=!0,p=f.toRow-f.fromRow+1,y=f.toCell-f.fromCell+1);var w=e.getData().length-h,D=0;if(w<p&&n.newRowCreator){var S=e.getData();for(D=1;D<=p-w;D++)S.push({});e.setData(S),e.render()}var R=h+p>e.getDataLength();if(n.newRowCreator&&R){var x=h+p-e.getDataLength();n.newRowCreator(x)}var E={isClipboardCommand:!0,clippedRange:r,oldValues:[],cellExternalCopyManager:l,_options:n,setDataItemValueForColumn:g,markCopySelection:v,oneCellToMultiple:m,activeRow:h,activeCell:C,destH:p,destW:y,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 l=0;l<this.destW;l++){this.w++;var n=h+t,a=C+l;if(n<this.maxDestY&&a<this.maxDestX){e.getCellNode(n,a);var i=e.getDataItem(n);this.oldValues[t][l]=i[o[a].field],m?this.setDataItemValueForColumn(i,o[a],r[0][0]):this.setDataItemValueForColumn(i,o[a],r[t]?r[t][l]:\"\"),e.updateCell(n,a),e.onCellChange.notify({row:n,cell:a,item:i,grid:e})}}}var s={fromCell:C,fromRow:h,toCell:C+this.w-1,toRow:h+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 l=0;l<this.destW;l++){var n=h+t,a=C+l;if(n<this.maxDestY&&a<this.maxDestX){e.getCellNode(n,a);var r=e.getDataItem(n);m?this.setDataItemValueForColumn(r,o[a],this.oldValues[0][0]):this.setDataItemValueForColumn(r,o[a],this.oldValues[t][l]),e.updateCell(n,a),e.onCellChange.notify({row:n,cell:a,item:r,grid:e})}}var i={fromCell:C,fromRow:h,toCell:C+this.w-1,toRow:h+this.h-1};if(this.markCopySelection([i]),e.getSelectionModel().setSelectedRanges([i]),this.cellExternalCopyManager.onPasteCells.notify({ranges:[i]}),D>1){for(var s=e.getData();D>1;D--)s.splice(s.length-1,1);e.setData(s),e.render()}}};n.clipboardCommandHandler?n.clipboardCommandHandler(E):E.execute()}(t,M)}),100),!1}}}function v(e){w();for(var o=t.getColumns(),n={},a=0;a<e.length;a++)for(var r=e[a].fromRow;r<=e[a].toRow;r++){n[r]={};for(var i=e[a].fromCell;i<=e[a].toCell&&i<o.length;i++)n[r][o[i].id]=u}t.setCellCssStyles(s,n),clearTimeout(c),c=setTimeout((function(){l.clearCopySelection()}),2e3)}function w(){t.removeCellCssStyles(s)}a.extend(this,{init:function(e){(t=e).onKeyDown.subscribe(y);var o=e.getSelectionModel();if(!o)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())\");o.onSelectedRangesChanged.subscribe((function(e,o){t.focus()}))},destroy:function(){t.onKeyDown.unsubscribe(y)},pluginName:\"CellExternalCopyManager\",clearCopySelection:w,handleKeyDown:y,onCopyCells:new r.Event,onCopyCancelled:new r.Event,onPasteCells:new r.Event,setIncludeHeaderWhenCopying:function(e){n.includeHeaderWhenCopying=e}})}}},\n      503: function _(r,t,o,_,e){var p=r(1);p.__exportStar(r(500),t.exports),p.__exportStar(r(504),t.exports),p.__exportStar(r(507),t.exports),p.__exportStar(r(508),t.exports),p.__exportStar(r(509),t.exports),p.__exportStar(r(510),t.exports),p.__exportStar(r(511),t.exports)},\n      504: function _(require,module,exports,__esModule,__esExport){\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 v2.4\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 $=require(498),Slick=require(500),scrollbarDimensions,maxSupportedCssHeight;function SlickGrid(container,data,columns,options){$.fn.drag||require(505),$.fn.drop||require(506);var defaults={alwaysShowVerticalScroll:!1,alwaysAllowHorizontalScroll:!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,showColumnHeader:!0,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,frozenBottom:!1,frozenColumn:-1,frozenRow:-1,fullWidthRows:!1,multiColumnSort:!1,numberedMultiColumnSort:!1,tristateMultiColumnSort:!1,sortColNumberInSeparateSpan:!1,defaultFormatter,forceSyncScrolling:!1,addNewRowCssClass:\"new-row\",preserveCopiedSelectionOnPaste:!1,showCellSelection:!0,viewportClass:null,minRowBuffer:3,emulatePagingWhenScrolling:!0,editorCellNavOnLRKeys:!1,doPaging:!0,autosizeColsMode:Slick.GridAutosizeColsMode.LegacyOff,autosizeColPaddingPx:4,autosizeTextAvgToMWidthRatio:.75,viewportSwitchToScrollModeWidthPercent:void 0,viewportMinWidthPx:void 0,viewportMaxWidthPx:void 0},columnDefaults={name:\"\",resizable:!0,sortable:!1,minWidth:30,maxWidth:void 0,rerenderOnResize:!1,headerCssClass:null,defaultSortAsc:!0,focusable:!0,selectable:!0},columnAutosizeDefaults={ignoreHeaderText:!1,colValueArray:void 0,allowAddlPercent:void 0,formatterOverride:void 0,autosizeMode:Slick.ColAutosizeMode.ContentIntelligent,rowSelectionModeOnInit:void 0,rowSelectionMode:Slick.RowSelectionMode.FirstNRows,rowSelectionCount:100,valueFilterMode:Slick.ValueFilterMode.None,widthEvalMode:Slick.WidthEvalMode.CanvasTextSize,sizeToRemaining:void 0,widthPx:void 0,colDataTypeOf:void 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,$groupHeaders=$(),$headerScroller,$headers,$headerRow,$headerRowScroller,$headerRowSpacerL,$headerRowSpacerR,$footerRow,$footerRowScroller,$footerRowSpacerL,$footerRowSpacerR,$preHeaderPanel,$preHeaderPanelScroller,$preHeaderPanelSpacer,$preHeaderPanelR,$preHeaderPanelScrollerR,$preHeaderPanelSpacerR,$topPanelScroller,$topPanel,$viewport,$canvas,$style,$boundAncestors,treeColumns,stylesheet,columnCssRulesL,columnCssRulesR,viewportH,viewportW,canvasWidth,canvasWidthL,canvasWidthR,headersWidth,headersWidthL,headersWidthR,viewportHasHScroll,viewportHasVScroll,headerColumnWidthDiff=0,headerColumnHeightDiff=0,cellWidthDiff=0,cellHeightDiff=0,jQueryNewWidthBehaviour=!1,absoluteColumnMinWidth,hasFrozenRows=!1,frozenRowsHeight=0,actualFrozenRow=-1,paneTopH=0,paneBottomH=0,viewportTopH=0,viewportBottomH=0,topPanelH=0,headerRowH=0,footerRowH=0,tabbingDirection=1,$activeCanvasNode,$activeViewportNode,activePosX,activeRow,activeCell,activeCellNode=null,currentEditor=null,serializedEditorValue,editController,rowsCache={},renderedRows=0,numVisibleRows=0,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,$paneHeaderL,$paneHeaderR,$paneTopL,$paneTopR,$paneBottomL,$paneBottomR,$headerScrollerL,$headerScrollerR,$headerL,$headerR,$groupHeadersL,$groupHeadersR,$headerRowScrollerL,$headerRowScrollerR,$footerRowScrollerL,$footerRowScrollerR,$headerRowL,$headerRowR,$footerRowL,$footerRowR,$topPanelScrollerL,$topPanelScrollerR,$topPanelL,$topPanelR,$viewportTopL,$viewportTopR,$viewportBottomL,$viewportBottomR,$canvasTopL,$canvasTopR,$canvasBottomL,$canvasBottomR,$viewportScrollContainerX,$viewportScrollContainerY,$headerScrollContainer,$headerRowScrollContainer,$footerRowScrollContainer,cssShow={position:\"absolute\",visibility:\"hidden\",display:\"block\"},$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.\");if(cacheCssForHiddenInit(),maxSupportedCssHeight=maxSupportedCssHeight||getMaxSupportedCssHeight(),options=$.extend({},defaults,options),validateAndEnforceOptions(),columnDefaults.width=options.defaultColumnWidth,treeColumns=new Slick.TreeColumns(columns),columns=treeColumns.extractColumns(),updateColumnProps(),options.enableColumnReorder&&!$.fn.sortable)throw new Error(\"SlickGrid's 'enableColumnReorder = true' option requires jquery-ui.sortable module to be loaded\");if(editController={commitCurrentEdit,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),$paneHeaderL=$(\"<div class='slick-pane slick-pane-header slick-pane-left' tabIndex='0' />\").appendTo($container),$paneHeaderR=$(\"<div class='slick-pane slick-pane-header slick-pane-right' tabIndex='0' />\").appendTo($container),$paneTopL=$(\"<div class='slick-pane slick-pane-top slick-pane-left' tabIndex='0' />\").appendTo($container),$paneTopR=$(\"<div class='slick-pane slick-pane-top slick-pane-right' tabIndex='0' />\").appendTo($container),$paneBottomL=$(\"<div class='slick-pane slick-pane-bottom slick-pane-left' tabIndex='0' />\").appendTo($container),$paneBottomR=$(\"<div class='slick-pane slick-pane-bottom slick-pane-right' tabIndex='0' />\").appendTo($container),options.createPreHeaderPanel&&($preHeaderPanelScroller=$(\"<div class='slick-preheader-panel ui-state-default' style='overflow:hidden;position:relative;' />\").appendTo($paneHeaderL),$preHeaderPanel=$(\"<div />\").appendTo($preHeaderPanelScroller),$preHeaderPanelSpacer=$(\"<div style='display:block;height:1px;position:absolute;top:0;left:0;'></div>\").appendTo($preHeaderPanelScroller),$preHeaderPanelScrollerR=$(\"<div class='slick-preheader-panel ui-state-default' style='overflow:hidden;position:relative;' />\").appendTo($paneHeaderR),$preHeaderPanelR=$(\"<div />\").appendTo($preHeaderPanelScrollerR),$preHeaderPanelSpacerR=$(\"<div style='display:block;height:1px;position:absolute;top:0;left:0;'></div>\").appendTo($preHeaderPanelScrollerR),options.showPreHeaderPanel||($preHeaderPanelScroller.hide(),$preHeaderPanelScrollerR.hide())),$headerScrollerL=$(\"<div class='slick-header ui-state-default slick-header-left' />\").appendTo($paneHeaderL),$headerScrollerR=$(\"<div class='slick-header ui-state-default slick-header-right' />\").appendTo($paneHeaderR),$headerScroller=$().add($headerScrollerL).add($headerScrollerR),treeColumns.hasDepth()){$groupHeadersL=[],$groupHeadersR=[];for(var e=0;e<treeColumns.getDepth()-1;e++)$groupHeadersL[e]=$(\"<div class='slick-group-header-columns slick-group-header-columns-left' style='left:-1000px' />\").appendTo($headerScrollerL),$groupHeadersR[e]=$(\"<div class='slick-group-header-columns slick-group-header-columns-right' style='left:-1000px' />\").appendTo($headerScrollerR);$groupHeaders=$().add($groupHeadersL).add($groupHeadersR)}$headerL=$(\"<div class='slick-header-columns slick-header-columns-left' style='left:-1000px' />\").appendTo($headerScrollerL),$headerR=$(\"<div class='slick-header-columns slick-header-columns-right' style='left:-1000px' />\").appendTo($headerScrollerR),$headers=$().add($headerL).add($headerR),$headerRowScrollerL=$(\"<div class='slick-headerrow ui-state-default' />\").appendTo($paneTopL),$headerRowScrollerR=$(\"<div class='slick-headerrow ui-state-default' />\").appendTo($paneTopR),$headerRowScroller=$().add($headerRowScrollerL).add($headerRowScrollerR),$headerRowSpacerL=$(\"<div style='display:block;height:1px;position:absolute;top:0;left:0;'></div>\").appendTo($headerRowScrollerL),$headerRowSpacerR=$(\"<div style='display:block;height:1px;position:absolute;top:0;left:0;'></div>\").appendTo($headerRowScrollerR),$headerRowL=$(\"<div class='slick-headerrow-columns slick-headerrow-columns-left' />\").appendTo($headerRowScrollerL),$headerRowR=$(\"<div class='slick-headerrow-columns slick-headerrow-columns-right' />\").appendTo($headerRowScrollerR),$headerRow=$().add($headerRowL).add($headerRowR),$topPanelScrollerL=$(\"<div class='slick-top-panel-scroller ui-state-default' />\").appendTo($paneTopL),$topPanelScrollerR=$(\"<div class='slick-top-panel-scroller ui-state-default' />\").appendTo($paneTopR),$topPanelScroller=$().add($topPanelScrollerL).add($topPanelScrollerR),$topPanelL=$(\"<div class='slick-top-panel' style='width:10000px' />\").appendTo($topPanelScrollerL),$topPanelR=$(\"<div class='slick-top-panel' style='width:10000px' />\").appendTo($topPanelScrollerR),$topPanel=$().add($topPanelL).add($topPanelR),options.showColumnHeader||$headerScroller.hide(),options.showTopPanel||$topPanelScroller.hide(),options.showHeaderRow||$headerRowScroller.hide(),$viewportTopL=$(\"<div class='slick-viewport slick-viewport-top slick-viewport-left' tabIndex='0' hideFocus />\").appendTo($paneTopL),$viewportTopR=$(\"<div class='slick-viewport slick-viewport-top slick-viewport-right' tabIndex='0' hideFocus />\").appendTo($paneTopR),$viewportBottomL=$(\"<div class='slick-viewport slick-viewport-bottom slick-viewport-left' tabIndex='0' hideFocus />\").appendTo($paneBottomL),$viewportBottomR=$(\"<div class='slick-viewport slick-viewport-bottom slick-viewport-right' tabIndex='0' hideFocus />\").appendTo($paneBottomR),$viewport=$().add($viewportTopL).add($viewportTopR).add($viewportBottomL).add($viewportBottomR),$activeViewportNode=$viewportTopL,$canvasTopL=$(\"<div class='grid-canvas grid-canvas-top grid-canvas-left' tabIndex='0' hideFocus />\").appendTo($viewportTopL),$canvasTopR=$(\"<div class='grid-canvas grid-canvas-top grid-canvas-right' tabIndex='0' hideFocus />\").appendTo($viewportTopR),$canvasBottomL=$(\"<div class='grid-canvas grid-canvas-bottom grid-canvas-left' tabIndex='0' hideFocus />\").appendTo($viewportBottomL),$canvasBottomR=$(\"<div class='grid-canvas grid-canvas-bottom grid-canvas-right' tabIndex='0' hideFocus />\").appendTo($viewportBottomR),options.viewportClass&&$viewport.toggleClass(options.viewportClass,!0),$canvas=$().add($canvasTopL).add($canvasTopR).add($canvasBottomL).add($canvasBottomR),scrollbarDimensions=scrollbarDimensions||measureScrollbar(),$activeCanvasNode=$canvasTopL,$preHeaderPanelSpacer&&$preHeaderPanelSpacer.css(\"width\",getCanvasWidth()+scrollbarDimensions.width+\"px\"),$headers.width(getHeadersWidth()),$headerRowSpacerL.css(\"width\",getCanvasWidth()+scrollbarDimensions.width+\"px\"),$headerRowSpacerR.css(\"width\",getCanvasWidth()+scrollbarDimensions.width+\"px\"),options.createFooterRow&&($footerRowScrollerR=$(\"<div class='slick-footerrow ui-state-default' />\").appendTo($paneTopR),$footerRowScrollerL=$(\"<div class='slick-footerrow ui-state-default' />\").appendTo($paneTopL),$footerRowScroller=$().add($footerRowScrollerL).add($footerRowScrollerR),$footerRowSpacerL=$(\"<div style='display:block;height:1px;position:absolute;top:0;left:0;'></div>\").css(\"width\",getCanvasWidth()+scrollbarDimensions.width+\"px\").appendTo($footerRowScrollerL),$footerRowSpacerR=$(\"<div style='display:block;height:1px;position:absolute;top:0;left:0;'></div>\").css(\"width\",getCanvasWidth()+scrollbarDimensions.width+\"px\").appendTo($footerRowScrollerR),$footerRowL=$(\"<div class='slick-footerrow-columns slick-footerrow-columns-left' />\").appendTo($footerRowScrollerL),$footerRowR=$(\"<div class='slick-footerrow-columns slick-footerrow-columns-right' />\").appendTo($footerRowScrollerR),$footerRow=$().add($footerRowL).add($footerRowR),options.showFooterRow||$footerRowScroller.hide()),$focusSink2=$focusSink.clone().appendTo($container),options.explicitInitialization||finishInitialization()}function finishInitialization(){initialized||(initialized=!0,getViewportWidth(),getViewportHeight(),measureCellPaddingAndBorder(),disableSelection($headers),options.enableTextSelectionOnCells||$viewport.on(\"selectstart.ui\",(function(e){return $(e.target).is(\"input,textarea\")})),setFrozenOptions(),setPaneVisibility(),setScroller(),setOverflow(),updateColumnCaches(),createColumnHeaders(),createColumnGroupHeaders(),createColumnFooter(),setupColumnSort(),createCssRules(),resizeCanvas(),bindAncestorScrollEvents(),$container.on(\"resize.slickgrid\",resizeCanvas),$viewport.on(\"scroll\",handleScroll),$.fn.mousewheel&&$viewport.on(\"mousewheel\",handleMouseWheel),$headerScroller.on(\"contextmenu\",handleHeaderContextMenu).on(\"click\",handleHeaderClick).on(\"mouseenter\",\".slick-header-column\",handleHeaderMouseEnter).on(\"mouseleave\",\".slick-header-column\",handleHeaderMouseLeave),$headerRowScroller.on(\"scroll\",handleHeaderRowScroll),options.createFooterRow&&($footerRow.on(\"contextmenu\",handleFooterContextMenu).on(\"click\",handleFooterClick),$footerRowScroller.on(\"scroll\",handleFooterRowScroll)),options.createPreHeaderPanel&&$preHeaderPanelScroller.on(\"scroll\",handlePreHeaderPanelScroll),$focusSink.add($focusSink2).on(\"keydown\",handleKeyDown),$canvas.on(\"keydown\",handleKeyDown).on(\"click\",handleClick).on(\"dblclick\",handleDblClick).on(\"contextmenu\",handleContextMenu).on(\"draginit\",handleDragInit).on(\"dragstart\",{distance:3},handleDragStart).on(\"drag\",handleDrag).on(\"dragend\",handleDragEnd).on(\"mouseenter\",\".slick-cell\",handleMouseEnter).on(\"mouseleave\",\".slick-cell\",handleMouseLeave),restoreCssFromHiddenInit())}function cacheCssForHiddenInit(){($hiddenParents=$container.parents().addBack().not(\":visible\")).each((function(){var e={};for(var o in cssShow)e[o]=this.style[o],this.style[o]=cssShow[o];oldProps.push(e)}))}function restoreCssFromHiddenInit(){$hiddenParents.each((function(e){var o=oldProps[e];for(var t in cssShow)this.style[t]=o[t]}))}function hasFrozenColumns(){return options.frozenColumn>-1}function registerPlugin(e){plugins.unshift(e),e.init(self)}function unregisterPlugin(e){for(var o=plugins.length;o>=0;o--)if(plugins[o]===e){plugins[o].destroy&&plugins[o].destroy(),plugins.splice(o,1);break}}function getPluginByName(e){for(var o=plugins.length-1;o>=0;o--)if(plugins[o].pluginName===e)return plugins[o]}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(e,o){e||(e=0),o||(o=0);var t=\"number\"==typeof e?e:getColumnIndex(e);return hasFrozenRows&&o>=actualFrozenRow+(options.frozenBottom?0:1)?hasFrozenColumns()&&t>options.frozenColumn?$canvasBottomR[0]:$canvasBottomL[0]:hasFrozenColumns()&&t>options.frozenColumn?$canvasTopR[0]:$canvasTopL[0]}function getActiveCanvasNode(e){return setActiveCanvasNode(e),$activeCanvasNode[0]}function getCanvases(){return $canvas}function setActiveCanvasNode(e){e&&($activeCanvasNode=$(e.target).closest(\".grid-canvas\"))}function getViewportNode(){return $viewport[0]}function getActiveViewportNode(e){return setActiveViewPortNode(e),$activeViewportNode[0]}function setActiveViewportNode(e){e&&($activeViewportNode=$(e.target).closest(\".slick-viewport\"))}function measureScrollbar(){var e=$('<div class=\"'+$viewport.className+'\" style=\"position:absolute; top:-10000px; left:-10000px; overflow:auto; width:100px; height:100px;\"></div>').appendTo(\"body\"),o=$('<div style=\"width:200px; height:200px; overflow:auto;\"></div>').appendTo(e),t={width:e[0].offsetWidth-e[0].clientWidth,height:e[0].offsetHeight-e[0].clientHeight};return o.remove(),e.remove(),t}function getHeadersWidth(){headersWidth=headersWidthL=headersWidthR=0;for(var e=!options.autoHeight,o=0,t=columns.length;o<t;o++){var n=columns[o].width;options.frozenColumn>-1&&o>options.frozenColumn?headersWidthR+=n:headersWidthL+=n}return e&&(options.frozenColumn>-1&&o>options.frozenColumn?headersWidthR+=scrollbarDimensions.width:headersWidthL+=scrollbarDimensions.width),hasFrozenColumns()?(headersWidthL+=1e3,headersWidthR=Math.max(headersWidthR,viewportW)+headersWidthL,headersWidthR+=scrollbarDimensions.width):(headersWidthL+=scrollbarDimensions.width,headersWidthL=Math.max(headersWidthL,viewportW)+1e3),headersWidth=headersWidthL+headersWidthR,Math.max(headersWidth,viewportW)+1e3}function getHeadersWidthL(){return headersWidthL=0,columns.forEach((function(e,o){options.frozenColumn>-1&&o>options.frozenColumn||(headersWidthL+=e.width)})),hasFrozenColumns()?headersWidthL+=1e3:(headersWidthL+=scrollbarDimensions.width,headersWidthL=Math.max(headersWidthL,viewportW)+1e3),headersWidthL}function getHeadersWidthR(){return headersWidthR=0,columns.forEach((function(e,o){options.frozenColumn>-1&&o>options.frozenColumn&&(headersWidthR+=e.width)})),hasFrozenColumns()&&(headersWidthR=Math.max(headersWidthR,viewportW)+getHeadersWidthL(),headersWidthR+=scrollbarDimensions.width),headersWidthR}function getCanvasWidth(){var e=viewportHasVScroll?viewportW-scrollbarDimensions.width:viewportW,o=columns.length;for(canvasWidthL=canvasWidthR=0;o--;)hasFrozenColumns()&&o>options.frozenColumn?canvasWidthR+=columns[o].width:canvasWidthL+=columns[o].width;var t=canvasWidthL+canvasWidthR;return options.fullWidthRows?Math.max(t,e):t}function updateCanvasWidth(e){var o,t=canvasWidth,n=canvasWidthL,l=canvasWidthR;((o=(canvasWidth=getCanvasWidth())!==t||canvasWidthL!==n||canvasWidthR!==l)||hasFrozenColumns()||hasFrozenRows)&&($canvasTopL.width(canvasWidthL),getHeadersWidth(),$headerL.width(headersWidthL),$headerR.width(headersWidthR),hasFrozenColumns()?($canvasTopR.width(canvasWidthR),$paneHeaderL.width(canvasWidthL),$paneHeaderR.css(\"left\",canvasWidthL),$paneHeaderR.css(\"width\",viewportW-canvasWidthL),$paneTopL.width(canvasWidthL),$paneTopR.css(\"left\",canvasWidthL),$paneTopR.css(\"width\",viewportW-canvasWidthL),$headerRowScrollerL.width(canvasWidthL),$headerRowScrollerR.width(viewportW-canvasWidthL),$headerRowL.width(canvasWidthL),$headerRowR.width(canvasWidthR),options.createFooterRow&&($footerRowScrollerL.width(canvasWidthL),$footerRowScrollerR.width(viewportW-canvasWidthL),$footerRowL.width(canvasWidthL),$footerRowR.width(canvasWidthR)),options.createPreHeaderPanel&&$preHeaderPanel.width(canvasWidth),$viewportTopL.width(canvasWidthL),$viewportTopR.width(viewportW-canvasWidthL),hasFrozenRows&&($paneBottomL.width(canvasWidthL),$paneBottomR.css(\"left\",canvasWidthL),$viewportBottomL.width(canvasWidthL),$viewportBottomR.width(viewportW-canvasWidthL),$canvasBottomL.width(canvasWidthL),$canvasBottomR.width(canvasWidthR))):($paneHeaderL.width(\"100%\"),$paneTopL.width(\"100%\"),$headerRowScrollerL.width(\"100%\"),$headerRowL.width(canvasWidth),options.createFooterRow&&($footerRowScrollerL.width(\"100%\"),$footerRowL.width(canvasWidth)),options.createPreHeaderPanel&&($preHeaderPanel.width(\"100%\"),$preHeaderPanel.width(canvasWidth)),$viewportTopL.width(\"100%\"),hasFrozenRows&&($viewportBottomL.width(\"100%\"),$canvasBottomL.width(canvasWidthL))),viewportHasHScroll=canvasWidth>viewportW-scrollbarDimensions.width),$headerRowSpacerL.width(canvasWidth+(viewportHasVScroll?scrollbarDimensions.width:0)),$headerRowSpacerR.width(canvasWidth+(viewportHasVScroll?scrollbarDimensions.width:0)),options.createFooterRow&&($footerRowSpacerL.width(canvasWidth+(viewportHasVScroll?scrollbarDimensions.width:0)),$footerRowSpacerR.width(canvasWidth+(viewportHasVScroll?scrollbarDimensions.width:0))),(o||e)&&applyColumnWidths()}function disableSelection(e){e&&e.jquery&&e.attr(\"unselectable\",\"on\").css(\"MozUserSelect\",\"none\").on(\"selectstart.ui\",(function(){return!1}))}function getMaxSupportedCssHeight(){for(var e=1e6,o=navigator.userAgent.toLowerCase().match(/firefox/)?6e6:1e9,t=$(\"<div style='display:none' />\").appendTo(document.body);;){var n=2*e;if(t.css(\"height\",n),n>o||t.height()!==n)break;e=n}return t.remove(),e}function getUID(){return uid}function getHeaderColumnWidthDiff(){return headerColumnWidthDiff}function getScrollbarDimensions(){return scrollbarDimensions}function bindAncestorScrollEvents(){for(var e=hasFrozenRows&&!options.frozenBottom?$canvasBottomL[0]:$canvasTopL[0];(e=e.parentNode)!=document.body&&null!=e;)if(e==$viewportTopL[0]||e.scrollWidth!=e.clientWidth||e.scrollHeight!=e.clientHeight){var o=$(e);$boundAncestors=$boundAncestors?$boundAncestors.add(o):o,o.on(\"scroll.\"+uid,handleActiveCellPositionChange)}}function unbindAncestorScrollEvents(){$boundAncestors&&($boundAncestors.off(\"scroll.\"+uid),$boundAncestors=null)}function updateColumnHeader(e,o,t){if(initialized){var n=getColumnIndex(e);if(null!=n){var l=columns[n],r=$headers.children().eq(n);r&&(void 0!==o&&(columns[n].name=o),void 0!==t&&(columns[n].toolTip=t),trigger(self.onBeforeHeaderCellDestroy,{node:r[0],column:l,grid:self}),r.attr(\"title\",t||\"\").children().eq(0).html(o),trigger(self.onHeaderCellRendered,{node:r[0],column:l,grid:self}))}}}function getHeader(e){if(!e)return hasFrozenColumns()?$headers:$headerL;var o=getColumnIndex(e.id);return hasFrozenColumns()?o<=options.frozenColumn?$headerL:$headerR:$headerL}function getHeaderColumn(e){var o=\"number\"==typeof e?e:getColumnIndex(e),t=hasFrozenColumns()?o<=options.frozenColumn?$headerL:$headerR:$headerL,n=hasFrozenColumns()?o<=options.frozenColumn?o:o-options.frozenColumn-1:o,l=t.children().eq(n);return l&&l[0]}function getHeaderRow(){return hasFrozenColumns()?$headerRow:$headerRow[0]}function getFooterRow(){return hasFrozenColumns()?$footerRow:$footerRow[0]}function getPreHeaderPanel(){return $preHeaderPanel[0]}function getPreHeaderPanelRight(){return $preHeaderPanelR[0]}function getHeaderRowColumn(e){var o,t=\"number\"==typeof e?e:getColumnIndex(e);hasFrozenColumns()?t<=options.frozenColumn?o=$headerRowL:(o=$headerRowR,t-=options.frozenColumn+1):o=$headerRowL;var n=o.children().eq(t);return n&&n[0]}function getFooterRowColumn(e){var o,t=\"number\"==typeof e?e:getColumnIndex(e);hasFrozenColumns()?t<=options.frozenColumn?o=$footerRowL:(o=$footerRowR,t-=options.frozenColumn+1):o=$footerRowL;var n=o&&o.children().eq(t);return n&&n[0]}function createColumnFooter(){if(options.createFooterRow){$footerRow.find(\".slick-footerrow-column\").each((function(){var e=$(this).data(\"column\");e&&trigger(self.onBeforeFooterRowCellDestroy,{node:this,column:e,grid:self})})),$footerRowL.empty(),$footerRowR.empty();for(var e=0;e<columns.length;e++){var o=columns[e],t=$(\"<div class='ui-state-default slick-footerrow-column l\"+e+\" r\"+e+\"'></div>\").data(\"column\",o).addClass(hasFrozenColumns()&&e<=options.frozenColumn?\"frozen\":\"\").appendTo(hasFrozenColumns()&&e>options.frozenColumn?$footerRowR:$footerRowL);trigger(self.onFooterRowCellRendered,{node:t[0],column:o,grid:self})}}}function createColumnGroupHeaders(){var e=0,o=!1;if(treeColumns.hasDepth()){for(var t=0;t<$groupHeadersL.length;t++){$groupHeadersL[t].empty(),$groupHeadersR[t].empty();var n=treeColumns.getColumnsInDepth(t);for(var l in n){var r=n[l];e+=r.extractColumns().length,hasFrozenColumns()&&0===t&&e-1===options.frozenColumn&&(o=!0),$(\"<div class='ui-state-default slick-group-header-column' />\").html(\"<span class='slick-column-name'>\"+r.name+\"</span>\").attr(\"id\",\"\"+uid+r.id).attr(\"title\",r.toolTip||\"\").data(\"column\",r).addClass(r.headerCssClass||\"\").addClass(hasFrozenColumns()&&e-1>options.frozenColumn?\"frozen\":\"\").appendTo(hasFrozenColumns()&&e-1>options.frozenColumn?$groupHeadersR[t]:$groupHeadersL[t])}if(hasFrozenColumns()&&0===t&&!o){$groupHeadersL[t].empty(),$groupHeadersR[t].empty(),alert(\"All columns of group should to be grouped!\");break}}applyColumnGroupHeaderWidths()}}function createColumnHeaders(){function e(){$(this).addClass(\"ui-state-hover\")}function o(){$(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})})),$headerL.empty(),$headerR.empty(),getHeadersWidth(),$headerL.width(headersWidthL),$headerR.width(headersWidthR),$headerRow.find(\".slick-headerrow-column\").each((function(){var e=$(this).data(\"column\");e&&trigger(self.onBeforeHeaderRowCellDestroy,{node:this,column:e,grid:self})})),$headerRowL.empty(),$headerRowR.empty(),options.createFooterRow&&($footerRowL.find(\".slick-footerrow-column\").each((function(){var e=$(this).data(\"column\");e&&trigger(self.onBeforeFooterRowCellDestroy,{node:this,column:e,grid:self})})),$footerRowL.empty(),hasFrozenColumns()&&($footerRowR.find(\".slick-footerrow-column\").each((function(){var e=$(this).data(\"column\");e&&trigger(self.onBeforeFooterRowCellDestroy,{node:this,column:e,grid:self})})),$footerRowR.empty()));for(var t=0;t<columns.length;t++){var n=columns[t],l=hasFrozenColumns()?t<=options.frozenColumn?$headerL:$headerR:$headerL,r=hasFrozenColumns()?t<=options.frozenColumn?$headerRowL:$headerRowR:$headerRowL,i=$(\"<div class='ui-state-default slick-header-column' />\").html(\"<span class='slick-column-name'>\"+n.name+\"</span>\").width(n.width-headerColumnWidthDiff).attr(\"id\",\"\"+uid+n.id).attr(\"title\",n.toolTip||\"\").data(\"column\",n).addClass(n.headerCssClass||\"\").addClass(hasFrozenColumns()&&t<=options.frozenColumn?\"frozen\":\"\").appendTo(l);if((options.enableColumnReorder||n.sortable)&&i.on(\"mouseenter\",e).on(\"mouseleave\",o),n.hasOwnProperty(\"headerCellAttrs\")&&n.headerCellAttrs instanceof Object)for(var a in n.headerCellAttrs)n.headerCellAttrs.hasOwnProperty(a)&&i.attr(a,n.headerCellAttrs[a]);if(n.sortable&&(i.addClass(\"slick-header-sortable\"),i.append(\"<span class='slick-sort-indicator\"+(options.numberedMultiColumnSort&&!options.sortColNumberInSeparateSpan?\" slick-sort-indicator-numbered\":\"\")+\"' />\"),options.numberedMultiColumnSort&&options.sortColNumberInSeparateSpan&&i.append(\"<span class='slick-sort-indicator-numbered' />\")),trigger(self.onHeaderCellRendered,{node:i[0],column:n,grid:self}),options.showHeaderRow){var s=$(\"<div class='ui-state-default slick-headerrow-column l\"+t+\" r\"+t+\"'></div>\").data(\"column\",n).addClass(hasFrozenColumns()&&t<=options.frozenColumn?\"frozen\":\"\").appendTo(r);trigger(self.onHeaderRowCellRendered,{node:s[0],column:n,grid:self})}if(options.createFooterRow&&options.showFooterRow){var d=$(\"<div class='ui-state-default slick-footerrow-column l\"+t+\" r\"+t+\"'></div>\").data(\"column\",n).appendTo($footerRow);trigger(self.onFooterRowCellRendered,{node:d[0],column:n,grid:self})}}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,!$(e.target).hasClass(\"slick-resizable-handle\"))){var o=$(e.target).closest(\".slick-header-column\");if(o.length){var t=o.data(\"column\");if(t.sortable){if(!getEditorLock().commitCurrentEdit())return;for(var n=null,l=0;l<sortColumns.length;l++)if(sortColumns[l].columnId==t.id){(n=sortColumns[l]).sortAsc=!n.sortAsc;break}var r=!!n;options.tristateMultiColumnSort?(n||(n={columnId:t.id,sortAsc:t.defaultSortAsc}),r&&n.sortAsc&&(sortColumns.splice(l,1),n=null),options.multiColumnSort||(sortColumns=[]),!n||r&&options.multiColumnSort||sortColumns.push(n)):e.metaKey&&options.multiColumnSort?n&&sortColumns.splice(l,1):((e.shiftKey||e.metaKey)&&options.multiColumnSort||(sortColumns=[]),n?0===sortColumns.length&&sortColumns.push(n):(n={columnId:t.id,sortAsc:t.defaultSortAsc},sortColumns.push(n))),setSortColumns(sortColumns),options.multiColumnSort?trigger(self.onSort,{multiColumnSort:!0,sortCols:$.map(sortColumns,(function(e){return{columnId:columns[getColumnIndex(e.columnId)].id,sortCol:columns[getColumnIndex(e.columnId)],sortAsc:e.sortAsc}}))},e):trigger(self.onSort,{multiColumnSort:!1,columnId:sortColumns.length>0?t.id:null,sortCol:sortColumns.length>0?t:null,sortAsc:!(sortColumns.length>0)||sortColumns[0].sortAsc},e)}}}}))}function currentPositionInHeader(e){var o=0;return $headers.find(\".slick-header-column\").each((function(t){if(this.id==e)return o=t,!1})),o}function limitPositionInGroup(e){var o,t=0,n=0;return treeColumns.getColumnsInDepth($groupHeadersL.length-1).some((function(l){return t=n,n+=l.columns.length,l.columns.some((function(t){return t.id===e&&(o=l),o})),o})),n--,{start:t,end:n,group:o}}function remove(e,o){var t=e.lastIndexOf(o);t>-1&&(e.splice(t,1),remove(e,o))}function columnPositionValidInGroup(e){var o=currentPositionInHeader(e[0].id),t=limitPositionInGroup(e.data(\"column\").id),n=t.start<=o&&o<=t.end;return{limit:t,valid:n,message:n?\"\":'Column \"'.concat(e.text(),'\" can be reordered only within the \"',t.group.name,'\" group!')}}function setupColumnReorder(){$headers.filter(\":ui-sortable\").sortable(\"destroy\");var e,o=null;function t(){$viewportScrollContainerX[0].scrollLeft=$viewportScrollContainerX[0].scrollLeft+10}function n(){$viewportScrollContainerX[0].scrollLeft=$viewportScrollContainerX[0].scrollLeft-10}$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(o,t){t.placeholder.width(t.helper.outerWidth()-headerColumnWidthDiff),e=!hasFrozenColumns()||t.placeholder.offset().left+t.placeholder.width()>$viewportScrollContainerX.offset().left,$(t.helper).addClass(\"slick-header-column-active\")},beforeStop:function(e,o){$(o.helper).removeClass(\"slick-header-column-active\")},sort:function(l,r){e&&l.originalEvent.pageX>$container[0].clientWidth?o||(o=setInterval(t,100)):e&&l.originalEvent.pageX<$viewportScrollContainerX.offset().left?o||(o=setInterval(n,100)):(clearInterval(o),o=null)},stop:function(e,t){var n=!1;clearInterval(o),o=null;var l=null;if(treeColumns.hasDepth()){var r=columnPositionValidInGroup(t.item);l=r.limit,(n=!r.valid)&&alert(r.message)}if(!n&&getEditorLock().commitCurrentEdit()){var i=$headerL.sortable(\"toArray\");i=i.concat($headerR.sortable(\"toArray\"));for(var a=[],s=0;s<i.length;s++)a.push(columns[getColumnIndex(i[s].replace(uid,\"\"))]);setColumns(a),trigger(self.onColumnsReordered,{impactedColumns:getImpactedColumns(l)}),e.stopPropagation(),setupColumnResize()}else $(this).sortable(\"cancel\")}})}function getImpactedColumns(e){var o=[];if(e)for(var t=e.start;t<=e.end;t++)o.push(columns[t]);else o=columns;return o}function setupColumnResize(){var e,o,t,n,l,r,i,a,s;(l=$headers.children()).find(\".slick-resizable-handle\").remove(),l.each((function(e,o){e>=columns.length||columns[e].resizable&&(void 0===a&&(a=e),s=e)})),void 0!==a&&l.each((function(d,c){d>=columns.length||d<a||options.forceFitColumns&&d>=s||($(c),$(\"<div class='slick-resizable-handle' />\").appendTo(c).on(\"dragstart\",(function(o,a){if(!getEditorLock().commitCurrentEdit())return!1;n=o.pageX,$(this).parent().addClass(\"slick-header-column-active\");var s=null,c=null;if(l.each((function(e,o){e>=columns.length||(columns[e].previousWidth=$(o).outerWidth())})),options.forceFitColumns)for(s=0,c=0,e=d+1;e<columns.length;e++)(t=columns[e]).resizable&&(null!==c&&(t.maxWidth?c+=t.maxWidth-t.previousWidth:c=null),s+=t.previousWidth-Math.max(t.minWidth||0,absoluteColumnMinWidth));var u=0,h=0;for(e=0;e<=d;e++)(t=columns[e]).resizable&&(null!==h&&(t.maxWidth?h+=t.maxWidth-t.previousWidth:h=null),u+=t.previousWidth-Math.max(t.minWidth||0,absoluteColumnMinWidth));null===s&&(s=1e5),null===u&&(u=1e5),null===c&&(c=1e5),null===h&&(h=1e5),i=n+Math.min(s,h),r=n-Math.min(u,c)})).on(\"drag\",(function(l,a){columnResizeDragging=!0;var s,c,u=Math.min(i,Math.max(r,l.pageX))-n,h=0;if(u<0){for(c=u,e=d;e>=0;e--)(t=columns[e]).resizable&&(s=Math.max(t.minWidth||0,absoluteColumnMinWidth),c&&t.previousWidth+c<s?(c+=t.previousWidth-s,t.width=s):(t.width=t.previousWidth+c,c=0));for(o=0;o<=d;o++)t=columns[o],hasFrozenColumns()&&o>options.frozenColumn?t.width:h+=t.width;if(options.forceFitColumns)for(c=-u,e=d+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),hasFrozenColumns()&&e>options.frozenColumn?t.width:h+=t.width);else for(e=d+1;e<columns.length;e++)t=columns[e],hasFrozenColumns()&&e>options.frozenColumn?t.width:h+=t.width;if(options.forceFitColumns)for(c=-u,e=d+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,h=0,0,e=d;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));for(o=0;o<=d;o++)t=columns[o],hasFrozenColumns()&&o>options.frozenColumn?t.width:h+=t.width;if(options.forceFitColumns)for(c=-u,e=d+1;e<columns.length;e++)(t=columns[e]).resizable&&(s=Math.max(t.minWidth||0,absoluteColumnMinWidth),c&&t.previousWidth+c<s?(c+=t.previousWidth-s,t.width=s):(t.width=t.previousWidth+c,c=0),hasFrozenColumns()&&e>options.frozenColumn?t.width:h+=t.width);else for(e=d+1;e<columns.length;e++)t=columns[e],hasFrozenColumns()&&e>options.frozenColumn?t.width:h+=t.width}hasFrozenColumns()&&h!=canvasWidthL&&($headerL.width(h+1e3),$paneHeaderR.css(\"left\",h)),applyColumnHeaderWidths(),applyColumnGroupHeaderWidths(),options.syncColumnCellResize&&applyColumnWidths(),trigger(self.onColumnsDrag,{triggeredByColumn:$(this).parent().attr(\"id\").replace(uid,\"\"),resizeHandle:$(this)})})).on(\"dragend\",(function(o,n){$(this).parent().removeClass(\"slick-header-column-active\");var r,i=$(this).parent().attr(\"id\").replace(uid,\"\");for(!0===trigger(self.onBeforeColumnsResize,{triggeredByColumn:i})&&(applyColumnHeaderWidths(),applyColumnGroupHeaderWidths()),e=0;e<columns.length;e++)t=columns[e],r=$(l[e]).outerWidth(),t.previousWidth!==r&&t.rerenderOnResize&&invalidateAllRows();updateCanvasWidth(!0),render(),trigger(self.onColumnsResized,{triggeredByColumn:i}),setTimeout((function(){columnResizeDragging=!1}),300)})))}))}function getVBoxDelta(e){var o=0;return e&&\"function\"==typeof e.css&&$.each([\"borderTopWidth\",\"borderBottomWidth\",\"paddingTop\",\"paddingBottom\"],(function(t,n){o+=parseFloat(e.css(n))||0})),o}function setFrozenOptions(){if(options.frozenColumn=options.frozenColumn>=0&&options.frozenColumn<columns.length?parseInt(options.frozenColumn):-1,options.frozenRow>-1){hasFrozenRows=!0,frozenRowsHeight=options.frozenRow*options.rowHeight;var e=getDataLength();actualFrozenRow=options.frozenBottom?e-options.frozenRow:options.frozenRow}else hasFrozenRows=!1}function setPaneVisibility(){hasFrozenColumns()?($paneHeaderR.show(),$paneTopR.show(),hasFrozenRows?($paneBottomL.show(),$paneBottomR.show()):($paneBottomR.hide(),$paneBottomL.hide())):($paneHeaderR.hide(),$paneTopR.hide(),$paneBottomR.hide(),hasFrozenRows?$paneBottomL.show():($paneBottomR.hide(),$paneBottomL.hide()))}function setOverflow(){$viewportTopL.css({\"overflow-x\":hasFrozenColumns()?hasFrozenRows&&!options.alwaysAllowHorizontalScroll?\"hidden\":\"scroll\":hasFrozenRows&&!options.alwaysAllowHorizontalScroll?\"hidden\":\"auto\",\"overflow-y\":options.alwaysShowVerticalScroll?\"scroll\":hasFrozenColumns()?\"hidden\":hasFrozenRows?\"scroll\":\"auto\"}),$viewportTopR.css({\"overflow-x\":hasFrozenColumns()?hasFrozenRows&&!options.alwaysAllowHorizontalScroll?\"hidden\":\"scroll\":hasFrozenRows&&!options.alwaysAllowHorizontalScroll?\"hidden\":\"auto\",\"overflow-y\":options.alwaysShowVerticalScroll?\"scroll\":(hasFrozenColumns(),hasFrozenRows?\"scroll\":\"auto\")}),$viewportBottomL.css({\"overflow-x\":hasFrozenColumns()?hasFrozenRows&&!options.alwaysAllowHorizontalScroll?\"scroll\":\"auto\":(hasFrozenRows&&options.alwaysAllowHorizontalScroll,\"auto\"),\"overflow-y\":options.alwaysShowVerticalScroll?\"scroll\":hasFrozenColumns()?\"hidden\":hasFrozenRows?\"scroll\":\"auto\"}),$viewportBottomR.css({\"overflow-x\":hasFrozenColumns()?hasFrozenRows&&!options.alwaysAllowHorizontalScroll?\"scroll\":\"auto\":(hasFrozenRows&&options.alwaysAllowHorizontalScroll,\"auto\"),\"overflow-y\":options.alwaysShowVerticalScroll?\"scroll\":(hasFrozenColumns(),\"auto\")}),options.viewportClass&&($viewportTopL.toggleClass(options.viewportClass,!0),$viewportTopR.toggleClass(options.viewportClass,!0),$viewportBottomL.toggleClass(options.viewportClass,!0),$viewportBottomR.toggleClass(options.viewportClass,!0))}function setScroller(){hasFrozenColumns()?($headerScrollContainer=$headerScrollerR,$headerRowScrollContainer=$headerRowScrollerR,$footerRowScrollContainer=$footerRowScrollerR,hasFrozenRows?options.frozenBottom?($viewportScrollContainerX=$viewportBottomR,$viewportScrollContainerY=$viewportTopR):$viewportScrollContainerX=$viewportScrollContainerY=$viewportBottomR:$viewportScrollContainerX=$viewportScrollContainerY=$viewportTopR):($headerScrollContainer=$headerScrollerL,$headerRowScrollContainer=$headerRowScrollerL,$footerRowScrollContainer=$footerRowScrollerL,hasFrozenRows?options.frozenBottom?($viewportScrollContainerX=$viewportBottomL,$viewportScrollContainerY=$viewportTopL):$viewportScrollContainerX=$viewportScrollContainerY=$viewportBottomL:$viewportScrollContainerX=$viewportScrollContainerY=$viewportTopL)}function measureCellPaddingAndBorder(){var e,o=[\"borderLeftWidth\",\"borderRightWidth\",\"paddingLeft\",\"paddingRight\"],t=[\"borderTopWidth\",\"borderBottomWidth\",\"paddingTop\",\"paddingBottom\"],n=$.fn.jquery.split(\".\");jQueryNewWidthBehaviour=1==n[0]&&n[1]>=8||n[0]>=2,e=$(\"<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(o,(function(o,t){headerColumnWidthDiff+=parseFloat(e.css(t))||0})),$.each(t,(function(o,t){headerColumnHeightDiff+=parseFloat(e.css(t))||0}))),e.remove();var l=$(\"<div class='slick-row' />\").appendTo($canvas);e=$(\"<div class='slick-cell' id='' style='visibility:hidden'>-</div>\").appendTo(l),cellWidthDiff=cellHeightDiff=0,\"border-box\"!=e.css(\"box-sizing\")&&\"border-box\"!=e.css(\"-moz-box-sizing\")&&\"border-box\"!=e.css(\"-webkit-box-sizing\")&&($.each(o,(function(o,t){cellWidthDiff+=parseFloat(e.css(t))||0})),$.each(t,(function(o,t){cellHeightDiff+=parseFloat(e.css(t))||0}))),l.remove(),absoluteColumnMinWidth=Math.max(headerColumnWidthDiff,cellWidthDiff)}function createCssRules(){$style=$(\"<style type='text/css' rel='stylesheet' />\").appendTo($(\"head\"));for(var e=options.rowHeight-cellHeightDiff,o=[\".\"+uid+\" .slick-group-header-column { left: 1000px; }\",\".\"+uid+\" .slick-header-column { left: 1000px; }\",\".\"+uid+\" .slick-top-panel { height:\"+options.topPanelHeight+\"px; }\",\".\"+uid+\" .slick-preheader-panel { height:\"+options.preHeaderPanelHeight+\"px; }\",\".\"+uid+\" .slick-headerrow-columns { height:\"+options.headerRowHeight+\"px; }\",\".\"+uid+\" .slick-footerrow-columns { height:\"+options.footerRowHeight+\"px; }\",\".\"+uid+\" .slick-cell { height:\"+e+\"px; }\",\".\"+uid+\" .slick-row { height:\"+options.rowHeight+\"px; }\"],t=0;t<columns.length;t++)o.push(\".\"+uid+\" .l\"+t+\" { }\"),o.push(\".\"+uid+\" .r\"+t+\" { }\");$style[0].styleSheet?$style[0].styleSheet.cssText=o.join(\" \"):$style[0].appendChild(document.createTextNode(o.join(\" \")))}function getColumnCssRules(e){var o;if(!stylesheet){var t=document.styleSheets;for(o=0;o<t.length;o++)if((t[o].ownerNode||t[o].owningElement)==$style[0]){stylesheet=t[o];break}if(!stylesheet)throw new Error(\"Cannot find stylesheet.\");columnCssRulesL=[],columnCssRulesR=[];var n,l,r=stylesheet.cssRules||stylesheet.rules;for(o=0;o<r.length;o++){var i=r[o].selectorText;(n=/\\.l\\d+/.exec(i))?(l=parseInt(n[0].substr(2,n[0].length-2),10),columnCssRulesL[l]=r[o]):(n=/\\.r\\d+/.exec(i))&&(l=parseInt(n[0].substr(2,n[0].length-2),10),columnCssRulesR[l]=r[o])}}return{left:columnCssRulesL[e],right:columnCssRulesR[e]}}function removeCssRules(){$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)}var canvas=null,canvas_context=null;function autosizeColumn(e,o){var t=e;if(\"number\"==typeof e)t=columns[e];else if(\"string\"==typeof e)for(var n=0;n<columns.length;n++)columns[n].Id===e&&(t=columns[n]);getColAutosizeWidth(t,$(getCanvasNode(0,0)),o)}function autosizeColumns(e,o){if((e=e||options.autosizeColsMode)!==Slick.GridAutosizeColsMode.LegacyForceFit&&e!==Slick.GridAutosizeColsMode.LegacyOff){if(e!==Slick.GridAutosizeColsMode.None){(canvas=document.createElement(\"canvas\"))&&canvas.getContext&&(canvas_context=canvas.getContext(\"2d\"));var t,n,l,r,i=$(getCanvasNode(0,0)),a=viewportHasVScroll?viewportW-scrollbarDimensions.width:viewportW,s=0,d=0,c=0,u=0,h=0;for(t=0;t<columns.length;t++)getColAutosizeWidth(n=columns[t],i,o),h+=n.autoSize.autosizeMode===Slick.ColAutosizeMode.Locked?n.width:0,u+=n.autoSize.autosizeMode===Slick.ColAutosizeMode.Locked?n.width:n.minWidth,s+=n.autoSize.widthPx,d+=n.autoSize.sizeToRemaining?0:n.autoSize.widthPx,c+=n.autoSize.sizeToRemaining&&n.minWidth||0;var p=s-d;if(e===Slick.GridAutosizeColsMode.FitViewportToCols){var m=s+scrollbarDimensions.width;e=Slick.GridAutosizeColsMode.IgnoreViewport,options.viewportMaxWidthPx&&m>options.viewportMaxWidthPx?(m=options.viewportMaxWidthPx,e=Slick.GridAutosizeColsMode.FitColsToViewport):options.viewportMinWidthPx&&m<options.viewportMinWidthPx&&(m=options.viewportMinWidthPx,e=Slick.GridAutosizeColsMode.FitColsToViewport),$container.width(m)}if(e===Slick.GridAutosizeColsMode.FitColsToViewport)if(p>0&&d<a-c)for(t=0;t<columns.length;t++){var w=a-d;l=(n=columns[t]).autoSize.sizeToRemaining?w*n.autoSize.widthPx/p:n.autoSize.widthPx,n.rerenderOnResize&&n.width!=l&&(r=!0),n.width=l}else if(options.viewportSwitchToScrollModeWidthPercent&&d+c>a*options.viewportSwitchToScrollModeWidthPercent/100||u>a)e=Slick.GridAutosizeColsMode.IgnoreViewport;else{var v=d-h,f=a-h-c;for(t=0;t<columns.length;t++)l=(n=columns[t]).width,n.autoSize.autosizeMode!==Slick.ColAutosizeMode.Locked&&(n.autoSize.sizeToRemaining?l=n.minWidth:((l=f/v*n.autoSize.widthPx)<n.minWidth&&(l=n.minWidth),v-=n.autoSize.widthPx,f-=l)),n.rerenderOnResize&&n.width!=l&&(r=!0),n.width=l}if(e===Slick.GridAutosizeColsMode.IgnoreViewport)for(t=0;t<columns.length;t++)l=columns[t].autoSize.widthPx,columns[t].rerenderOnResize&&columns[t].width!=l&&(r=!0),columns[t].width=l;reRenderColumns(r)}}else legacyAutosizeColumns()}function LogColWidths(){for(var e=\"Col Widths:\",o=0;o<columns.length;o++)e+=\" \"+columns[o].width;console.log(e)}function getColAutosizeWidth(e,o,t){var n=e.autoSize;if(n.widthPx=e.width,n.autosizeMode!==Slick.ColAutosizeMode.Locked&&n.autosizeMode!==Slick.ColAutosizeMode.Guide){var l=getDataLength();if(n.autosizeMode===Slick.ColAutosizeMode.ContentIntelligent){var r,i=n.colDataTypeOf;if(l>0){var a=getDataItem(0);a&&\"object\"===(i=typeof(r=a[e.field]))&&(r instanceof Date&&(i=\"date\"),\"undefined\"!=typeof moment&&r instanceof moment&&(i=\"moment\"))}\"boolean\"===i&&(n.colValueArray=[!0,!1]),\"number\"===i&&(n.valueFilterMode=Slick.ValueFilterMode.GetGreatestAndSub,n.rowSelectionMode=Slick.RowSelectionMode.AllRows),\"string\"===i&&(n.valueFilterMode=Slick.ValueFilterMode.GetLongestText,n.rowSelectionMode=Slick.RowSelectionMode.AllRows,n.allowAddlPercent=5),\"date\"===i&&(n.colValueArray=[new Date(2009,8,30,12,20,20)]),\"moment\"===i&&\"undefined\"!=typeof moment&&(n.colValueArray=[moment([2009,8,30,12,20,20])])}var s=getColContentSize(e,o,t);s=s*(n.allowAddlPercent?1+n.allowAddlPercent/100:1)+options.autosizeColPaddingPx,e.minWidth&&s<e.minWidth&&(s=e.minWidth),e.maxWidth&&s>e.maxWidth&&(s=e.maxWidth),n.widthPx=s}}function getColContentSize(e,o,t){var n,l=e.autoSize,r=1,i=0,a=0;if(l.ignoreHeaderText||(a=getColHeaderWidth(e)),l.colValueArray)return i=getColWidth(e,o,l.colValueArray),Math.max(a,i);var s=getData();s.getItems&&(s=s.getItems());var d=(t?l.rowSelectionModeOnInit:void 0)||l.rowSelectionMode;if(d===Slick.RowSelectionMode.FirstRow&&(s=s.slice(0,1)),d===Slick.RowSelectionMode.LastRow&&(s=s.slice(s.length-1,s.length)),d===Slick.RowSelectionMode.FirstNRows&&(s=s.slice(0,l.rowSelectionCount)),l.valueFilterMode===Slick.ValueFilterMode.DeDuplicate){var c={};for(u=0,n=s.length;u<n;u++)c[s[u][e.field]]=!0;if(Object.keys)s=Object.keys(c);else for(var u in s=[],c)s.push(u)}if(l.valueFilterMode===Slick.ValueFilterMode.GetGreatestAndSub){var h,p=0;for(u=0,n=s.length;u<n;u++)w=s[u][e.field],Math.abs(w)>p&&(h=w,p=Math.abs(w));h=\"\"+h,s=[h=+(h=Array(h.length+1).join(\"9\"))]}if(l.valueFilterMode===Slick.ValueFilterMode.GetLongestTextAndSub){var m=0;for(u=0,n=s.length;u<n;u++)((w=s[u][e.field])||\"\").length>m&&(m=w.length);w=Array(m+1).join(\"m\"),r=options.autosizeTextAvgToMWidthRatio,s=[w]}if(l.valueFilterMode===Slick.ValueFilterMode.GetLongestText){m=0;var w,v=0;for(u=0,n=s.length;u<n;u++)((w=s[u][e.field])||\"\").length>m&&(m=w.length,v=u);s=[w=s[v][e.field]]}return i=getColWidth(e,o,s)*r,Math.max(a,i)}function getColWidth(e,o,t){var n=getColumnIndex(e.id),l=$('<div class=\"slick-row ui-widget-content\"></div>'),r=$('<div class=\"slick-cell\"></div>');r.css({position:\"absolute\",visibility:\"hidden\",\"text-overflow\":\"initial\",\"white-space\":\"nowrap\"}),l.append(r),o.append(l);var i,a,s,d,c=0;return canvas_context&&e.autoSize.widthEvalMode===Slick.WidthEvalMode.CanvasTextSize?(canvas_context.font=r.css(\"font-size\")+\" \"+r.css(\"font-family\"),$(t).each((function(o,t){d=Array.isArray(t)?t[e.field]:t,(i=(a=\"\"+d)?canvas_context.measureText(a).width:0)>c&&(c=i,s=a)})),r.html(s),i=r.outerWidth(),l.remove(),i):($(t).each((function(o,t){d=Array.isArray(t)?t[e.field]:t,applyFormatResultToCellNode(e.formatterOverride?e.formatterOverride(o,n,d,e,t):e.formatter?e.formatter(o,n,d,e,t):\"\"+d,r[0]),(i=r.outerWidth())>c&&(c=i)})),l.remove(),c)}function getColHeaderWidth(e){var o=0,t=getUID()+e.id,n=document.getElementById(t),l=t+\"_\";if(n){var r=n.cloneNode(!0);r.id=l,r.style.cssText=\"position: absolute; visibility: hidden;right: auto;text-overflow: initial;white-space: nowrap;\",n.parentNode.insertBefore(r,n),o=r.offsetWidth,r.parentNode.removeChild(r)}else{var i=getHeader(e);o=(n=$(\"<div class='ui-state-default slick-header-column' />\").html(\"<span class='slick-column-name'>\"+e.name+\"</span>\").attr(\"id\",l).css({position:\"absolute\",visibility:\"hidden\",right:\"auto\",\"text-overflow:\":\"initial\",\"white-space\":\"nowrap\"}).addClass(e.headerCssClass||\"\").appendTo(i))[0].offsetWidth,i[0].removeChild(n[0])}return o}function legacyAutosizeColumns(){var e,o,t,n=[],l=0,r=0,i=viewportHasVScroll?viewportW-scrollbarDimensions.width:viewportW;for(e=0;e<columns.length;e++)o=columns[e],n.push(o.width),r+=o.width,o.resizable&&(l+=o.width-Math.max(o.minWidth,absoluteColumnMinWidth));for(t=r;r>i&&l;){var a=(r-i)/l;for(e=0;e<columns.length&&r>i;e++){o=columns[e];var s=n[e];if(!(!o.resizable||s<=o.minWidth||s<=absoluteColumnMinWidth)){var d=Math.max(o.minWidth,absoluteColumnMinWidth),c=Math.floor(a*(s-d))||1;r-=c=Math.min(c,s-d),l-=c,n[e]-=c}}if(t<=r)break;t=r}for(t=r;r<i;){var u=i/r;for(e=0;e<columns.length&&r<i;e++){o=columns[e];var h,p=n[e];r+=h=!o.resizable||o.maxWidth<=p?0:Math.min(Math.floor(u*p)-p,o.maxWidth-p||1e6)||1,n[e]+=r<=i?h:0}if(t>=r)break;t=r}var m=!1;for(e=0;e<columns.length;e++)columns[e].rerenderOnResize&&columns[e].width!=n[e]&&(m=!0),columns[e].width=n[e];reRenderColumns(m)}function reRenderColumns(e){applyColumnHeaderWidths(),applyColumnGroupHeaderWidths(),updateCanvasWidth(!0),trigger(self.onAutosizeColumns,{columns}),e&&(invalidateAllRows(),render())}function trigger(e,o,t){return t=t||new Slick.EventData,(o=o||{}).grid=self,e.notify(o,t,self)}function getEditorLock(){return options.editorLock}function getEditController(){return editController}function getColumnIndex(e){return columnsById[e]}function applyColumnGroupHeaderWidths(){if(treeColumns.hasDepth())for(var e=$groupHeadersL.length-1;e>=0;e--){treeColumns.getColumnsInDepth(e);$().add($groupHeadersL[e]).add($groupHeadersR[e]).each((function(e){var o=$(this),t=0;o.width(0===e?getHeadersWidthL():getHeadersWidthR()),o.children().each((function(){var e=$(this),n=$(this).data(\"column\");n.width=0,n.columns.forEach((function(){var e=o.next().children(\":eq(\"+t+++\")\");n.width+=e.outerWidth()})),e.width(n.width-headerColumnWidthDiff)}))}))}}function applyColumnHeaderWidths(){if(initialized){for(var e,o=0,t=$headers.children(),n=columns.length;o<n;o++)e=$(t[o]),jQueryNewWidthBehaviour?e.outerWidth()!==columns[o].width&&e.outerWidth(columns[o].width):e.width()!==columns[o].width-headerColumnWidthDiff&&e.width(columns[o].width-headerColumnWidthDiff);updateColumnCaches()}}function applyColumnWidths(){for(var e,o,t=0,n=0;n<columns.length;n++)e=columns[n].width,(o=getColumnCssRules(n)).left.style.left=t+\"px\",o.right.style.right=(-1!=options.frozenColumn&&n>options.frozenColumn?canvasWidthR:canvasWidthL)-t-e+\"px\",options.frozenColumn==n?t=0:t+=columns[n].width}function setSortColumn(e,o){setSortColumns([{columnId:e,sortAsc:o}])}function setSortColumns(e){sortColumns=e;var o=options.numberedMultiColumnSort&&sortColumns.length>1,t=$headers.children();t.removeClass(\"slick-header-column-sorted\").find(\".slick-sort-indicator\").removeClass(\"slick-sort-indicator-asc slick-sort-indicator-desc\"),t.find(\".slick-sort-indicator-numbered\").text(\"\"),$.each(sortColumns,(function(e,n){null==n.sortAsc&&(n.sortAsc=!0);var l=getColumnIndex(n.columnId);null!=l&&(t.eq(l).addClass(\"slick-header-column-sorted\").find(\".slick-sort-indicator\").addClass(n.sortAsc?\"slick-sort-indicator-asc\":\"slick-sort-indicator-desc\"),o&&t.eq(l).find(\".slick-sort-indicator-numbered\").text(e+1))}))}function getSortColumns(){return sortColumns}function handleSelectedRangesChanged(e,o){var t=selectedRows.slice(0);selectedRows=[];for(var n={},l=0;l<o.length;l++)for(var r=o[l].fromRow;r<=o[l].toRow;r++){n[r]||(selectedRows.push(r),n[r]={});for(var i=o[l].fromCell;i<=o[l].toCell;i++)canCellBeSelected(r,i)&&(n[r][columns[i].id]=options.selectedCellCssClass)}setCellCssStyles(options.selectedCellCssClass,n),simpleArrayEquals(t,selectedRows)||trigger(self.onSelectedRowsChanged,{rows:getSelectedRows(),previousSelectedRows:t},e)}function simpleArrayEquals(e,o){if(!Array.isArray(e)||!Array.isArray(o))return!0;const t=new Set(e),n=new Set(o);if(t.size!=n.size)return!1;for(const e of t)if(!n.has(e))return!1;return!0}function getColumns(){return columns}function updateColumnCaches(){columnPosLeft=[],columnPosRight=[];for(var e=0,o=0,t=columns.length;o<t;o++)columnPosLeft[o]=e,columnPosRight[o]=e+columns[o].width,options.frozenColumn==o?e=0:e+=columns[o].width}function updateColumnProps(){columnsById={};for(var e=0;e<columns.length;e++){columns[e].width&&(columns[e].widthRequest=columns[e].width);var o=columns[e]=$.extend({},columnDefaults,columns[e]);o.autoSize=$.extend({},columnAutosizeDefaults,o.autoSize),columnsById[o.id]=e,o.minWidth&&o.width<o.minWidth&&(o.width=o.minWidth),o.maxWidth&&o.width>o.maxWidth&&(o.width=o.maxWidth),o.resizable}}function setColumns(e){var o=new Slick.TreeColumns(e);columns=o.hasDepth()?(treeColumns=o).extractColumns():e,updateColumnProps(),updateColumnCaches(),initialized&&(setPaneVisibility(),setOverflow(),invalidateAllRows(),createColumnHeaders(),createColumnGroupHeaders(),createColumnFooter(),removeCssRules(),createCssRules(),resizeCanvas(),updateCanvasWidth(),applyColumnHeaderWidths(),applyColumnWidths(),handleScroll())}function getOptions(){return options}function setOptions(e,o){if(getEditorLock().commitCurrentEdit()){makeActiveCellNormal(),void 0!==e.showColumnHeader&&setColumnHeaderVisibility(e.showColumnHeader),options.enableAddRow!==e.enableAddRow&&invalidateRow(getDataLength());var t=$.extend(!0,{},options);options=$.extend(options,e),trigger(self.onSetOptions,{optionsBefore:t,optionsAfter:options}),validateAndEnforceOptions(),$viewport.css(\"overflow-y\",options.autoHeight?\"hidden\":\"auto\"),o||render(),setFrozenOptions(),setScroller(),zombieRowNodeFromLastMouseWheelEvent=null,setColumns(treeColumns.extractColumns())}}function validateAndEnforceOptions(){options.autoHeight&&(options.leaveSpaceForNewRows=!1),options.forceFitColumns&&(options.autosizeColsMode=Slick.GridAutosizeColsMode.LegacyForceFit,console.log(\"forceFitColumns option is deprecated - use autosizeColsMode\"))}function setData(e,o){data=e,invalidateAllRows(),updateRowCount(),o&&scrollTo(0)}function getData(){return data}function getDataLength(){return data.getLength?data.getLength():data&&data.length||0}function getDataLengthIncludingAddNew(){return getDataLength()+(options.enableAddRow&&(!pagingActive||pagingIsLastPage)?1:0)}function getDataItem(e){return data.getItem?data.getItem(e):data[e]}function getTopPanel(){return $topPanel[0]}function setTopPanelVisibility(e,o){var t=!1!==o;options.showTopPanel!=e&&(options.showTopPanel=e,e?t?$topPanelScroller.slideDown(\"fast\",resizeCanvas):($topPanelScroller.show(),resizeCanvas()):t?$topPanelScroller.slideUp(\"fast\",resizeCanvas):($topPanelScroller.hide(),resizeCanvas()))}function setHeaderRowVisibility(e,o){var t=!1!==o;options.showHeaderRow!=e&&(options.showHeaderRow=e,e?t?$headerRowScroller.slideDown(\"fast\",resizeCanvas):($headerRowScroller.show(),resizeCanvas()):t?$headerRowScroller.slideUp(\"fast\",resizeCanvas):($headerRowScroller.hide(),resizeCanvas()))}function setColumnHeaderVisibility(e,o){options.showColumnHeader!=e&&(options.showColumnHeader=e,e?o?$headerScroller.slideDown(\"fast\",resizeCanvas):($headerScroller.show(),resizeCanvas()):o?$headerScroller.slideUp(\"fast\",resizeCanvas):($headerScroller.hide(),resizeCanvas()))}function setFooterRowVisibility(e,o){var t=!1!==o;options.showFooterRow!=e&&(options.showFooterRow=e,e?t?$footerRowScroller.slideDown(\"fast\",resizeCanvas):($footerRowScroller.show(),resizeCanvas()):t?$footerRowScroller.slideUp(\"fast\",resizeCanvas):($footerRowScroller.hide(),resizeCanvas()))}function setPreHeaderPanelVisibility(e,o){var t=!1!==o;options.showPreHeaderPanel!=e&&(options.showPreHeaderPanel=e,e?t?$preHeaderPanelScroller.slideDown(\"fast\",resizeCanvas):($preHeaderPanelScroller.show(),resizeCanvas()):t?$preHeaderPanelScroller.slideUp(\"fast\",resizeCanvas):($preHeaderPanelScroller.hide(),resizeCanvas()))}function getContainerNode(){return $container.get(0)}function getRowTop(e){return options.rowHeight*e-offset}function getRowFromPosition(e){return Math.floor((e+offset)/options.rowHeight)}function scrollTo(e){e=Math.max(e,0),e=Math.min(e,th-$viewportScrollContainerY.height()+(viewportHasHScroll||hasFrozenColumns()?scrollbarDimensions.height:0));var o=offset;page=Math.min(n-1,Math.floor(e/ph));var t=e-(offset=Math.round(page*cj));offset!=o&&(cleanupRows(getVisibleRange(t)),updateRowPositions());prevScrollTop!=t&&(vScrollDir=prevScrollTop+o<t+offset?1:-1,lastRenderedScrollTop=scrollTop=prevScrollTop=t,hasFrozenColumns()&&($viewportTopL[0].scrollTop=t),hasFrozenRows&&($viewportBottomL[0].scrollTop=$viewportBottomR[0].scrollTop=t),$viewportScrollContainerY[0].scrollTop=t,trigger(self.onViewportChanged,{}))}function defaultFormatter(e,o,t,n,l,r){return null==t?\"\":(t+\"\").replace(/&/g,\"&amp;\").replace(/</g,\"&lt;\").replace(/>/g,\"&gt;\")}function getFormatter(e,o){var t=data.getItemMetadata&&data.getItemMetadata(e),n=t&&t.columns&&(t.columns[o.id]||t.columns[getColumnIndex(o.id)]);return n&&n.formatter||t&&t.formatter||o.formatter||options.formatterFactory&&options.formatterFactory.getFormatter(o)||options.defaultFormatter}function callFormatter(e,o,t,n,l,r){var i,a=data.getItemMetadata&&data.getItemMetadata(e);if(a=a&&a.columns){var s=a[n.id]||a[o];i=getFormatter(e,n)(e,o,t,n,l,s)}else i=getFormatter(e,n)(e,o,t,n,l);return i}function getEditor(e,o){var t=columns[o],n=data.getItemMetadata&&data.getItemMetadata(e),l=n&&n.columns;return l&&l[t.id]&&void 0!==l[t.id].editor?l[t.id].editor:l&&l[o]&&void 0!==l[o].editor?l[o].editor:t.editor||options.editorFactory&&options.editorFactory.getEditor(t)}function getDataItemValueForColumn(e,o){return options.dataItemColumnValueExtractor?options.dataItemColumnValueExtractor(e,o):e[o.field]}function appendRowHtml(e,o,t,n,l){var r=getDataItem(t),i=t<l&&!r,a=\"slick-row\"+(hasFrozenRows&&t<=options.frozenRow?\" frozen\":\"\")+(i?\" loading\":\"\")+(t===activeRow&&options.showCellSelection?\" active\":\"\")+(t%2==1?\" odd\":\" even\");r||(a+=\" \"+options.addNewRowCssClass);var s=data.getItemMetadata&&data.getItemMetadata(t);s&&s.cssClasses&&(a+=\" \"+s.cssClasses);var d,c,u=getFrozenRowOffset(t),h=\"<div class='ui-widget-content \"+a+\"' style='top:\"+(getRowTop(t)-u)+\"px'>\";e.push(h),hasFrozenColumns()&&o.push(h);for(var p=0,m=columns.length;p<m;p++){if(c=columns[p],d=1,s&&s.columns){var w=s.columns[c.id]||s.columns[p];\"*\"===(d=w&&w.colspan||1)&&(d=m-p)}if(columnPosRight[Math.min(m-1,p+d-1)]>n.leftPx){if(!c.alwaysRenderColumn&&columnPosLeft[p]>n.rightPx)break;hasFrozenColumns()&&p>options.frozenColumn?appendCellHtml(o,t,p,d,r):appendCellHtml(e,t,p,d,r)}else(c.alwaysRenderColumn||hasFrozenColumns()&&p<=options.frozenColumn)&&appendCellHtml(e,t,p,d,r);d>1&&(p+=d-1)}e.push(\"</div>\"),hasFrozenColumns()&&o.push(\"</div>\")}function appendCellHtml(e,o,t,n,l){var r=columns[t],i=\"slick-cell l\"+t+\" r\"+Math.min(columns.length-1,t+n-1)+(r.cssClass?\" \"+r.cssClass:\"\");for(var a in hasFrozenColumns()&&t<=options.frozenColumn&&(i+=\" frozen\"),o===activeRow&&t===activeCell&&options.showCellSelection&&(i+=\" active\"),cellCssClasses)cellCssClasses[a][o]&&cellCssClasses[a][o][r.id]&&(i+=\" \"+cellCssClasses[a][o][r.id]);var s=null,d=\"\";l&&(s=getDataItemValueForColumn(l,r),null==(d=getFormatter(o,r)(o,t,s,r,l,self))&&(d=\"\"));var c=trigger(self.onBeforeAppendCell,{row:o,cell:t,value:s,dataContext:l})||\"\";c+=d&&d.addClasses?(c?\" \":\"\")+d.addClasses:\"\";var u=d&&d.toolTip?\"title='\"+d.toolTip+\"'\":\"\",h=\"\";if(r.hasOwnProperty(\"cellAttrs\")&&r.cellAttrs instanceof Object)for(var a in r.cellAttrs)r.cellAttrs.hasOwnProperty(a)&&(h+=\" \"+a+'=\"'+r.cellAttrs[a]+'\" ');e.push(\"<div class='\"+i+(c?\" \"+c:\"\")+\"' \"+u+h+\">\"),l&&e.push(\"[object Object]\"!==Object.prototype.toString.call(d)?d:d.text),e.push(\"</div>\"),rowsCache[o].cellRenderQueue.push(t),rowsCache[o].cellColSpans[t]=n}function cleanupRows(e){for(var o in rowsCache){var t=!0;hasFrozenRows&&(options.frozenBottom&&o>=actualFrozenRow||!options.frozenBottom&&o<=actualFrozenRow)&&(t=!1),(o=parseInt(o,10))!==activeRow&&(o<e.top||o>e.bottom)&&t&&removeRowFromCache(o)}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,o,t){for(var n in postProcessgroupId++,o)o.hasOwnProperty(n)&&postProcessedCleanupQueue.push({actionType:\"C\",groupId:postProcessgroupId,node:e.cellNodesByColumnIdx[0|n],columnIdx:0|n,rowIdx:t});postProcessedCleanupQueue.push({actionType:\"R\",groupId:postProcessgroupId,node:e.rowNode}),$(e.rowNode).detach()}function queuePostProcessedCellForCleanup(e,o,t){postProcessedCleanupQueue.push({actionType:\"C\",groupId:postProcessgroupId,node:e,columnIdx:o,rowIdx:t}),$(e).detach()}function removeRowFromCache(e){var o=rowsCache[e];o&&(rowNodeFromLastMouseWheelEvent==o.rowNode[0]||hasFrozenColumns()&&rowNodeFromLastMouseWheelEvent==o.rowNode[1]?(o.rowNode.hide(),zombieRowNodeFromLastMouseWheelEvent=o.rowNode):o.rowNode.each((function(){this.parentElement.removeChild(this)})),delete rowsCache[e],delete postProcessedRows[e],renderedRows--,counter_rows_removed++)}function invalidateRows(e){var o,t;if(e&&e.length){for(vScrollDir=0,t=e.length,o=0;o<t;o++)currentEditor&&activeRow===e[o]&&makeActiveCellNormal(),rowsCache[e[o]]&&removeRowFromCache(e[o]);options.enableAsyncPostRenderCleanup&&startPostProcessingCleanup()}}function invalidateRow(e){(e||0===e)&&invalidateRows([e])}function applyFormatResultToCellNode(e,o,t){null==e&&(e=\"\"),\"[object Object]\"===Object.prototype.toString.call(e)?(o.innerHTML=e.text,e.removeClasses&&!t&&$(o).removeClass(e.removeClasses),e.addClasses&&$(o).addClass(e.addClasses),e.toolTip&&$(o).attr(\"title\",e.toolTip)):o.innerHTML=e}function updateCell(e,o){var t=getCellNode(e,o);if(t){var n=columns[o],l=getDataItem(e);if(currentEditor&&activeRow===e&&activeCell===o)currentEditor.loadValue(l);else applyFormatResultToCellNode(l?getFormatter(e,n)(e,o,getDataItemValueForColumn(l,n),n,l,self):\"\",t),invalidatePostProcessingResults(e)}}function updateRow(e){var o=rowsCache[e];if(o){ensureCellNodesInRowsCache(e);var t=getDataItem(e);for(var n in o.cellNodesByColumnIdx)if(o.cellNodesByColumnIdx.hasOwnProperty(n)){var l=columns[n|=0],r=o.cellNodesByColumnIdx[n][0];e===activeRow&&n===activeCell&&currentEditor?currentEditor.loadValue(t):t?applyFormatResultToCellNode(getFormatter(e,l)(e,n,getDataItemValueForColumn(t,l),l,t,self),r):r.innerHTML=\"\"}invalidatePostProcessingResults(e)}}function getViewportHeight(){if(options.autoHeight&&-1==options.frozenColumn||(topPanelH=options.showTopPanel?options.topPanelHeight+getVBoxDelta($topPanelScroller):0,headerRowH=options.showHeaderRow?options.headerRowHeight+getVBoxDelta($headerRowScroller):0,footerRowH=options.showFooterRow?options.footerRowHeight+getVBoxDelta($footerRowScroller):0),options.autoHeight){var e=$paneHeaderL.outerHeight();e+=options.showHeaderRow?options.headerRowHeight+getVBoxDelta($headerRowScroller):0,e+=options.showFooterRow?options.footerRowHeight+getVBoxDelta($footerRowScroller):0,e+=getCanvasWidth()>viewportW?scrollbarDimensions.height:0,viewportH=options.rowHeight*getDataLengthIncludingAddNew()+(-1==options.frozenColumn?e:0)}else{var o=options.showColumnHeader?parseFloat($.css($headerScroller[0],\"height\"))+getVBoxDelta($headerScroller):0,t=options.createPreHeaderPanel&&options.showPreHeaderPanel?options.preHeaderPanelHeight+getVBoxDelta($preHeaderPanelScroller):0;viewportH=parseFloat($.css($container[0],\"height\",!0))-parseFloat($.css($container[0],\"paddingTop\",!0))-parseFloat($.css($container[0],\"paddingBottom\",!0))-o-topPanelH-headerRowH-footerRowH-t}return numVisibleRows=Math.ceil(viewportH/options.rowHeight),viewportH}function getViewportWidth(){viewportW=parseFloat($container.width())}function resizeCanvas(){if(initialized){paneTopH=0,paneBottomH=0,viewportTopH=0,viewportBottomH=0,getViewportWidth(),getViewportHeight(),hasFrozenRows?options.frozenBottom?(paneTopH=viewportH-frozenRowsHeight-scrollbarDimensions.height,paneBottomH=frozenRowsHeight+scrollbarDimensions.height):(paneTopH=frozenRowsHeight,paneBottomH=viewportH-frozenRowsHeight):paneTopH=viewportH,paneTopH+=topPanelH+headerRowH+footerRowH,hasFrozenColumns()&&options.autoHeight&&(paneTopH+=scrollbarDimensions.height),viewportTopH=paneTopH-topPanelH-headerRowH-footerRowH,options.autoHeight&&(hasFrozenColumns()&&$container.height(paneTopH+parseFloat($.css($headerScrollerL[0],\"height\"))),$paneTopL.css(\"position\",\"relative\")),$paneTopL.css({top:$paneHeaderL.height(),height:paneTopH});var e=$paneTopL.position().top+paneTopH;options.autoHeight||$viewportTopL.height(viewportTopH),hasFrozenColumns()?($paneTopR.css({top:$paneHeaderL.height(),height:paneTopH}),$viewportTopR.height(viewportTopH),hasFrozenRows&&($paneBottomL.css({top:e,height:paneBottomH}),$paneBottomR.css({top:e,height:paneBottomH}),$viewportBottomR.height(paneBottomH))):hasFrozenRows&&($paneBottomL.css({width:\"100%\",height:paneBottomH}),$paneBottomL.css(\"top\",e)),hasFrozenRows?($viewportBottomL.height(paneBottomH),options.frozenBottom?($canvasBottomL.height(frozenRowsHeight),hasFrozenColumns()&&$canvasBottomR.height(frozenRowsHeight)):($canvasTopL.height(frozenRowsHeight),hasFrozenColumns()&&$canvasTopR.height(frozenRowsHeight))):$viewportTopR.height(viewportTopH),scrollbarDimensions&&scrollbarDimensions.width||(scrollbarDimensions=measureScrollbar()),options.autosizeColsMode===Slick.GridAutosizeColsMode.LegacyForceFit&&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(),o=getDataLengthIncludingAddNew(),t=0,l=hasFrozenRows&&!options.frozenBottom?$canvasBottomL.height():$canvasTopL.height();if(hasFrozenRows)t=getDataLength()-options.frozenRow;else t=o+(options.leaveSpaceForNewRows?numVisibleRows-1:0);var r=$viewportScrollContainerY.height(),i=viewportHasVScroll;viewportHasVScroll=options.alwaysShowVerticalScroll||!options.autoHeight&&t*options.rowHeight>r,makeActiveCellNormal();var a=e-1;for(var s in rowsCache)s>a&&removeRowFromCache(s);options.enableAsyncPostRenderCleanup&&startPostProcessingCleanup(),activeCellNode&&activeRow>a&&resetActiveCell();l=h;options.autoHeight?h=options.rowHeight*t:(th=Math.max(options.rowHeight*t,r-scrollbarDimensions.height))<maxSupportedCssHeight?(h=ph=th,n=1,cj=0):(ph=(h=maxSupportedCssHeight)/100,n=Math.floor(th/ph),cj=(th-h)/(n-1)),h!==l&&(hasFrozenRows&&!options.frozenBottom?($canvasBottomL.css(\"height\",h),hasFrozenColumns()&&$canvasBottomR.css(\"height\",h)):($canvasTopL.css(\"height\",h),$canvasTopR.css(\"height\",h)),scrollTop=$viewportScrollContainerY[0].scrollTop);var d=scrollTop+offset<=th-r;0==th||0==scrollTop?page=offset=0:scrollTo(d?scrollTop+offset:th-r),h!=l&&options.autoHeight&&resizeCanvas(),options.autosizeColsMode===Slick.GridAutosizeColsMode.LegacyForceFit&&i!=viewportHasVScroll&&autosizeColumns(),updateCanvasWidth(!1)}}function getVisibleRange(e,o){return null==e&&(e=scrollTop),null==o&&(o=scrollLeft),{top:getRowFromPosition(e),bottom:getRowFromPosition(e+viewportH)+1,leftPx:o,rightPx:o+viewportW}}function getRenderedRange(e,o){var t=getVisibleRange(e,o),n=Math.round(viewportH/options.rowHeight),l=options.minRowBuffer;return-1==vScrollDir?(t.top-=n,t.bottom+=l):1==vScrollDir?(t.top-=l,t.bottom+=n):(t.top-=l,t.bottom+=l),t.top=Math.max(0,t.top),t.bottom=Math.min(getDataLengthIncludingAddNew()-1,t.bottom),t.leftPx-=viewportW,t.rightPx+=viewportW,t.leftPx=Math.max(0,t.leftPx),t.rightPx=Math.min(canvasWidth,t.rightPx),t}function ensureCellNodesInRowsCache(e){var o=rowsCache[e];if(o&&o.cellRenderQueue.length)for(var t=o.rowNode.children().last();o.cellRenderQueue.length;){var n=o.cellRenderQueue.pop();o.cellNodesByColumnIdx[n]=t,0===(t=t.prev()).length&&(t=$(o.rowNode[0]).children().last())}}function cleanUpCells(e,o){if(!hasFrozenRows||!(options.frozenBottom&&o>actualFrozenRow||o<=actualFrozenRow)){var t,n=rowsCache[o],l=[];for(var r in n.cellNodesByColumnIdx)if(n.cellNodesByColumnIdx.hasOwnProperty(r)&&!((r|=0)<=options.frozenColumn||Array.isArray(columns)&&columns[r]&&columns[r].alwaysRenderColumn)){var i=n.cellColSpans[r];(columnPosLeft[r]>e.rightPx||columnPosRight[Math.min(columns.length-1,r+i-1)]<e.leftPx)&&(o==activeRow&&r==activeCell||l.push(r))}for(;null!=(t=l.pop());)n.cellNodesByColumnIdx[t][0].parentElement.removeChild(n.cellNodesByColumnIdx[t][0]),delete n.cellColSpans[t],delete n.cellNodesByColumnIdx[t],postProcessedRows[o]&&delete postProcessedRows[o][t]}}function cleanUpAndRenderCells(e){for(var o,t,n,l=[],r=[],i=e.top,a=e.bottom;i<=a;i++)if(o=rowsCache[i]){ensureCellNodesInRowsCache(i),cleanUpCells(e,i),t=0;var s=data.getItemMetadata&&data.getItemMetadata(i);s=s&&s.columns;for(var d=getDataItem(i),c=0,u=columns.length;c<u&&!(columnPosLeft[c]>e.rightPx);c++)if(null==(n=o.cellColSpans[c])){if(n=1,s){var h=s[columns[c].id]||s[c];\"*\"===(n=h&&h.colspan||1)&&(n=u-c)}columnPosRight[Math.min(u-1,c+n-1)]>e.leftPx&&(appendCellHtml(l,i,c,n,d),t++),c+=n>1?n-1:0}else c+=n>1?n-1:0;t&&(t,r.push(i))}if(l.length){var p,m,w=document.createElement(\"div\");for(w.innerHTML=l.join(\"\");null!=(p=r.pop());){var v;for(o=rowsCache[p];null!=(v=o.cellRenderQueue.pop());)m=w.lastChild,hasFrozenColumns()&&v>options.frozenColumn?o.rowNode[1].appendChild(m):o.rowNode[0].appendChild(m),o.cellNodesByColumnIdx[v]=$(m)}}}function renderRows(e){for(var o=[],t=[],n=[],l=!1,r=getDataLength(),i=e.top,a=e.bottom;i<=a;i++)rowsCache[i]||hasFrozenRows&&options.frozenBottom&&i==getDataLength()||(renderedRows++,n.push(i),rowsCache[i]={rowNode:null,cellColSpans:[],cellNodesByColumnIdx:[],cellRenderQueue:[]},appendRowHtml(o,t,i,e,r),activeCellNode&&activeRow===i&&(l=!0),counter_rows_rendered++);if(n.length){var s=document.createElement(\"div\"),d=document.createElement(\"div\");s.innerHTML=o.join(\"\"),d.innerHTML=t.join(\"\");for(i=0,a=n.length;i<a;i++)hasFrozenRows&&n[i]>=actualFrozenRow?hasFrozenColumns()?rowsCache[n[i]].rowNode=$().add($(s.firstChild).appendTo($canvasBottomL)).add($(d.firstChild).appendTo($canvasBottomR)):rowsCache[n[i]].rowNode=$().add($(s.firstChild).appendTo($canvasBottomL)):hasFrozenColumns()?rowsCache[n[i]].rowNode=$().add($(s.firstChild).appendTo($canvasTopL)).add($(d.firstChild).appendTo($canvasTopR)):rowsCache[n[i]].rowNode=$().add($(s.firstChild).appendTo($canvasTopL));l&&(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 o in postProcessedRows[e])postProcessedRows[e].hasOwnProperty(o)&&(postProcessedRows[e][o]=\"C\");postProcessFromRow=Math.min(postProcessFromRow,e),postProcessToRow=Math.max(postProcessToRow,e),startPostProcessing()}function updateRowPositions(){for(var e in rowsCache){var o=e?parseInt(e):0;rowsCache[o].rowNode[0].style.top=getRowTop(o)+\"px\"}}function render(){if(initialized){scrollThrottle.dequeue();var e=getVisibleRange(),o=getRenderedRange();if(cleanupRows(o),lastRenderedScrollLeft!=scrollLeft){if(hasFrozenRows){var t=$.extend(!0,{},o);options.frozenBottom?(t.top=actualFrozenRow,t.bottom=getDataLength()):(t.top=0,t.bottom=options.frozenRow),cleanUpAndRenderCells(t)}cleanUpAndRenderCells(o)}renderRows(o),hasFrozenRows&&(options.frozenBottom?renderRows({top:actualFrozenRow,bottom:getDataLength()-1,leftPx:o.leftPx,rightPx:o.rightPx}):renderRows({top:0,bottom:options.frozenRow-1,leftPx:o.leftPx,rightPx:o.rightPx})),postProcessFromRow=e.top,postProcessToRow=Math.min(getDataLengthIncludingAddNew()-1,e.bottom),startPostProcessing(),lastRenderedScrollTop=scrollTop,lastRenderedScrollLeft=scrollLeft,h_render=null,trigger(self.onRendered,{startRow:e.top,endRow:e.bottom,grid:self})}}function handleHeaderScroll(){handleElementScroll($headerScrollContainer[0])}function handleHeaderRowScroll(){var e=$headerRowScrollContainer[0].scrollLeft;e!=$viewportScrollContainerX[0].scrollLeft&&($viewportScrollContainerX[0].scrollLeft=e)}function handleFooterRowScroll(){var e=$footerRowScrollContainer[0].scrollLeft;e!=$viewportScrollContainerX[0].scrollLeft&&($viewportScrollContainerX[0].scrollLeft=e)}function handlePreHeaderPanelScroll(){handleElementScroll($preHeaderPanelScroller[0])}function handleElementScroll(e){var o=e.scrollLeft;o!=$viewportScrollContainerX[0].scrollLeft&&($viewportScrollContainerX[0].scrollLeft=o)}function handleScroll(){return scrollTop=$viewportScrollContainerY[0].scrollTop,scrollLeft=$viewportScrollContainerX[0].scrollLeft,_handleScroll(!1)}function _handleScroll(e){var o=$viewportScrollContainerY[0].scrollHeight-$viewportScrollContainerY[0].clientHeight,t=$viewportScrollContainerY[0].scrollWidth-$viewportScrollContainerY[0].clientWidth;o=Math.max(0,o),t=Math.max(0,t),scrollTop>o&&(scrollTop=o),scrollLeft>t&&(scrollLeft=t);var l=Math.abs(scrollTop-prevScrollTop),r=Math.abs(scrollLeft-prevScrollLeft);if(r&&(prevScrollLeft=scrollLeft,$viewportScrollContainerX[0].scrollLeft=scrollLeft,$headerScrollContainer[0].scrollLeft=scrollLeft,$topPanelScroller[0].scrollLeft=scrollLeft,$headerRowScrollContainer[0].scrollLeft=scrollLeft,options.createFooterRow&&($footerRowScrollContainer[0].scrollLeft=scrollLeft),options.createPreHeaderPanel&&(hasFrozenColumns()?$preHeaderPanelScrollerR[0].scrollLeft=scrollLeft:$preHeaderPanelScroller[0].scrollLeft=scrollLeft),hasFrozenColumns()?hasFrozenRows&&($viewportTopR[0].scrollLeft=scrollLeft):hasFrozenRows&&($viewportTopL[0].scrollLeft=scrollLeft)),l)if(vScrollDir=prevScrollTop<scrollTop?1:-1,prevScrollTop=scrollTop,e&&($viewportScrollContainerY[0].scrollTop=scrollTop),hasFrozenColumns()&&(hasFrozenRows&&!options.frozenBottom?$viewportBottomL[0].scrollTop=scrollTop:$viewportTopL[0].scrollTop=scrollTop),l<viewportH)scrollTo(scrollTop+offset);else{var i=offset;page=h==viewportH?0:Math.min(n-1,Math.floor(scrollTop*((th-viewportH)/(h-viewportH))*(1/ph))),i!=(offset=Math.round(page*cj))&&invalidateAllRows()}if(r||l){var a=Math.abs(lastRenderedScrollLeft-scrollLeft),s=Math.abs(lastRenderedScrollTop-scrollTop);(a>20||s>20)&&(options.forceSyncScrolling||s<viewportH&&a<viewportW?render():scrollThrottle.enqueue(),trigger(self.onViewportChanged,{}))}return trigger(self.onScroll,{scrollLeft,scrollTop}),!(!r&&!l)}function ActionThrottle(e,o){var t=!1,n=!1;function l(){n=!1}function r(){t=!0,setTimeout(i,o),e()}function i(){n?(l(),r()):t=!1}return{enqueue:function(){t?n=!0:r()},dequeue:l}}function asyncPostProcessRows(){for(var e=getDataLength();postProcessFromRow<=postProcessToRow;){var o=vScrollDir>=0?postProcessFromRow++:postProcessToRow--,t=rowsCache[o];if(t&&!(o>=e)){for(var n in postProcessedRows[o]||(postProcessedRows[o]={}),ensureCellNodesInRowsCache(o),t.cellNodesByColumnIdx)if(t.cellNodesByColumnIdx.hasOwnProperty(n)){var l=columns[n|=0],r=postProcessedRows[o][n];if(l.asyncPostRender&&\"R\"!==r){var i=t.cellNodesByColumnIdx[n];i&&l.asyncPostRender(i,o,getDataItem(o),l,\"C\"===r),postProcessedRows[o][n]=\"R\"}}return void(h_postrender=setTimeout(asyncPostProcessRows,options.asyncPostRenderDelay))}}}function asyncPostProcessCleanupRows(){if(postProcessedCleanupQueue.length>0){for(var e=postProcessedCleanupQueue[0].groupId;postProcessedCleanupQueue.length>0&&postProcessedCleanupQueue[0].groupId==e;){var o=postProcessedCleanupQueue.shift();if(\"R\"==o.actionType&&$(o.node).remove(),\"C\"==o.actionType){var t=columns[o.columnIdx];t.asyncPostRenderCleanup&&o.node&&t.asyncPostRenderCleanup(o.node,o.rowIdx,t)}}h_postrenderCleanup=setTimeout(asyncPostProcessCleanupRows,options.asyncPostRenderCleanupDelay)}}function updateCellCssStylesOnRenderedRows(e,o){var t,n,l,r;for(var i in rowsCache){if(r=o&&o[i],l=e&&e[i],r)for(n in r)l&&r[n]==l[n]||(t=getCellNode(i,getColumnIndex(n)))&&$(t).removeClass(r[n]);if(l)for(n in l)r&&r[n]==l[n]||(t=getCellNode(i,getColumnIndex(n)))&&$(t).addClass(l[n])}}function addCellCssStyles(e,o){if(cellCssClasses[e])throw new Error(\"addCellCssStyles: cell CSS hash with key '\"+e+\"' already exists.\");cellCssClasses[e]=o,updateCellCssStylesOnRenderedRows(o,null),trigger(self.onCellCssStylesChanged,{key:e,hash:o,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,o){var t=cellCssClasses[e];cellCssClasses[e]=o,updateCellCssStylesOnRenderedRows(o,t),trigger(self.onCellCssStylesChanged,{key:e,hash:o,grid:self})}function getCellCssStyles(e){return cellCssClasses[e]}function flashCell(e,o,t){(t=t||100,rowsCache[e])&&function e(o,n){n&&setTimeout((function(){o.queue((function(){o.toggleClass(options.cellFlashingCssClass).dequeue(),e(o,n-1)}))}),t)}($(getCellNode(e,o)),4)}function handleMouseWheel(e,o,t,n){var l=$(e.target).closest(\".slick-row\"),r=l[0];if(r!=rowNodeFromLastMouseWheelEvent){var i=l.parents(\".grid-canvas\").hasClass(\"grid-canvas-left\");if(zombieRowNodeFromLastMouseWheelEvent&&zombieRowNodeFromLastMouseWheelEvent[i?0:1]!=r){var a=zombieRowNodeFromLastMouseWheelEvent[i||1==zombieRowNodeFromLastMouseWheelEvent.length?0:1];a.parentElement.removeChild(a),zombieRowNodeFromLastMouseWheelEvent=null}rowNodeFromLastMouseWheelEvent=r}scrollTop=Math.max(0,$viewportScrollContainerY[0].scrollTop-n*options.rowHeight),scrollLeft=$viewportScrollContainerX[0].scrollLeft+10*t,_handleScroll(!0)&&e.preventDefault()}function handleDragInit(e,o){var t=getCellFromEvent(e);if(!t||!cellExists(t.row,t.cell))return!1;var n=trigger(self.onDragInit,o,e);return!!e.isImmediatePropagationStopped()&&n}function handleDragStart(e,o){var t=getCellFromEvent(e);if(!t||!cellExists(t.row,t.cell))return!1;var n=trigger(self.onDragStart,o,e);return!!e.isImmediatePropagationStopped()&&n}function handleDrag(e,o){return trigger(self.onDrag,o,e)}function handleDragEnd(e,o){trigger(self.onDragEnd,o,e)}function handleKeyDown(e){trigger(self.onKeyDown,{row:activeRow,cell:activeCell},e);var o=e.isImmediatePropagationStopped(),t=Slick.keyCode;if(!o&&!e.shiftKey&&!e.altKey){if(options.editable&&currentEditor&&currentEditor.keyCaptureList&&currentEditor.keyCaptureList.indexOf(e.which)>-1)return;e.which==t.HOME?o=e.ctrlKey?navigateTop():navigateRowStart():e.which==t.END&&(o=e.ctrlKey?navigateBottom():navigateRowEnd())}if(!o)if(e.shiftKey||e.altKey||e.ctrlKey)e.which!=t.TAB||!e.shiftKey||e.ctrlKey||e.altKey||(o=navigatePrev());else{if(options.editable&&currentEditor&&currentEditor.keyCaptureList&&currentEditor.keyCaptureList.indexOf(e.which)>-1)return;if(e.which==t.ESCAPE){if(!getEditorLock().isActive())return;cancelEditAndSetFocus()}else e.which==t.PAGE_DOWN?(navigatePageDown(),o=!0):e.which==t.PAGE_UP?(navigatePageUp(),o=!0):e.which==t.LEFT?o=navigateLeft():e.which==t.RIGHT?o=navigateRight():e.which==t.UP?o=navigateUp():e.which==t.DOWN?o=navigateDown():e.which==t.TAB?o=navigateNext():e.which==t.ENTER&&(options.editable&&(currentEditor?activeRow===getDataLength()?navigateDown():commitEditAndSetFocus():getEditorLock().commitCurrentEdit()&&makeActiveCellEditable(void 0,void 0,e)),o=!0)}if(o){e.stopPropagation(),e.preventDefault();try{e.originalEvent.keyCode=0}catch(e){}}}function handleClick(e){currentEditor||(e.target!=document.activeElement||$(e.target).hasClass(\"slick-cell\"))&&setFocus();var o=getCellFromEvent(e);if(o&&(null===currentEditor||activeRow!=o.row||activeCell!=o.cell)&&(trigger(self.onClick,{row:o.row,cell:o.cell},e),!e.isImmediatePropagationStopped()&&canCellBeActive(o.row,o.cell)&&(!getEditorLock().isActive()||getEditorLock().commitCurrentEdit()))){scrollRowIntoView(o.row,!1);var t=e.target&&e.target.className===Slick.preClickClassName,n=columns[o.cell],l=!!(options.editable&&n&&n.editor&&options.suppressActiveCellChangeOnEdit);setActiveCellInternal(getCellNode(o.row,o.cell),null,t,l,e)}}function handleContextMenu(e){var o=$(e.target).closest(\".slick-cell\",$canvas);0!==o.length&&(activeCellNode===o[0]&&null!==currentEditor||trigger(self.onContextMenu,{},e))}function handleDblClick(e){var o=getCellFromEvent(e);!o||null!==currentEditor&&activeRow==o.row&&activeCell==o.cell||(trigger(self.onDblClick,{row:o.row,cell:o.cell},e),e.isImmediatePropagationStopped()||options.editable&&gotoCell(o.row,o.cell,!0,e))}function handleHeaderMouseEnter(e){trigger(self.onHeaderMouseEnter,{column:$(this).data(\"column\"),grid:self},e)}function handleHeaderMouseLeave(e){trigger(self.onHeaderMouseLeave,{column:$(this).data(\"column\"),grid:self},e)}function handleHeaderContextMenu(e){var o=$(e.target).closest(\".slick-header-column\",\".slick-header-columns\"),t=o&&o.data(\"column\");trigger(self.onHeaderContextMenu,{column:t},e)}function handleHeaderClick(e){if(!columnResizeDragging){var o=$(e.target).closest(\".slick-header-column\",\".slick-header-columns\"),t=o&&o.data(\"column\");t&&trigger(self.onHeaderClick,{column:t},e)}}function handleFooterContextMenu(e){var o=$(e.target).closest(\".slick-footerrow-column\",\".slick-footerrow-columns\"),t=o&&o.data(\"column\");trigger(self.onFooterContextMenu,{column:t},e)}function handleFooterClick(e){var o=$(e.target).closest(\".slick-footerrow-column\",\".slick-footerrow-columns\"),t=o&&o.data(\"column\");trigger(self.onFooterClick,{column:t},e)}function handleMouseEnter(e){trigger(self.onMouseEnter,{},e)}function handleMouseLeave(e){trigger(self.onMouseLeave,{},e)}function cellExists(e,o){return!(e<0||e>=getDataLength()||o<0||o>=columns.length)}function getCellFromPoint(e,o){for(var t=getRowFromPosition(o),n=0,l=0,r=0;r<columns.length&&l<e;r++)l+=columns[r].width,n++;return n<0&&(n=0),{row:t,cell:n-1}}function getCellFromNode(e){var o=/l\\d+/.exec(e.className);if(!o)throw new Error(\"getCellFromNode: cannot get cell - \"+e.className);return parseInt(o[0].substr(1,o[0].length-1),10)}function getRowFromNode(e){for(var o in rowsCache)for(var t in rowsCache[o].rowNode)if(rowsCache[o].rowNode[t]===e)return o?parseInt(o):0;return null}function getFrozenRowOffset(e){return hasFrozenRows?options.frozenBottom?e>=actualFrozenRow?h<viewportTopH?actualFrozenRow*options.rowHeight:h:0:e>=actualFrozenRow?frozenRowsHeight:0:0}function getCellFromEvent(e){var o,t,n=$(e.target).closest(\".slick-cell\",$canvas);if(!n.length)return null;if(o=getRowFromNode(n[0].parentNode),hasFrozenRows){var l=n.parents(\".grid-canvas\").offset(),r=0;n.parents(\".grid-canvas-bottom\").length&&(r=options.frozenBottom?$canvasTopL.height():frozenRowsHeight),o=getCellFromPoint(e.clientX-l.left,e.clientY-l.top+r+$(document).scrollTop()).row}return t=getCellFromNode(n[0]),null==o||null==t?null:{row:o,cell:t}}function getCellNodeBox(e,o){if(!cellExists(e,o))return null;for(var t=getFrozenRowOffset(e),n=getRowTop(e)-t,l=n+options.rowHeight-1,r=0,i=0;i<o;i++)r+=columns[i].width,options.frozenColumn==i&&(r=0);return{top:n,left:r,bottom:l,right:r+columns[o].width}}function resetActiveCell(){setActiveCellInternal(null,!1)}function setFocus(){-1==tabbingDirection?$focusSink[0].focus():$focusSink2[0].focus()}function scrollCellIntoView(e,o,t){if(scrollRowIntoView(e,t),!(o<=options.frozenColumn)){var n=getColspan(e,o);internalScrollColumnIntoView(columnPosLeft[o],columnPosRight[o+(n>1?n-1:0)])}}function internalScrollColumnIntoView(e,o){var t=scrollLeft+$viewportScrollContainerX.width();e<scrollLeft?($viewportScrollContainerX.scrollLeft(e),handleScroll(),render()):o>t&&($viewportScrollContainerX.scrollLeft(Math.min(e,o-$viewportScrollContainerX[0].clientWidth)),handleScroll(),render())}function scrollColumnIntoView(e){internalScrollColumnIntoView(columnPosLeft[e],columnPosRight[e])}function setActiveCellInternal(e,o,t,n,l){null!==activeCellNode&&(makeActiveCellNormal(),$(activeCellNode).removeClass(\"active\"),rowsCache[activeRow]&&$(rowsCache[activeRow].rowNode).removeClass(\"active\"));if(null!=(activeCellNode=e)){var r=$(activeCellNode),i=r.offset(),a=Math.floor(r.parents(\".grid-canvas\").offset().top),s=r.parents(\".grid-canvas-bottom\").length;hasFrozenRows&&s&&(a-=options.frozenBottom?$canvasTopL.height():frozenRowsHeight);var d=getCellFromPoint(i.left,Math.ceil(i.top)-a);activeRow=d.row,activeCell=activePosX=activeCell=activePosX=getCellFromNode(activeCellNode),null==o&&(o=activeRow==getDataLength()||options.autoEdit),options.showCellSelection&&(r.addClass(\"active\"),rowsCache[activeRow]&&$(rowsCache[activeRow].rowNode).addClass(\"active\")),options.editable&&o&&isCellPotentiallyEditable(activeRow,activeCell)&&(clearTimeout(h_editorLoader),options.asyncEditorLoading?h_editorLoader=setTimeout((function(){makeActiveCellEditable(void 0,t,l)}),options.asyncEditorLoadDelay):makeActiveCellEditable(void 0,t,l))}else activeRow=activeCell=null;n||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,o){var t=getDataLength();return!(e<t&&!getDataItem(e))&&(!(columns[o].cannotTriggerInsert&&e>=t)&&!!getEditor(e,o))}function makeActiveCellNormal(){if(currentEditor){if(trigger(self.onBeforeCellEditorDestroy,{editor:currentEditor}),currentEditor.destroy(),currentEditor=null,activeCellNode){var e=getDataItem(activeRow);if($(activeCellNode).removeClass(\"editable invalid\"),e){var o=columns[activeCell];applyFormatResultToCellNode(getFormatter(activeRow,o)(activeRow,activeCell,getDataItemValueForColumn(e,o),o,e,self),activeCellNode),invalidatePostProcessingResults(activeRow)}}navigator.userAgent.toLowerCase().match(/msie/)&&clearTextSelection(),getEditorLock().deactivate(editController)}}function makeActiveCellEditable(e,o,t){if(activeCellNode){if(!options.editable)throw new Error(\"Grid : makeActiveCellEditable : should never get called when options.editable is false\");if(clearTimeout(h_editorLoader),isCellPotentiallyEditable(activeRow,activeCell)){var n=columns[activeCell],l=getDataItem(activeRow);if(!1!==trigger(self.onBeforeEditCell,{row:activeRow,cell:activeCell,item:l,column:n})){getEditorLock().activate(editController),$(activeCellNode).addClass(\"editable\");var r=e||getEditor(activeRow,activeCell);e||r.suppressClearOnEdit||(activeCellNode.innerHTML=\"\");var i=data.getItemMetadata&&data.getItemMetadata(activeRow),a=(i=i&&i.columns)&&(i[n.id]||i[activeCell]);currentEditor=new r({grid:self,gridPosition:absBox($container[0]),position:absBox(activeCellNode),container:activeCellNode,column:n,columnMetaData:a,item:l||{},event:t,commitChanges:commitEditAndSetFocus,cancelChanges:cancelEditAndSetFocus}),l&&(currentEditor.loadValue(l),o&&currentEditor.preClick&&currentEditor.preClick()),serializedEditorValue=currentEditor.serializeValue(),currentEditor.position&&handleActiveCellPositionChange()}else setFocus()}}}function commitEditAndSetFocus(){getEditorLock().commitCurrentEdit()&&(setFocus(),options.autoEdit&&navigateDown())}function cancelEditAndSetFocus(){getEditorLock().cancelCurrentEdit()&&setFocus()}function absBox(e){var o={top:e.offsetTop,left:e.offsetLeft,bottom:0,right:0,width:$(e).outerWidth(),height:$(e).outerHeight(),visible:!0};o.bottom=o.top+o.height,o.right=o.left+o.width;for(var t=e.offsetParent;(e=e.parentNode)!=document.body&&null!=e;)o.visible&&e.scrollHeight!=e.offsetHeight&&\"visible\"!=$(e).css(\"overflowY\")&&(o.visible=o.bottom>e.scrollTop&&o.top<e.scrollTop+e.clientHeight),o.visible&&e.scrollWidth!=e.offsetWidth&&\"visible\"!=$(e).css(\"overflowX\")&&(o.visible=o.right>e.scrollLeft&&o.left<e.scrollLeft+e.clientWidth),o.left-=e.scrollLeft,o.top-=e.scrollTop,e===t&&(o.left+=e.offsetLeft,o.top+=e.offsetTop,t=e.offsetParent),o.bottom=o.top+o.height,o.right=o.left+o.width;return o}function getActiveCellPosition(){return absBox(activeCellNode)}function getGridPosition(){return absBox($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,o){if(!hasFrozenRows||!options.frozenBottom&&e>actualFrozenRow-1||options.frozenBottom&&e<actualFrozenRow-1){var t=$viewportScrollContainerY.height(),n=hasFrozenRows&&!options.frozenBottom?e-options.frozenRow:e,l=n*options.rowHeight,r=(n+1)*options.rowHeight-t+(viewportHasHScroll?scrollbarDimensions.height:0);(n+1)*options.rowHeight>scrollTop+t+offset?(scrollTo(o?l:r),render()):n*options.rowHeight<scrollTop+offset&&(scrollTo(o?r:l),render())}}function scrollRowToTop(e){scrollTo(e*options.rowHeight),render()}function scrollPage(e){var o=e*numVisibleRows;if(scrollTo((getRowFromPosition(scrollTop+options.rowHeight-1)+o)*options.rowHeight),render(),options.enableCellNavigation&&null!=activeRow){var t=activeRow+o,n=getDataLengthIncludingAddNew();t>=n&&(t=n-1),t<0&&(t=0);for(var l=0,r=null,i=activePosX;l<=activePosX;)canCellBeActive(t,l)&&(r=l),l+=getColspan(t,l);null!==r?(setActiveCellInternal(getCellNode(t,r)),activePosX=i):resetActiveCell()}}function navigatePageDown(){scrollPage(1)}function navigatePageUp(){scrollPage(-1)}function navigateTop(){navigateToRow(0)}function navigateBottom(){navigateToRow(getDataLength()-1)}function navigateToRow(e){var o=getDataLength();if(!o)return!0;if(e<0?e=0:e>=o&&(e=o-1),scrollCellIntoView(e,0,!0),options.enableCellNavigation&&null!=activeRow){for(var t=0,n=null,l=activePosX;t<=activePosX;)canCellBeActive(e,t)&&(n=t),t+=getColspan(e,t);null!==n?(setActiveCellInternal(getCellNode(e,n)),activePosX=l):resetActiveCell()}return!0}function getColspan(e,o){var t=data.getItemMetadata&&data.getItemMetadata(e);if(!t||!t.columns)return 1;var n=t.columns[columns[o].id]||t.columns[o],l=n&&n.colspan;return l=\"*\"===l?columns.length-o:l||1}function findFirstFocusableCell(e){for(var o=0;o<columns.length;){if(canCellBeActive(e,o))return o;o+=getColspan(e,o)}return null}function findLastFocusableCell(e){for(var o=0,t=null;o<columns.length;)canCellBeActive(e,o)&&(t=o),o+=getColspan(e,o);return t}function gotoRight(e,o,t){if(o>=columns.length)return null;do{o+=getColspan(e,o)}while(o<columns.length&&!canCellBeActive(e,o));return o<columns.length?{row:e,cell:o,posX:o}:null}function gotoLeft(e,o,t){if(o<=0)return null;var n=findFirstFocusableCell(e);if(null===n||n>=o)return null;for(var l,r={row:e,cell:n,posX:n};;){if(!(l=gotoRight(r.row,r.cell,r.posX)))return null;if(l.cell>=o)return r;r=l}}function gotoDown(e,o,t){for(var n,l=getDataLengthIncludingAddNew();;){if(++e>=l)return null;for(n=o=0;o<=t;)n=o,o+=getColspan(e,o);if(canCellBeActive(e,n))return{row:e,cell:n,posX:t}}}function gotoUp(e,o,t){for(var n;;){if(--e<0)return null;for(n=o=0;o<=t;)n=o,o+=getColspan(e,o);if(canCellBeActive(e,n))return{row:e,cell:n,posX:t}}}function gotoNext(e,o,t){if(null==e&&null==o&&canCellBeActive(e=o=t=0,o))return{row:e,cell:o,posX:o};var n=gotoRight(e,o,t);if(n)return n;var l=null,r=getDataLengthIncludingAddNew();for(e===r-1&&e--;++e<r;)if(null!==(l=findFirstFocusableCell(e)))return{row:e,cell:l,posX:l};return null}function gotoPrev(e,o,t){if(null==e&&null==o&&canCellBeActive(e=getDataLengthIncludingAddNew()-1,o=t=columns.length-1))return{row:e,cell:o,posX:o};for(var n,l;!n&&!(n=gotoLeft(e,o,t));){if(--e<0)return null;o=0,null!==(l=findLastFocusableCell(e))&&(n={row:e,cell:l,posX:l})}return n}function gotoRowStart(e,o,t){var n=findFirstFocusableCell(e);return null===n?null:{row:e,cell:n,posX:n}}function gotoRowEnd(e,o,t){var n=findLastFocusableCell(e);return null===n?null:{row:e,cell:n,posX:n}}function navigateRight(){return navigate(\"right\")}function navigateLeft(){return navigate(\"left\")}function navigateDown(){return navigate(\"down\")}function navigateUp(){return navigate(\"up\")}function navigateNext(){return navigate(\"next\")}function navigatePrev(){return navigate(\"prev\")}function 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 o=(0,{up:gotoUp,down:gotoDown,left:gotoLeft,right:gotoRight,prev:gotoPrev,next:gotoNext,home:gotoRowStart,end:gotoRowEnd}[e])(activeRow,activeCell,activePosX);if(o){if(hasFrozenRows&&options.frozenBottom&o.row==getDataLength())return;var t=o.row==getDataLength();return(!options.frozenBottom&&o.row>=actualFrozenRow||options.frozenBottom&&o.row<actualFrozenRow)&&scrollCellIntoView(o.row,o.cell,!t&&options.emulatePagingWhenScrolling),setActiveCellInternal(getCellNode(o.row,o.cell)),activePosX=o.posX,!0}return setActiveCellInternal(getCellNode(activeRow,activeCell)),!1}function getCellNode(e,o){if(rowsCache[e]){ensureCellNodesInRowsCache(e);try{return rowsCache[e].cellNodesByColumnIdx.length>o?rowsCache[e].cellNodesByColumnIdx[o][0]:null}catch(t){return rowsCache[e].cellNodesByColumnIdx[o]}}return null}function setActiveCell(e,o,t,n,l){initialized&&(e>getDataLength()||e<0||o>=columns.length||o<0||options.enableCellNavigation&&(scrollCellIntoView(e,o,!1),setActiveCellInternal(getCellNode(e,o),t,n,l)))}function canCellBeActive(e,o){if(!options.enableCellNavigation||e>=getDataLengthIncludingAddNew()||e<0||o>=columns.length||o<0)return!1;var t=data.getItemMetadata&&data.getItemMetadata(e);if(t&&void 0!==t.focusable)return!!t.focusable;var n=t&&t.columns;return n&&n[columns[o].id]&&void 0!==n[columns[o].id].focusable?!!n[columns[o].id].focusable:n&&n[o]&&void 0!==n[o].focusable?!!n[o].focusable:!!columns[o].focusable}function canCellBeSelected(e,o){if(e>=getDataLength()||e<0||o>=columns.length||o<0)return!1;var t=data.getItemMetadata&&data.getItemMetadata(e);if(t&&void 0!==t.selectable)return!!t.selectable;var n=t&&t.columns&&(t.columns[columns[o].id]||t.columns[o]);return n&&void 0!==n.selectable?!!n.selectable:!!columns[o].selectable}function gotoCell(e,o,t,n){if(initialized&&canCellBeActive(e,o)&&getEditorLock().commitCurrentEdit()){scrollCellIntoView(e,o,!1);var l=getCellNode(e,o),r=columns[o],i=!!(options.editable&&r&&r.editor&&options.suppressActiveCellChangeOnEdit);setActiveCellInternal(l,t||e===getDataLength()||options.autoEdit,null,i,n),currentEditor||setFocus()}}function commitCurrentEdit(){var e=getDataItem(activeRow),o=columns[activeCell];if(currentEditor){if(currentEditor.isValueChanged()){var t=currentEditor.validate();if(t.valid){if(activeRow<getDataLength()){var n={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,o,n)):(n.execute(),makeActiveCellNormal())}else{var l={};currentEditor.applyValue(l,currentEditor.serializeValue()),makeActiveCellNormal(),trigger(self.onAddNewRow,{item:l,column:o})}return!getEditorLock().isActive()}return $(activeCellNode).removeClass(\"invalid\"),$(activeCellNode).width(),$(activeCellNode).addClass(\"invalid\"),trigger(self.onValidationError,{editor:currentEditor,cellNode:activeCellNode,validationResults:t,row:activeRow,cell:activeCell,column:o}),currentEditor.focus(),!1}makeActiveCellNormal()}return!0}function cancelCurrentEdit(){return makeActiveCellNormal(),!0}function rowsToRanges(e){for(var o=[],t=columns.length-1,n=0;n<e.length;n++)o.push(new Slick.Range(e[n],0,e[n],t));return o}function getSelectedRows(){if(!selectionModel)throw new Error(\"Selection model is not set\");return selectedRows.slice(0)}function setSelectedRows(e){if(!selectionModel)throw new Error(\"Selection model is not set\");self&&self.getEditorLock&&!self.getEditorLock().isActive()&&selectionModel.setSelectedRanges(rowsToRanges(e))}this.debug=function(){var e=\"\";e+=\"\\ncounter_rows_rendered:  \"+counter_rows_rendered,e+=\"\\ncounter_rows_removed:  \"+counter_rows_removed,e+=\"\\nrenderedRows:  \"+renderedRows,e+=\"\\nnumVisibleRows:  \"+numVisibleRows,e+=\"\\nmaxSupportedCssHeight:  \"+maxSupportedCssHeight,e+=\"\\nn(umber of pages):  \"+n,e+=\"\\n(current) page:  \"+page,e+=\"\\npage height (ph):  \"+ph,e+=\"\\nvScrollDir:  \"+vScrollDir,alert(e)},this.eval=function(expr){return eval(expr)},$.extend(this,{slickGridVersion:\"2.4.27\",onScroll:new Slick.Event,onSort:new Slick.Event,onHeaderMouseEnter:new Slick.Event,onHeaderMouseLeave:new Slick.Event,onHeaderContextMenu:new Slick.Event,onHeaderClick:new Slick.Event,onHeaderCellRendered:new Slick.Event,onBeforeHeaderCellDestroy:new Slick.Event,onHeaderRowCellRendered:new Slick.Event,onFooterRowCellRendered:new Slick.Event,onFooterContextMenu:new Slick.Event,onFooterClick:new Slick.Event,onBeforeHeaderRowCellDestroy:new Slick.Event,onBeforeFooterRowCellDestroy:new Slick.Event,onMouseEnter:new Slick.Event,onMouseLeave:new Slick.Event,onClick:new Slick.Event,onDblClick:new Slick.Event,onContextMenu:new Slick.Event,onKeyDown:new Slick.Event,onAddNewRow:new Slick.Event,onBeforeAppendCell:new Slick.Event,onValidationError:new Slick.Event,onViewportChanged:new Slick.Event,onColumnsReordered:new Slick.Event,onColumnsDrag:new Slick.Event,onColumnsResized:new Slick.Event,onBeforeColumnsResize: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,onSetOptions:new Slick.Event,registerPlugin,unregisterPlugin,getPluginByName,getColumns,setColumns,getColumnIndex,updateColumnHeader,setSortColumn,setSortColumns,getSortColumns,autosizeColumns,autosizeColumn,getOptions,setOptions,getData,getDataLength,getDataItem,setData,getSelectionModel,setSelectionModel,getSelectedRows,setSelectedRows,getContainerNode,updatePagingStatusFromView,applyFormatResultToCellNode,render,invalidate,invalidateRow,invalidateRows,invalidateAllRows,updateCell,updateRow,getViewport:getVisibleRange,getRenderedRange,resizeCanvas,updateRowCount,scrollRowIntoView,scrollRowToTop,scrollCellIntoView,scrollColumnIntoView,getCanvasNode,getUID,getHeaderColumnWidthDiff,getScrollbarDimensions,getHeadersWidth,getCanvasWidth,getCanvases,getActiveCanvasNode,setActiveCanvasNode,getViewportNode,getActiveViewportNode,setActiveViewportNode,focus:setFocus,scrollTo,getCellFromPoint,getCellFromEvent,getActiveCell,setActiveCell,getActiveCellNode,getActiveCellPosition,resetActiveCell,editActiveCell:makeActiveCellEditable,getCellEditor,getCellNode,getCellNodeBox,canCellBeSelected,canCellBeActive,navigatePrev,navigateNext,navigateUp,navigateDown,navigateLeft,navigateRight,navigatePageUp,navigatePageDown,navigateTop,navigateBottom,navigateRowStart,navigateRowEnd,gotoCell,getTopPanel,setTopPanelVisibility,getPreHeaderPanel,getPreHeaderPanelLeft:getPreHeaderPanel,getPreHeaderPanelRight,setPreHeaderPanelVisibility,getHeader,getHeaderColumn,setHeaderRowVisibility,getHeaderRow,getHeaderRowColumn,setFooterRowVisibility,getFooterRow,getFooterRowColumn,getGridPosition,flashCell,addCellCssStyles,setCellCssStyles,removeCellCssStyles,getCellCssStyles,getFrozenRowOffset,setColumnHeaderVisibility,init:finishInitialization,destroy,getEditorLock,getEditController}),init()}module.exports={Grid:SlickGrid}},\n      505: function _(t,e,a,n,r){\n      /*!\n           * jquery.event.drag - 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=t(498);o.fn.drag=function(t,e,a){var n=\"string\"==typeof t?t:\"\",r=o.isFunction(t)?t:o.isFunction(e)?e:null;return 0!==n.indexOf(\"drag\")&&(n=\"drag\"+n),a=(t==r?e:a)||{},r?this.on(n,a,r):this.trigger(n)};var i=o.event,d=i.special,s=d.drag={defaults:{which:1,distance:0,not:\":input\",handle:null,relative:!1,drop:!0,click:!1},datakey:\"dragdata\",noBubble:!0,add:function(t){var e=o.data(this,s.datakey),a=t.data||{};e.related+=1,o.each(s.defaults,(function(t,n){void 0!==a[t]&&(e[t]=a[t])}))},remove:function(){o.data(this,s.datakey).related-=1},setup:function(){if(!o.data(this,s.datakey)){var t=o.extend({related:0},s.defaults);o.data(this,s.datakey,t),i.add(this,\"touchstart mousedown\",s.init,t),this.attachEvent&&this.attachEvent(\"ondragstart\",s.dontstart)}},teardown:function(){(o.data(this,s.datakey)||{}).related||(o.removeData(this,s.datakey),i.remove(this,\"touchstart mousedown\",s.init),s.textselect(!0),this.detachEvent&&this.detachEvent(\"ondragstart\",s.dontstart))},init:function(t){if(!s.touched){var e,a=t.data;if(!(0!=t.which&&a.which>0&&t.which!=a.which)){var n=o(t.target).attr(\"class\")||\"\";if(!o(t.target).is(a.not)&&n&&-1!==n.toString().indexOf(\"slick\")&&(!a.handle||o(t.target).closest(a.handle,t.currentTarget).length)&&(s.touched=\"touchstart\"==t.type?this:null,a.propagates=1,a.mousedown=this,a.interactions=[s.interaction(this,a)],a.target=t.target,a.pageX=t.pageX,a.pageY=t.pageY,a.dragging=null,e=s.hijack(t,\"draginit\",a),a.propagates))return(e=s.flatten(e))&&e.length&&(a.interactions=[],o.each(e,(function(){a.interactions.push(s.interaction(this,a))}))),a.propagates=a.interactions.length,!1!==a.drop&&d.drop&&d.drop.handler(t,a),s.textselect(!1),s.touched?i.add(s.touched,\"touchmove touchend\",s.handler,a):i.add(document,\"mousemove mouseup\",s.handler,a),!(!s.touched||a.live)&&void 0}}},interaction:function(t,e){var a=t&&t.ownerDocument&&o(t)[e.relative?\"position\":\"offset\"]()||{top:0,left:0};return{drag:t,callback:new s.callback,droppable:[],offset:a}},handler:function(t){var e=t.data;switch(t.type){case!e.dragging&&\"touchmove\":t.preventDefault();case!e.dragging&&\"mousemove\":if(Math.pow(t.pageX-e.pageX,2)+Math.pow(t.pageY-e.pageY,2)<Math.pow(e.distance,2))break;t.target=e.target,s.hijack(t,\"dragstart\",e),e.propagates&&(e.dragging=!0);case\"touchmove\":t.preventDefault();case\"mousemove\":if(e.dragging){if(s.hijack(t,\"drag\",e),e.propagates){!1!==e.drop&&d.drop&&d.drop.handler(t,e);break}t.type=\"mouseup\"}default:s.touched?i.remove(s.touched,\"touchmove touchend\",s.handler):i.remove(document,\"mousemove mouseup\",s.handler),e.dragging&&(!1!==e.drop&&d.drop&&d.drop.handler(t,e),s.hijack(t,\"dragend\",e)),s.textselect(!0),!1===e.click&&e.dragging&&o.data(e.mousedown,\"suppress.click\",(new Date).getTime()+5),e.dragging=s.touched=!1}},hijack:function(t,e,a,n,r){if(a){var d,c,l,p={event:t.originalEvent,type:t.type},u=e.indexOf(\"drop\")?\"drag\":\"drop\",g=n||0,h=isNaN(n)?a.interactions.length:n;t.type=e;var f=function(){};t.originalEvent=new o.Event(p.event,{preventDefault:f,stopPropagation:f,stopImmediatePropagation:f}),a.results=[];do{if(c=a.interactions[g]){if(\"dragend\"!==e&&c.cancelled)continue;l=s.properties(t,a,c),c.results=[],o(r||c[u]||a.droppable).each((function(n,r){if(l.target=r,t.isPropagationStopped=function(){return!1},!1===(d=r?i.dispatch.call(r,t,l):null)?(\"drag\"==u&&(c.cancelled=!0,a.propagates-=1),\"drop\"==e&&(c[u][n]=null)):\"dropinit\"==e&&c.droppable.push(s.element(d)||r),\"dragstart\"==e&&(c.proxy=o(s.element(d)||c.drag)[0]),c.results.push(d),delete t.result,\"dropinit\"!==e)return d})),a.results[g]=s.flatten(c.results),\"dropinit\"==e&&(c.droppable=s.flatten(c.droppable)),\"dragstart\"!=e||c.cancelled||l.update()}}while(++g<h);return t.type=p.type,t.originalEvent=p.event,s.flatten(a.results)}},properties:function(t,e,a){var n=a.callback;return n.drag=a.drag,n.proxy=a.proxy||a.drag,n.startX=e.pageX,n.startY=e.pageY,n.deltaX=t.pageX-e.pageX,n.deltaY=t.pageY-e.pageY,n.originalX=a.offset.left,n.originalY=a.offset.top,n.offsetX=n.originalX+n.deltaX,n.offsetY=n.originalY+n.deltaY,n.drop=s.flatten((a.drop||[]).slice()),n.available=s.flatten((a.droppable||[]).slice()),n},element:function(t){if(t&&(t.jquery||1==t.nodeType))return t},flatten:function(t){return o.map(t,(function(t){return t&&t.jquery?o.makeArray(t):t&&t.length?s.flatten(t):t}))},textselect:function(t){o(document)[t?\"off\":\"on\"](\"selectstart\",s.dontstart).css(\"MozUserSelect\",t?\"\":\"none\"),document.unselectable=t?\"off\":\"on\"},dontstart:function(){return!1},callback:function(){}};s.callback.prototype={update:function(){d.drop&&this.available.length&&o.each(this.available,(function(t){d.drop.locate(this,t)}))}};var c=i.dispatch;i.dispatch=function(t){if(!(o.data(this,\"suppress.\"+t.type)-(new Date).getTime()>0))return c.apply(this,arguments);o.removeData(this,\"suppress.\"+t.type)},d.draginit=d.dragstart=d.dragend=s},\n      506: function _(t,e,a,n,i){\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=t(498);o.fn.drop=function(t,e,a){var n=\"string\"==typeof t?t:\"\",i=o.isFunction(t)?t:o.isFunction(e)?e:null;return 0!==n.indexOf(\"drop\")&&(n=\"drop\"+n),a=(t==i?e:a)||{},i?this.on(n,a,i):this.trigger(n)},o.drop=function(t){t=t||{},d.multi=!0===t.multi?1/0:!1===t.multi?1:isNaN(t.multi)?d.multi:t.multi,d.delay=t.delay||d.delay,d.tolerance=o.isFunction(t.tolerance)?t.tolerance:null===t.tolerance?null:d.tolerance,d.mode=t.mode||d.mode||\"intersect\"};var r=o.event.special,d=o.event.special.drop={multi:1,delay:20,mode:\"overlap\",targets:[],datakey:\"dropdata\",noBubble:!0,add:function(t){o.data(this,d.datakey).related+=1},remove:function(){o.data(this,d.datakey).related-=1},setup:function(){if(!o.data(this,d.datakey)){o.data(this,d.datakey,{related:0,active:[],anyactive:0,winner:0,location:{}}),d.targets.push(this)}},teardown:function(){if(!(o.data(this,d.datakey)||{}).related){o.removeData(this,d.datakey);var t=this;d.targets=o.grep(d.targets,(function(e){return e!==t}))}},handler:function(t,e){var a;if(e)switch(t.type){case\"mousedown\":case\"touchstart\":a=o(d.targets),\"string\"==typeof e.drop&&(a=a.filter(e.drop)),a.each((function(){var t=o.data(this,d.datakey);t.active=[],t.anyactive=0,t.winner=0})),e.droppable=a,r.drag.hijack(t,\"dropinit\",e);break;case\"mousemove\":case\"touchmove\":d.event=t,d.timer||d.tolerate(e);break;case\"mouseup\":case\"touchend\":d.timer=clearTimeout(d.timer),e.propagates&&(r.drag.hijack(t,\"drop\",e),r.drag.hijack(t,\"dropend\",e))}},locate:function(t,e){var a=o.data(t,d.datakey),n=o(t),i=n.length&&!n.is(document)?n.offset():{},r=n.outerHeight(),l=n.outerWidth(),c={elem:t,width:l,height:r,top:i.top,left:i.left,right:i.left+l,bottom:i.top+r};return a&&(a.location=c,a.index=e,a.elem=t),c},contains:function(t,e){return(e[0]||e.left)>=t.left&&(e[0]||e.right)<=t.right&&(e[1]||e.top)>=t.top&&(e[1]||e.bottom)<=t.bottom},modes:{intersect:function(t,e,a){return this.contains(a,[t.pageX,t.pageY])?1e9:this.modes.overlap.apply(this,arguments)},overlap:function(t,e,a){return 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n=o.mapIdsToRows(a);t||s(o.mapRowsToIds(n)),e.setSelectedRows(n),r=!1}})),u},syncGridCellCssStyles:function(e,t){var n,r;function o(e){for(var t in n={},e){var r=c[t][s];n[r]=e[t]}}function i(){if(n){r=!0,q();var o={};for(var i in n){var l=h[i];null!=l&&(o[l]=n[i])}e.setCellCssStyles(t,o),r=!1}}o(e.getCellCssStyles(t)),e.onCellCssStylesChanged.subscribe((function(n,l){r||t==l.key&&(l.hash?o(l.hash):(e.onCellCssStylesChanged.unsubscribe(),u.onRowsOrCountChanged.unsubscribe(i)))})),this.onRowsOrCountChanged.subscribe(i)},getLength:function(){return c.length},getItem:function(e){var t=c[e];if(t&&t.__group&&t.totals&&!t.totals.initialized){var n=I[t.level];n.displayTotalsRow||(Y(t.totals),t.title=n.formatter?n.formatter(t):t.value)}else t&&t.__groupTotals&&!t.initialized&&Y(t);return t},getItemMetadata:function(t){var n=c[t];return void 0===n?null:n.__group?e.groupItemMetadataProvider.getGroupRowMetadata(n):n.__groupTotals?e.groupItemMetadataProvider.getTotalsRowMetadata(n):null},onSetItemsCalled:F,onRowCountChanged:A,onRowsChanged:N,onRowsOrCountChanged:G,onBeforePagingInfoChanged:T,onPagingInfoChanged:O,onGroupExpanded:P,onGroupCollapsed:D})},Aggregators:a,Data:{Aggregators:a}}},\n      508: function _(e,t,i,n,o){var l=e(498),a=e(500);function s(e){var t,i;function n(){var t=e.column.editorFixedDecimalPlaces;return void 0===t&&(t=s.DefaultDecimalPlaces),t||0===t?t:null}this.init=function(){var i=e.grid.getOptions().editorCellNavOnLRKeys;t=l(\"<INPUT type=text class='editor-text' />\").appendTo(e.container).on(\"keydown.nav\",i?u:c).focus().select()},this.destroy=function(){t.remove()},this.focus=function(){t.focus()},this.loadValue=function(o){i=o[e.column.field];var l=n();null!==l&&(i||0===i)&&i.toFixed&&(i=i.toFixed(l)),t.val(i),t[0].defaultValue=i,t.select()},this.serializeValue=function(){var e=parseFloat(t.val());s.AllowEmptyValue?e||0===e||(e=\"\"):e=e||0;var i=n();return null!==i&&(e||0===e)&&e.toFixed&&(e=parseFloat(e.toFixed(i))),e},this.applyValue=function(t,i){t[e.column.field]=i},this.isValueChanged=function(){return!(\"\"===t.val()&&null==i)&&t.val()!=i},this.validate=function(){if(isNaN(t.val()))return{valid:!1,msg:\"Please enter a valid number\"};if(e.column.validator){var i=e.column.validator(t.val());if(!i.valid)return i}return{valid:!0,msg:null}},this.init()}function u(e){var t=this.selectionStart,i=this.value.length;(e.keyCode===a.keyCode.LEFT&&t>0||e.keyCode===a.keyCode.RIGHT&&t<i-1)&&e.stopImmediatePropagation()}function c(e){e.keyCode!==a.keyCode.LEFT&&e.keyCode!==a.keyCode.RIGHT||e.stopImmediatePropagation()}s.DefaultDecimalPlaces=null,s.AllowEmptyValue=!1,t.exports={Editors:{Text:function(e){var t,i;this.init=function(){var i=e.grid.getOptions().editorCellNavOnLRKeys;t=l(\"<INPUT type=text class='editor-text' />\").appendTo(e.container).on(\"keydown.nav\",i?u:c).focus().select()},this.destroy=function(){t.remove()},this.focus=function(){t.focus()},this.getValue=function(){return t.val()},this.setValue=function(e){t.val(e)},this.loadValue=function(n){i=n[e.column.field]||\"\",t.val(i),t[0].defaultValue=i,t.select()},this.serializeValue=function(){return t.val()},this.applyValue=function(t,i){t[e.column.field]=i},this.isValueChanged=function(){return!(\"\"===t.val()&&null==i)&&t.val()!=i},this.validate=function(){if(e.column.validator){var i=e.column.validator(t.val());if(!i.valid)return i}return{valid:!0,msg:null}},this.init()},Integer:function(e){var t,i;this.init=function(){var i=e.grid.getOptions().editorCellNavOnLRKeys;t=l(\"<INPUT type=text class='editor-text' />\").appendTo(e.container).on(\"keydown.nav\",i?u:c).focus().select()},this.destroy=function(){t.remove()},this.focus=function(){t.focus()},this.loadValue=function(n){i=n[e.column.field],t.val(i),t[0].defaultValue=i,t.select()},this.serializeValue=function(){return parseInt(t.val(),10)||0},this.applyValue=function(t,i){t[e.column.field]=i},this.isValueChanged=function(){return!(\"\"===t.val()&&null==i)&&t.val()!=i},this.validate=function(){if(isNaN(t.val()))return{valid:!1,msg:\"Please enter a valid integer\"};if(e.column.validator){var i=e.column.validator(t.val());if(!i.valid)return i}return{valid:!0,msg:null}},this.init()},Float:s,Date:function(e){var t,i,n=!1;this.init=function(){(t=l(\"<INPUT type=text class='editor-text' />\")).appendTo(e.container),t.focus().select(),t.datepicker({showOn:\"button\",buttonImageOnly:!0,beforeShow:function(){n=!0},onClose:function(){n=!1}}),t.width(t.width()-18)},this.destroy=function(){l.datepicker.dpDiv.stop(!0,!0),t.datepicker(\"hide\"),t.datepicker(\"destroy\"),t.remove()},this.show=function(){n&&l.datepicker.dpDiv.stop(!0,!0).show()},this.hide=function(){n&&l.datepicker.dpDiv.stop(!0,!0).hide()},this.position=function(e){n&&l.datepicker.dpDiv.css(\"top\",e.top+30).css(\"left\",e.left)},this.focus=function(){t.focus()},this.loadValue=function(n){i=n[e.column.field],t.val(i),t[0].defaultValue=i,t.select()},this.serializeValue=function(){return t.val()},this.applyValue=function(t,i){t[e.column.field]=i},this.isValueChanged=function(){return!(\"\"===t.val()&&null==i)&&t.val()!=i},this.validate=function(){if(e.column.validator){var i=e.column.validator(t.val());if(!i.valid)return i}return{valid:!0,msg:null}},this.init()},YesNoSelect:function(e){var t,i;this.init=function(){(t=l(\"<SELECT tabIndex='0' class='editor-yesno'><OPTION value='yes'>Yes</OPTION><OPTION value='no'>No</OPTION></SELECT>\")).appendTo(e.container),t.focus()},this.destroy=function(){t.remove()},this.focus=function(){t.focus()},this.loadValue=function(n){t.val((i=n[e.column.field])?\"yes\":\"no\"),t.select()},this.serializeValue=function(){return\"yes\"==t.val()},this.applyValue=function(t,i){t[e.column.field]=i},this.isValueChanged=function(){return t.val()!=i},this.validate=function(){return{valid:!0,msg:null}},this.init()},Checkbox:function(e){var t,i;this.init=function(){(t=l(\"<INPUT type=checkbox value='true' class='editor-checkbox' hideFocus>\")).appendTo(e.container),t.focus()},this.destroy=function(){t.remove()},this.focus=function(){t.focus()},this.loadValue=function(n){(i=!!n[e.column.field])?t.prop(\"checked\",!0):t.prop(\"checked\",!1)},this.preClick=function(){t.prop(\"checked\",!t.prop(\"checked\"))},this.serializeValue=function(){return t.prop(\"checked\")},this.applyValue=function(t,i){t[e.column.field]=i},this.isValueChanged=function(){return this.serializeValue()!==i},this.validate=function(){return{valid:!0,msg:null}},this.init()},PercentComplete:function(e){var t,i,n;this.init=function(){(t=l(\"<INPUT type=text class='editor-percentcomplete' />\")).width(l(e.container).innerWidth()-25),t.appendTo(e.container),(i=l(\"<div class='editor-percentcomplete-picker' />\").appendTo(e.container)).append(\"<div class='editor-percentcomplete-helper'><div class='editor-percentcomplete-wrapper'><div class='editor-percentcomplete-slider' /><div class='editor-percentcomplete-buttons' /></div></div>\"),i.find(\".editor-percentcomplete-buttons\").append(\"<button val=0>Not started</button><br/><button val=50>In Progress</button><br/><button val=100>Complete</button>\"),t.focus().select(),i.find(\".editor-percentcomplete-slider\").slider({orientation:\"vertical\",range:\"min\",value:n,slide:function(e,i){t.val(i.value)}}),i.find(\".editor-percentcomplete-buttons button\").on(\"click\",(function(e){t.val(l(this).attr(\"val\")),i.find(\".editor-percentcomplete-slider\").slider(\"value\",l(this).attr(\"val\"))}))},this.destroy=function(){t.remove(),i.remove()},this.focus=function(){t.focus()},this.loadValue=function(i){t.val(n=i[e.column.field]),t.select()},this.serializeValue=function(){return parseInt(t.val(),10)||0},this.applyValue=function(t,i){t[e.column.field]=i},this.isValueChanged=function(){return!(\"\"===t.val()&&null==n)&&(parseInt(t.val(),10)||0)!=n},this.validate=function(){return isNaN(parseInt(t.val(),10))?{valid:!1,msg:\"Please enter a valid positive number\"}:{valid:!0,msg:null}},this.init()},LongText:function(e){var t,i,n,o=this;this.init=function(){var n=l(\"body\");e.grid.getOptions().editorCellNavOnLRKeys;i=l(\"<DIV style='z-index:10000;position:absolute;background:white;padding:5px;border:3px solid gray; -moz-border-radius:10px; border-radius:10px;'/>\").appendTo(n),t=l(\"<TEXTAREA hidefocus rows=5 style='background:white;width:250px;height:80px;border:0;outline:0'>\").appendTo(i),l(\"<DIV style='text-align:right'><BUTTON>Save</BUTTON><BUTTON>Cancel</BUTTON></DIV>\").appendTo(i),i.find(\"button:first\").on(\"click\",this.save),i.find(\"button:last\").on(\"click\",this.cancel),t.on(\"keydown\",this.handleKeyDown),o.position(e.position),t.focus().select()},this.handleKeyDown=function(t){if(t.which==a.keyCode.ENTER&&t.ctrlKey)o.save();else if(t.which==a.keyCode.ESCAPE)t.preventDefault(),o.cancel();else if(t.which==a.keyCode.TAB&&t.shiftKey)t.preventDefault(),e.grid.navigatePrev();else if(t.which==a.keyCode.TAB)t.preventDefault(),e.grid.navigateNext();else if((t.which==a.keyCode.LEFT||t.which==a.keyCode.RIGHT)&&e.grid.getOptions().editorCellNavOnLRKeys){var i=this.selectionStart,n=this.value.length;t.keyCode===a.keyCode.LEFT&&0===i&&e.grid.navigatePrev(),t.keyCode===a.keyCode.RIGHT&&i>=n-1&&e.grid.navigateNext()}},this.save=function(){e.commitChanges()},this.cancel=function(){t.val(n),e.cancelChanges()},this.hide=function(){i.hide()},this.show=function(){i.show()},this.position=function(e){i.css(\"top\",e.top-5).css(\"left\",e.left-5)},this.destroy=function(){i.remove()},this.focus=function(){t.focus()},this.loadValue=function(i){t.val(n=i[e.column.field]),t.select()},this.serializeValue=function(){return t.val()},this.applyValue=function(t,i){t[e.column.field]=i},this.isValueChanged=function(){return!(\"\"===t.val()&&null==n)&&t.val()!=n},this.validate=function(){if(e.column.validator){var i=e.column.validator(t.val());if(!i.valid)return i}return{valid:!0,msg:null}},this.init()}}}},\n      509: function _(e,n,r,t,c){e(500);n.exports={Formatters:{PercentComplete:function(e,n,r,t,c){return null==r||\"\"===r?\"-\":r<50?\"<span style='color:red;font-weight:bold;'>\"+r+\"%</span>\":\"<span style='color:green'>\"+r+\"%</span>\"},PercentCompleteBar:function(e,n,r,t,c){return null==r||\"\"===r?\"\":\"<span class='percent-complete-bar' style='background:\"+(r<30?\"red\":r<70?\"silver\":\"green\")+\";width:\"+r+\"%'></span>\"},YesNo:function(e,n,r,t,c){return r?\"Yes\":\"No\"},Checkmark:function(e,n,r,t,c){return r?\"<img src='../images/tick.png'>\":\"\"},Checkbox:function(e,n,r,t,c){return'<img class=\"slick-edit-preclick\" src=\"../images/'+(r?\"CheckboxY\":\"CheckboxN\")+'.png\">'}}}},\n      510: function _(t,o,r,e,n){var a=t(498),l=t(500);o.exports={RemoteModel:function(){var t=50,o={length:0},r=\"\",e=null,n=1,i=null,s=null,u=new l.Event,f=new l.Event;function c(){for(var t in o)delete o[t];o.length=0}function h(l,c){if(s){s.abort();for(var h=s.fromPage;h<=s.toPage;h++)o[h*t]=void 0}l<0&&(l=0),o.length>0&&(c=Math.min(c,o.length-1));for(var v=Math.floor(l/t),m=Math.floor(c/t);void 0!==o[v*t]&&v<m;)v++;for(;void 0!==o[m*t]&&v<m;)m--;if(v>m||v==m&&void 0!==o[v*t])f.notify({from:l,to:c});else{var g=\"http://octopart.com/api/v3/parts/search?apikey=68b25f31&include[]=short_description&show[]=uid&show[]=manufacturer&show[]=mpn&show[]=brand&show[]=octopart_url&show[]=short_description&q=\"+r+\"&start=\"+v*t+\"&limit=\"+((m-v)*t+t);null!=e&&(g+=\"&sortby=\"+e+(n>0?\"+asc\":\"+desc\")),null!=i&&clearTimeout(i),i=setTimeout((function(){for(var r=v;r<=m;r++)o[r*t]=null;u.notify({from:l,to:c}),s=a.jsonp({url:g,callbackParameter:\"callback\",cache:!0,success:d,error:function(){!function(t,o){alert(\"error loading pages \"+t+\" to \"+o)}(v,m)}}),s.fromPage=v,s.toPage=m}),50)}}function d(t){var r=t.request.start,e=r+t.results.length;o.length=Math.min(parseInt(t.hits),1e3);for(var n=0;n<t.results.length;n++){var a=t.results[n].item;o[r+n]=a,o[r+n].index=r+n}s=null,f.notify({from:r,to:e})}return{data:o,clear:c,isDataLoaded:function(t,r){for(var e=t;e<=r;e++)if(null==o[e]||null==o[e])return!1;return!0},ensureData:h,reloadData:function(t,r){for(var e=t;e<=r;e++)delete o[e];h(t,r)},setSort:function(t,o){e=t,n=o,c()},setSearch:function(t){r=t,c()},onDataLoading:u,onDataLoaded:f}}}},\n      511: function _(e,s,t,o,l){var a=e(498),r=e(500);s.exports={GroupItemMetadataProvider:function(e){var s,t={checkboxSelect:!1,checkboxSelectCssClass:\"slick-group-select-checkbox\",checkboxSelectPlugin:null,groupCssClass:\"slick-group\",groupTitleCssClass:\"slick-group-title\",totalsCssClass:\"slick-group-totals\",groupFocusable:!0,totalsFocusable:!1,toggleCssClass:\"slick-group-toggle\",toggleExpandedCssClass:\"expanded\",toggleCollapsedCssClass:\"collapsed\",enableExpandCollapse:!0,groupFormatter:function(e,s,t,l,a,r){if(!o.enableExpandCollapse)return a.title;var c=15*a.level+\"px\";return(o.checkboxSelect?'<span class=\"'+o.checkboxSelectCssClass+\" \"+(a.selectChecked?\"checked\":\"unchecked\")+'\"></span>':\"\")+\"<span class='\"+o.toggleCssClass+\" \"+(a.collapsed?o.toggleCollapsedCssClass:o.toggleExpandedCssClass)+\"' style='margin-left:\"+c+\"'></span><span class='\"+o.groupTitleCssClass+\"' level='\"+a.level+\"'>\"+a.title+\"</span>\"},totalsFormatter:function(e,s,t,o,l,a){return o.groupTotalsFormatter&&o.groupTotalsFormatter(l,o,a)||\"\"},includeHeaderTotals:!1},o=a.extend(!0,{},t,e);function l(e,t){var l=a(e.target),c=this.getDataItem(t.row);if(c&&c instanceof r.Group&&l.hasClass(o.toggleCssClass)){var n=s.getRenderedRange();this.getData().setRefreshHints({ignoreDiffsBefore:n.top,ignoreDiffsAfter:n.bottom+1}),c.collapsed?this.getData().expandGroup(c.groupingKey):this.getData().collapseGroup(c.groupingKey),e.stopImmediatePropagation(),e.preventDefault()}if(c&&c instanceof r.Group&&l.hasClass(o.checkboxSelectCssClass)){c.selectChecked=!c.selectChecked,l.removeClass(c.selectChecked?\"unchecked\":\"checked\"),l.addClass(c.selectChecked?\"checked\":\"unchecked\");var i=s.getData().mapItemsToRows(c.rows);(c.selectChecked?o.checkboxSelectPlugin.selectRows:o.checkboxSelectPlugin.deSelectRows)(i)}}function c(e,t){if(o.enableExpandCollapse&&e.which==r.keyCode.SPACE){var l=this.getActiveCell();if(l){var a=this.getDataItem(l.row);if(a&&a instanceof r.Group){var c=s.getRenderedRange();this.getData().setRefreshHints({ignoreDiffsBefore:c.top,ignoreDiffsAfter:c.bottom+1}),a.collapsed?this.getData().expandGroup(a.groupingKey):this.getData().collapseGroup(a.groupingKey),e.stopImmediatePropagation(),e.preventDefault()}}}}return{init:function(e){(s=e).onClick.subscribe(l),s.onKeyDown.subscribe(c)},destroy:function(){s&&(s.onClick.unsubscribe(l),s.onKeyDown.unsubscribe(c))},getGroupRowMetadata:function(e){var s=e&&e.level;return{selectable:!1,focusable:o.groupFocusable,cssClasses:o.groupCssClass+\" slick-group-level-\"+s,formatter:o.includeHeaderTotals&&o.totalsFormatter,columns:{0:{colspan:o.includeHeaderTotals?\"1\":\"*\",formatter:o.groupFormatter,editor:null}}}},getTotalsRowMetadata:function(e){var s=e&&e.group&&e.group.level;return{selectable:!1,focusable:o.totalsFocusable,cssClasses:o.totalsCssClass+\" slick-group-level-\"+s,formatter:o.totalsFormatter,editor:null}},getOptions:function(){return o},setOptions:function(e){a.extend(!0,o,e)}}}}},\n      512: function _(i,e,t,n,o){var r;n();const s=i(312);class _ extends s.HTMLBoxView{get orientation(){return\"horizontal\"}get default_size(){return this.model.default_size}_width_policy(){return\"horizontal\"==this.orientation?super._width_policy():\"fixed\"}_height_policy(){return\"horizontal\"==this.orientation?\"fixed\":super._height_policy()}box_sizing(){const i=super.box_sizing();return\"horizontal\"==this.orientation?null==i.width&&(i.width=this.default_size):null==i.height&&(i.height=this.default_size),i}}t.WidgetView=_,_.__name__=\"WidgetView\";class h extends s.HTMLBox{constructor(i){super(i)}}t.Widget=h,r=h,h.__name__=\"Widget\",r.define((({Number:i})=>({default_size:[i,300]}))),r.override({margin:[5,5,5,5]})},\n      513: function _(e,i,t,s,n){var u;s();const c=e(512),o=e(75),a=e(190);class r extends c.Widget{constructor(e){super(e)}initialize(){super.initialize(),null==this.view.source&&(this.view.source=this.source,this.view.compute_indices())}}t.TableWidget=r,u=r,r.__name__=\"TableWidget\",u.define((({Ref:e})=>({source:[e(o.ColumnDataSource),()=>new o.ColumnDataSource],view:[e(a.CDSView),()=>new a.CDSView]})))},\n      514: function _(t,e,i,r,o){var l;r();const d=t(493),n=t(490),a=t(34),s=t(20),u=t(53);class f extends u.Model{constructor(t){super(t)}toColumn(){var t;return{id:(0,a.uniqueId)(),field:this.field,name:null!==(t=this.title)&&void 0!==t?t:this.field,width:this.width,formatter:null!=this.formatter?this.formatter.doFormat.bind(this.formatter):void 0,model:this.editor,editor:this.editor.default_view,sortable:this.sortable,defaultSortAsc:\"ascending\"==this.default_sort}}}i.TableColumn=f,l=f,f.__name__=\"TableColumn\",l.define((({Boolean:t,Number:e,String:i,Nullable:r,Ref:o})=>({field:[i],title:[r(i),null],width:[e,300],formatter:[o(d.StringFormatter),()=>new d.StringFormatter],editor:[o(n.StringEditor),()=>new n.StringEditor],sortable:[t,!0],default_sort:[s.Sort,\"ascending\"],visible:[t,!0]})))},\n      515: function _(A,o,e,r,i){r(),e.root=\"bk-root\",e.default='.bk-root{}.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,.bk-root .slick-group-header.ui-state-default{width:100%;overflow:auto;position:relative;border-left:0px !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,.bk-root .slick-group-header-columns{position:relative;white-space:nowrap;cursor:default;overflow:hidden;}.bk-root .slick-header-column.ui-state-default,.bk-root .slick-group-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:0px !important;border-top:0px !important;border-bottom:0px !important;float:left;}.bk-root .slick-footerrow-column.ui-state-default{-o-text-overflow:ellipsis;text-overflow:ellipsis;margin:0;padding:4px;border-right:1px solid silver;border-left:0px;border-top:0px;border-bottom:0px;float:left;line-height:20px;vertical-align:middle;}.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:0.1px;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:0px;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 0.5s;-moz-transition:all 0.5s;-o-transition:all 0.5s;transition:all 0.5s;}.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:none;}.bk-root .slick-reorder-proxy{display:inline-block;background:blue;opacity:0.15;cursor:move;}.bk-root .slick-reorder-guide{display:inline-block;height:2px;background:blue;opacity:0.7;}.bk-root .slick-selection{z-index:10;position:absolute;border:2px dashed black;}.bk-root .slick-pane{position:absolute;outline:0;overflow:hidden;width:100%;}.bk-root .slick-pane-header{display:block;}.bk-root .slick-header{overflow:hidden;position:relative;}.bk-root .slick-headerrow{overflow:hidden;position:relative;}.bk-root .slick-top-panel-scroller{overflow:hidden;position:relative;}.bk-root .slick-top-panel{width:10000px;}.bk-root 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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(root, factory) {\n        factory(root[\"Bokeh\"], \"2.4.3\");\n      })(this, function(Bokeh, version) {\n        let define;\n        return (function(modules, entry, aliases, externals) {\n          const bokeh = typeof Bokeh !== \"undefined\" && (version != null ? 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e.getProperty(\"color\")&&(r.mathcolor=e.getProperty(\"color\")),this.Push(this.create(\"node\",\"TeXAtom\",[],{texClass:p.TEXCLASS.CLOSE}),this.create(\"token\",\"mo\",r,e.getProperty(\"delim\")),this.create(\"node\",\"TeXAtom\",[],{texClass:p.TEXCLASS.OPEN})),this.env={},[[this],!0]}return t.prototype.checkItem.call(this,e)},e.errors=Object.assign(Object.create(y.BaseItem.errors),{stop:[\"ExtraLeftMissingRight\",\"Extra \\\\left or missing \\\\right\"]}),e}(y.BaseItem);r.LeftItem=O;var k=function(t){function e(e,r,n){var i=t.call(this,e)||this;return i.setProperty(\"delim\",r),n&&i.setProperty(\"color\",n),i}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"middle\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isClose\",{get:function(){return!0},enumerable:!1,configurable:!0}),e}(y.BaseItem);r.Middle=k;var j=function(t){function e(e,r,n){var i=t.call(this,e)||this;return i.setProperty(\"delim\",r),n&&i.setProperty(\"color\",n),i}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"right\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isClose\",{get:function(){return!0},enumerable:!1,configurable:!0}),e}(y.BaseItem);r.RightItem=j;var E=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"begin\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isOpen\",{get:function(){return!0},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(e){if(e.isKind(\"end\")){if(e.getName()!==this.getName())throw new f.default(\"EnvBadEnd\",\"\\\\begin{%1} ended with \\\\end{%2}\",this.getName(),e.getName());return this.getProperty(\"end\")?y.BaseItem.fail:[[this.factory.create(\"mml\",this.toMml())],!0]}if(e.isKind(\"stop\"))throw new f.default(\"EnvMissingEnd\",\"Missing 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n=e.First;if(!e.isKind(\"mml\")||!n)return[[r,e],!0];if(d.default.isType(n,\"mstyle\")&&n.childNodes.length&&d.default.isType(n.childNodes[0].childNodes[0],\"mspace\")||d.default.isType(n,\"mspace\"))return[[r,e],!0];d.default.isEmbellished(n)&&(n=d.default.getCoreMO(n));var i=d.default.getForm(n);if(null!=i&&[0,0,1,1,0,1,1,0,0,0][i[2]])return[[r,e],!0]}var o=this.create(\"token\",\"mo\",{texClass:p.TEXCLASS.NONE},c.entities.ApplyFunction);return[[r,o,e],!0]}return t.prototype.checkItem.apply(this,arguments)},e}(y.BaseItem);r.FnItem=A;var S=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.remap=l.MapHandler.getMap(\"not_remap\"),e}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"not\"},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(t){var e,r,n;if(t.isKind(\"open\")||t.isKind(\"left\"))return 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e=t.First;if(e.isKind(\"mstyle\")&&e.notParent&&(e=d.default.getChildren(d.default.getChildren(e)[0])[0]),e.isKind(\"mspace\")){if(e!==t.First){var r=this.create(\"node\",\"mrow\",[t.Pop()]);t.Push(r)}this.factory.configuration.addNode(\"nonscript\",t.First)}}return[[t],!0]},e}(y.BaseItem);r.NonscriptItem=K;var F=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"dots\"},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(t){if(t.isKind(\"open\")||t.isKind(\"left\"))return y.BaseItem.success;var e=this.getProperty(\"ldots\"),r=t.First;if(t.isKind(\"mml\")&&d.default.isEmbellished(r)){var n=d.default.getTexClass(d.default.getCoreMO(r));n!==p.TEXCLASS.BIN&&n!==p.TEXCLASS.REL||(e=this.getProperty(\"cdots\"))}return[[e,t],!0]},e}(y.BaseItem);r.DotsItem=F;var N=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return 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t=this.arraydef.scriptlevel;delete this.arraydef.scriptlevel;var e=this.create(\"node\",\"mtable\",this.table,this.arraydef);return t&&e.setProperty(\"scriptlevel\",t),4===this.frame.length?d.default.setAttribute(e,\"frame\",this.dashed?\"dashed\":\"solid\"):this.frame.length&&(this.arraydef.rowlines&&(this.arraydef.rowlines=this.arraydef.rowlines.replace(/none( none)+$/,\"none\")),d.default.setAttribute(e,\"frame\",\"\"),e=this.create(\"node\",\"menclose\",[e],{notation:this.frame.join(\" \")}),\"none\"===(this.arraydef.columnlines||\"none\")&&\"none\"===(this.arraydef.rowlines||\"none\")||d.default.setAttribute(e,\"data-padding\",0)),(this.getProperty(\"open\")||this.getProperty(\"close\"))&&(e=h.default.fenced(this.factory.configuration,this.getProperty(\"open\"),e,this.getProperty(\"close\"))),e},e.prototype.EndEntry=function(){var t=this.create(\"node\",\"mtd\",this.nodes);this.hfill.length&&(0===this.hfill[0]&&d.default.setAttribute(t,\"columnalign\",\"right\"),this.hfill[this.hfill.length-1]===this.Size()&&d.default.setAttribute(t,\"columnalign\",d.default.getAttribute(t,\"columnalign\")?\"center\":\"left\")),this.row.push(t),this.Clear(),this.hfill=[]},e.prototype.EndRow=function(){var t;this.getProperty(\"isNumbered\")&&3===this.row.length?(this.row.unshift(this.row.pop()),t=this.create(\"node\",\"mlabeledtr\",this.row)):t=this.create(\"node\",\"mtr\",this.row),this.table.push(t),this.row=[]},e.prototype.EndTable=function(){(this.Size()||this.row.length)&&(this.EndEntry(),this.EndRow()),this.checkLines()},e.prototype.checkLines=function(){if(this.arraydef.rowlines){var t=this.arraydef.rowlines.split(/ /);t.length===this.table.length?(this.frame.push(\"bottom\"),t.pop(),this.arraydef.rowlines=t.join(\" \")):t.length<this.table.length-1&&(this.arraydef.rowlines+=\" 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s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"eqnarray\"},enumerable:!1,configurable:!0}),e.prototype.EndEntry=function(){this.row.length&&h.default.fixInitialMO(this.factory.configuration,this.nodes);var t=this.create(\"node\",\"mtd\",this.nodes);this.row.push(t),this.Clear()},e.prototype.EndRow=function(){this.row.length>this.maxrow&&(this.maxrow=this.row.length);var t=\"mtr\",e=this.factory.configuration.tags.getTag();e&&(this.row=[e].concat(this.row),t=\"mlabeledtr\"),this.factory.configuration.tags.clearTag();var r=this.create(\"node\",t,this.row);this.table.push(r),this.row=[]},e.prototype.EndTable=function(){t.prototype.EndTable.call(this),this.factory.configuration.tags.end(),this.extendArray(\"columnalign\",this.maxrow),this.extendArray(\"columnwidth\",this.maxrow),this.extendArray(\"columnspacing\",this.maxrow-1)},e.prototype.extendArray=function(t,e){if(this.arraydef[t]){var r=this.arraydef[t].split(/ 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e,r,a=this.adaptor,i=!1,o=a.kind(t).replace(/^.*:/,\"\"),l=a.getAttribute(t,\"data-mjx-texclass\")||\"\";l&&(l=this.filterAttribute(\"data-mjx-texclass\",l)||\"\");var c=l&&\"mrow\"===o?\"TeXAtom\":o;try{for(var h=s(this.filterClassList(a.allClasses(t))),d=h.next();!d.done;d=h.next()){var u=d.value;u.match(/^MJX-TeXAtom-/)?(l=u.substr(12),c=\"TeXAtom\"):\"MJX-fixedlimits\"===u&&(i=!0)}}catch(t){e={error:t}}finally{try{d&&!d.done&&(r=h.return)&&r.call(h)}finally{if(e)throw e.error}}this.factory.getNodeClass(c)||this.error('Unknown node type \"'+c+'\"');var p=this.factory.create(c);return\"TeXAtom\"!==c||\"OP\"!==l||i||(p.setProperty(\"movesupsub\",!0),p.attributes.setInherited(\"movablelimits\",!0)),l&&(p.texClass=n.TEXCLASS[l],p.setProperty(\"texClass\",p.texClass)),this.addAttributes(p,t),this.checkClass(p,t),this.addChildren(p,t),p},t.prototype.addAttributes=function(t,e){var r,a,i=!1;try{for(var o=s(this.adaptor.allAttributes(e)),n=o.next();!n.done;n=o.next()){var l=n.value,c=l.name,h=this.filterAttribute(c,l.value);if(null!==h&&\"xmlns\"!==c)if(\"data-mjx-\"===c.substr(0,9))\"data-mjx-alternate\"===c?t.setProperty(\"variantForm\",!0):\"data-mjx-variant\"===c?(t.attributes.set(\"mathvariant\",h),i=!0):\"data-mjx-smallmatrix\"===c?(t.setProperty(\"scriptlevel\",1),t.setProperty(\"useHeight\",!1)):\"data-mjx-accent\"===c?t.setProperty(\"mathaccent\",\"true\"===h):\"data-mjx-auto-op\"===c&&t.setProperty(\"autoOP\",\"true\"===h);else if(\"class\"!==c){var d=h.toLowerCase();\"true\"===d||\"false\"===d?t.attributes.set(c,\"true\"===d):i&&\"mathvariant\"===c||t.attributes.set(c,h)}}}catch(t){r={error:t}}finally{try{n&&!n.done&&(a=o.return)&&a.call(o)}finally{if(r)throw r.error}}},t.prototype.filterAttribute=function(t,e){return e},t.prototype.filterClassList=function(t){return t},t.prototype.addChildren=function(t,e){var r,a;if(0!==t.arity){var i=this.adaptor;try{for(var o=s(i.childNodes(e)),n=o.next();!n.done;n=o.next()){var l=n.value,c=i.kind(l);if(\"#comment\"!==c)if(\"#text\"===c)this.addText(t,l);else if(t.isKind(\"annotation-xml\"))t.appendChild(this.factory.create(\"XML\").setXML(l,i));else{var h=t.appendChild(this.makeNode(l));0===h.arity&&i.childNodes(l).length&&(this.options.fixMisplacedChildren?this.addChildren(t,l):h.mError(\"There should not be children for \"+h.kind+\" nodes\",this.options.verify,!0))}}}catch(t){r={error:t}}finally{try{n&&!n.done&&(a=o.return)&&a.call(o)}finally{if(r)throw r.error}}}},t.prototype.addText=function(t,e){var r=this.adaptor.value(e);(t.isToken||t.getProperty(\"isChars\"))&&t.arity?(t.isToken&&(r=c.translate(r),r=this.trimSpace(r)),t.appendChild(this.factory.create(\"text\").setText(r))):r.match(/\\S/)&&this.error('Unexpected text node \"'+r+'\"')},t.prototype.checkClass=function(t,e){var r,a,i=[];try{for(var o=s(this.filterClassList(this.adaptor.allClasses(e))),n=o.next();!n.done;n=o.next()){var l=n.value;\"MJX-\"===l.substr(0,4)?\"MJX-variant\"===l?t.setProperty(\"variantForm\",!0):\"MJX-TeXAtom\"!==l.substr(0,11)&&t.attributes.set(\"mathvariant\",this.fixCalligraphic(l.substr(3))):i.push(l)}}catch(t){r={error:t}}finally{try{n&&!n.done&&(a=o.return)&&a.call(o)}finally{if(r)throw r.error}}i.length&&t.attributes.set(\"class\",i.join(\" \"))},t.prototype.fixCalligraphic=function(t){return t.replace(/caligraphic/,\"calligraphic\")},t.prototype.markMrows=function(t){if(t.isKind(\"mrow\")&&!t.isInferred&&t.childNodes.length>=2){var e=t.childNodes[0],r=t.childNodes[t.childNodes.length-1];e.isKind(\"mo\")&&e.attributes.get(\"fence\")&&e.attributes.get(\"stretchy\")&&r.isKind(\"mo\")&&r.attributes.get(\"fence\")&&r.attributes.get(\"stretchy\")&&(e.childNodes.length&&t.setProperty(\"open\",e.getText()),r.childNodes.length&&t.setProperty(\"close\",r.getText()))}},t.prototype.trimSpace=function(t){return t.replace(/[\\t\\n\\r]/g,\" \").replace(/^ +/,\"\").replace(/ +$/,\"\").replace(/  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i=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!i)return t;var o,n,r=i.call(t),s=[];try{for(;(void 0===e||e-- >0)&&!(o=r.next()).done;)s.push(o.value)}catch(t){n={error:t}}finally{try{o&&!o.done&&(i=r.return)&&i.call(r)}finally{if(n)throw n.error}}return s};o();var c=t(566),l=t(570),p=t(661),f=t(713),u=t(530),d=t(560);i.SVGNS=\"http://www.w3.org/2000/svg\",i.XLINKNS=\"http://www.w3.org/1999/xlink\";var y=function(t){function e(e){void 0===e&&(e=null);var i=t.call(this,e,l.SVGWrapperFactory,p.TeXFont)||this;return i.minwidth=0,i.shift=0,i.container=null,i.svgStyles=null,i.fontCache=new f.FontCache(i),i}return 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n=o.getAttribute(this.container,\"justify\")||\"center\";this.setIndent(e,n,this.shift)}},e.prototype.setIndent=function(t,e,i){\"center\"!==e&&\"left\"!==e||this.adaptor.setStyle(t,\"margin-left\",this.ex(i)),\"center\"!==e&&\"right\"!==e||this.adaptor.setStyle(t,\"margin-right\",this.ex(-i))},e.prototype.ex=function(t){return t/=this.font.params.x_height,Math.abs(t)<.001?\"0\":t.toFixed(3).replace(/\\.?0+$/,\"\")+\"ex\"},e.prototype.svg=function(t,e,o){return void 0===e&&(e={}),void 0===o&&(o=[]),this.html(t,e,o,i.SVGNS)},e.prototype.unknownText=function(t,e){var i=this.math.metrics,o=this.font.params.x_height/i.ex*i.em*1e3,n=this.svg(\"text\",{\"data-variant\":e,transform:\"scale(1,-1)\",\"font-size\":this.fixed(o,1)+\"px\"},[this.text(t)]),r=this.adaptor;if(\"-explicitFont\"!==e){var s=u.unicodeChars(t);if(1!==s.length||s[0]<119808||s[0]>120831){var a=h(this.font.getCssFont(e),3),c=a[0],l=a[1],p=a[2];r.setAttribute(n,\"font-family\",c),l&&r.setAttribute(n,\"font-style\",\"italic\"),p&&r.setAttribute(n,\"font-weight\",\"bold\")}}return n},e.prototype.measureTextNode=function(t){var e=this.adaptor;t=e.clone(t),e.removeAttribute(t,\"transform\");var i=this.fixed(1e3*this.font.params.x_height,1),o=this.svg(\"svg\",{position:\"absolute\",visibility:\"hidden\",width:\"1ex\",height:\"1ex\",viewBox:[0,0,i,i].join(\" \")},[t]);e.append(e.body(e.document),o);var n=e.nodeSize(t,1e3,!0)[0];return e.remove(o),{w:n,h:.75,d:.2}},e.NAME=\"SVG\",e.OPTIONS=a(a({},c.CommonOutputJax.OPTIONS),{internalSpeechTitles:!0,titleID:0,fontCache:\"local\",localID:null}),e.commonStyles={'mjx-container[jax=\"SVG\"]':{direction:\"ltr\"},'mjx-container[jax=\"SVG\"] > svg':{overflow:\"visible\",\"min-height\":\"1px\",\"min-width\":\"1px\"},'mjx-container[jax=\"SVG\"] > svg 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i=h(t.math),s=i.next();!s.done;s=i.next()){var a=s.value,l=n.parent(a.start.node);if(a.state()<p.STATE.METRICS&&l){var c=r[a.display?1:0].get(l),y=c.em,u=c.ex,d=c.containerWidth,f=c.lineWidth,m=c.scale,x=c.family;a.setMetrics(y,u,d,f,m),this.options.mtextInheritFont&&(a.outputData.mtextFamily=x),this.options.merrorInheritFont&&(a.outputData.merrorFamily=x),a.state(p.STATE.METRICS)}}}catch(t){e={error:t}}finally{try{s&&!s.done&&(o=i.return)&&o.call(i)}finally{if(e)throw e.error}}},e.prototype.getMetricsFor=function(t,e){var o=this.options.mtextInheritFont||this.options.merrorInheritFont,n=this.getTestElement(t,e),r=this.measureMetrics(n,o);return this.adaptor.remove(n),r},e.prototype.getMetricMaps=function(t){var e,o,n,r,i,s,a,l,c,y,u=this.adaptor,d=[new Map,new Map];try{for(var f=h(t.math),m=f.next();!m.done;m=f.next()){var x=m.value;if((C=u.parent(x.start.node))&&x.state()<p.STATE.METRICS){var v=d[x.display?1:0];v.has(C)||v.set(C,this.getTestElement(C,x.display))}}}catch(t){e={error:t}}finally{try{m&&!m.done&&(o=f.return)&&o.call(f)}finally{if(e)throw e.error}}var S=this.options.mtextInheritFont||this.options.merrorInheritFont,g=[new Map,new Map];try{for(var w=h(g.keys()),b=w.next();!b.done;b=w.next()){var M=b.value;try{for(var F=(i=void 0,h(d[M].keys())),T=F.next();!T.done;T=F.next()){var C=T.value;g[M].set(C,this.measureMetrics(d[M].get(C),S))}}catch(t){i={error:t}}finally{try{T&&!T.done&&(s=F.return)&&s.call(F)}finally{if(i)throw i.error}}}}catch(t){n={error:t}}finally{try{b&&!b.done&&(r=w.return)&&r.call(w)}finally{if(n)throw n.error}}try{for(var O=h(g.keys()),I=O.next();!I.done;I=O.next()){M=I.value;try{for(var _=(c=void 0,h(d[M].values())),j=_.next();!j.done;j=_.next()){C=j.value;u.remove(C)}}catch(t){c={error:t}}finally{try{j&&!j.done&&(y=_.return)&&y.call(_)}finally{if(c)throw c.error}}}}catch(t){a={error:t}}finally{try{I&&!I.done&&(l=O.return)&&l.call(O)}finally{if(a)throw a.error}}return g},e.prototype.getTestElement=function(t,e){var o=this.adaptor;if(!this.testInline){this.testInline=this.html(\"mjx-test\",{style:{display:\"inline-block\",width:\"100%\",\"font-style\":\"normal\",\"font-weight\":\"normal\",\"font-size\":\"100%\",\"font-size-adjust\":\"none\",\"text-indent\":0,\"text-transform\":\"none\",\"letter-spacing\":\"normal\",\"word-spacing\":\"normal\",overflow:\"hidden\",height:\"1px\",\"margin-right\":\"-1px\"}},[this.html(\"mjx-left-box\",{style:{display:\"inline-block\",width:0,float:\"left\"}}),this.html(\"mjx-ex-box\",{style:{position:\"absolute\",overflow:\"hidden\",width:\"1px\",height:\"60ex\"}}),this.html(\"mjx-right-box\",{style:{display:\"inline-block\",width:0,float:\"right\"}})]),this.testDisplay=o.clone(this.testInline),o.setStyle(this.testDisplay,\"display\",\"table\"),o.setStyle(this.testDisplay,\"margin-right\",\"\"),o.setStyle(o.firstChild(this.testDisplay),\"display\",\"none\");var n=o.lastChild(this.testDisplay);o.setStyle(n,\"display\",\"table-cell\"),o.setStyle(n,\"width\",\"10000em\"),o.setStyle(n,\"float\",\"\")}return o.append(t,o.clone(e?this.testDisplay:this.testInline))},e.prototype.measureMetrics=function(t,e){var o=this.adaptor,n=e?o.fontFamily(t):\"\",r=o.fontSize(t),i=l(o.nodeSize(o.childNode(t,1)),2),s=i[0],a=i[1],h=s?a/60:r*this.options.exFactor;return{em:r,ex:h,containerWidth:s?\"table\"===o.getStyle(t,\"display\")?o.nodeSize(o.lastChild(t))[0]-1:o.nodeBBox(o.lastChild(t)).left-o.nodeBBox(o.firstChild(t)).left-2:1e6,lineWidth:1e6,scale:Math.max(this.options.minScale,this.options.matchFontHeight?h/this.font.params.x_height/r:1),family:n}},e.prototype.styleSheet=function(t){var e,o;if(this.setDocument(t),this.cssStyles.clear(),this.cssStyles.addStyles(this.constructor.commonStyles),\"getStyles\"in t)try{for(var n=h(t.getStyles()),r=n.next();!r.done;r=n.next()){var 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e=this.adaptor,o=this.html(\"mjx-xml-block\",{style:{display:\"inline-block\"}},[e.clone(t)]),n=this.html(\"mjx-baseline\",{style:{display:\"inline-block\",width:0,height:0}}),r=this.html(\"mjx-measure-xml\",{style:{position:\"absolute\",display:\"inline-block\",\"font-family\":\"initial\",\"line-height\":\"normal\"}},[n,o]);e.append(e.parent(this.math.start.node),this.container),e.append(this.container,r);var i=this.math.metrics.em*this.math.metrics.scale,s=e.nodeBBox(o),a=s.left,l=s.right,h=s.bottom,c=s.top,p=(l-a)/i,y=(e.nodeBBox(n).top-c)/i,u=(h-c)/i-y;return e.remove(this.container),e.remove(r),{w:p,h:y,d:u}},e.prototype.cssFontStyles=function(t,e){void 0===e&&(e={});var o=l(t,3),n=o[0],r=o[1],i=o[2];return e[\"font-family\"]=this.font.getFamily(n),r&&(e[\"font-style\"]=\"italic\"),i&&(e[\"font-weight\"]=\"bold\"),e},e.prototype.getFontData=function(t){return t||(t=new 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f=t(577),l=t(530),y=t(578);r.DirectionVH=((s={})[1]=\"v\",s[2]=\"h\",s),r.CommonMoMixin=function(t){return function(t){function e(){for(var e=[],r=0;r<arguments.length;r++)e[r]=arguments[r];var i=t.apply(this,u([],c(e)))||this;return i.size=null,i.isAccent=i.node.isAccent,i}return a(e,t),e.prototype.computeBBox=function(t,e){if(void 0===e&&(e=!1),this.protoBBox(t),this.node.attributes.get(\"symmetric\")&&2!==this.stretch.dir){var r=this.getCenterOffset(t);t.h+=r,t.d-=r}this.node.getProperty(\"mathaccent\")&&(0===this.stretch.dir||this.size>=0)&&(t.w=0)},e.prototype.protoBBox=function(e){var r=0!==this.stretch.dir;r&&null===this.size&&this.getStretchedVariant([0]),r&&this.size<0||(t.prototype.computeBBox.call(this,e),this.copySkewIC(e))},e.prototype.getAccentOffset=function(){var t=f.BBox.empty();return this.protoBBox(t),-t.w/2},e.prototype.getCenterOffset=function(e){return void 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n=t.apply(this,l([],a(e)))||this;if(n.bevel=null,n.pad=n.node.getProperty(\"withDelims\")?0:n.font.params.nulldelimiterspace,n.node.attributes.get(\"bevelled\")){var i=n.getBevelData(n.isDisplay()).H,r=n.bevel=n.createMo(\"/\");r.node.attributes.set(\"symmetric\",!0),r.canStretch(1),r.getStretchedVariant([i],!0)}return n}return s(e,t),e.prototype.computeBBox=function(t,e){void 0===e&&(e=!1),t.empty();var o=this.node.attributes.getList(\"linethickness\",\"bevelled\"),n=o.linethickness,i=o.bevelled,r=this.isDisplay(),s=null;if(i)this.getBevelledBBox(t,r);else{var a=this.length2em(String(n),.06);s=-2*this.pad,0===a?this.getAtopBBox(t,r):(this.getFractionBBox(t,r,a),s-=.2),s+=t.w}t.clean(),this.setChildPWidths(e,s)},e.prototype.getFractionBBox=function(t,e,o){var n=this.childNodes[0].getBBox(),i=this.childNodes[1].getBBox(),r=this.font.params.axis_height,s=this.getTUV(e,o),a=s.T,l=s.u,h=s.v;t.combine(n,0,r+a+Math.max(n.d*n.rscale,l)),t.combine(i,0,r-a-Math.max(i.h*i.rscale,h)),t.w+=2*this.pad+.2},e.prototype.getTUV=function(t,e){var o=this.font.params,n=o.axis_height,i=(t?3.5:1.5)*e;return{T:(t?3.5:1.5)*e,u:(t?o.num1:o.num2)-n-i,v:(t?o.denom1:o.denom2)+n-i}},e.prototype.getAtopBBox=function(t,e){var o=this.getUVQ(e),n=o.u,i=o.v,r=o.nbox,s=o.dbox;t.combine(r,0,n),t.combine(s,0,-i),t.w+=2*this.pad},e.prototype.getUVQ=function(t){var e=this.childNodes[0].getBBox(),o=this.childNodes[1].getBBox(),n=this.font.params,i=a(t?[n.num1,n.denom1]:[n.num3,n.denom2],2),r=i[0],s=i[1],l=(t?7:3)*n.rule_thickness,h=r-e.d*e.scale-(o.h*o.scale-s);return h<l&&(r+=(l-h)/2,s+=(l-h)/2,h=l),{u:r,v:s,q:h,nbox:e,dbox:o}},e.prototype.getBevelledBBox=function(t,e){var o=this.getBevelData(e),n=o.u,i=o.v,r=o.delta,s=o.nbox,a=o.dbox,l=this.bevel.getBBox();t.combine(s,0,n),t.combine(l,t.w-r/2,0),t.combine(a,t.w-r/2,i)},e.prototype.getBevelData=function(t){var e=this.childNodes[0].getBBox(),o=this.childNodes[1].getBBox(),n=t?.4:.15,i=Math.max(e.scale*(e.h+e.d),o.scale*(o.h+o.d))+2*n,r=this.font.params.axis_height;return{H:i,delta:n,u:e.scale*(e.d-e.h)/2+r+n,v:o.scale*(o.d-o.h)/2+r-n,nbox:e,dbox:o}},e.prototype.canStretch=function(t){return!1},e.prototype.isDisplay=function(){var t=this.node.attributes.getList(\"displaystyle\",\"scriptlevel\"),e=t.displaystyle,o=t.scriptlevel;return e&&0===o},e.prototype.getWrapWidth=function(t){var e=this.node.attributes;return e.get(\"bevelled\")?this.childNodes[t].getBBox().w:this.getBBox().w-(this.length2em(e.get(\"linethickness\"))?.2:0)-2*this.pad},e.prototype.getChildAlign=function(t){var e=this.node.attributes;return e.get(\"bevelled\")?\"left\":e.get([\"numalign\",\"denomalign\"][t])},e}(t)}},\n      611: function _(t,e,r,n,o){var i,l=this&&this.__extends||(i=function(t,e){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},i(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}i(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),s=this&&this.__assign||function(){return s=Object.assign||function(t){for(var e,r=1,n=arguments.length;r<n;r++)for(var o in e=arguments[r])Object.prototype.hasOwnProperty.call(e,o)&&(t[o]=e[o]);return t},s.apply(this,arguments)},u=this&&this.__values||function(t){var e=\"function\"==typeof Symbol&&Symbol.iterator,r=e&&t[e],n=0;if(r)return r.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&n>=t.length&&(t=void 0),{value:t&&t[n++],done:!t}}};throw new TypeError(e?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};n();var a=t(533),c=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return l(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"mfrac\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"arity\",{get:function(){return 2},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"linebreakContainer\",{get:function(){return!0},enumerable:!1,configurable:!0}),e.prototype.setTeXclass=function(t){var e,r;this.getPrevClass(t);try{for(var n=u(this.childNodes),o=n.next();!o.done;o=n.next()){o.value.setTeXclass(null)}}catch(t){e={error:t}}finally{try{o&&!o.done&&(r=n.return)&&r.call(n)}finally{if(e)throw e.error}}return this},e.prototype.setChildInheritedAttributes=function(t,e,r,n){(!e||r>0)&&r++,this.childNodes[0].setInheritedAttributes(t,!1,r,n),this.childNodes[1].setInheritedAttributes(t,!1,r,!0)},e.defaults=s(s({},a.AbstractMmlBaseNode.defaults),{linethickness:\"medium\",numalign:\"center\",denomalign:\"center\",bevelled:!1}),e}(a.AbstractMmlBaseNode);r.MmlMfrac=c},\n      612: function _(t,o,i,s,n){var e,r=this&&this.__extends||(e=function(t,o){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,o){t.__proto__=o}||function(t,o){for(var i in o)Object.prototype.hasOwnProperty.call(o,i)&&(t[i]=o[i])},e(t,o)},function(t,o){if(\"function\"!=typeof o&&null!==o)throw new TypeError(\"Class extends value \"+String(o)+\" is not a constructor or null\");function i(){this.constructor=t}e(t,o),t.prototype=null===o?Object.create(o):(i.prototype=o.prototype,new i)});s();var h=t(574),p=t(613),a=t(614),d=function(t){function o(){var o=null!==t&&t.apply(this,arguments)||this;return o.dx=0,o}return r(o,t),o.prototype.toSVG=function(t){var o=this.childNodes[this.surd],i=this.childNodes[this.base],s=this.root?this.childNodes[this.root]:null,n=this.getBBox(),e=o.getBBox(),r=i.getBBox(),h=this.getPQ(e)[1],p=this.font.params.rule_thickness*this.bbox.scale,a=r.h+h+p,d=this.standardSVGnode(t),c=this.adaptor.append(d,this.svg(\"g\"));this.addRoot(d,s,e,a),o.toSVG(d),o.place(this.dx,n.h-e.h-p),i.toSVG(c),i.place(this.dx+e.w,0),this.adaptor.append(d,this.svg(\"rect\",{width:this.fixed(r.w),height:this.fixed(p),x:this.fixed(this.dx+e.w),y:this.fixed(n.h-2*p)}))},o.prototype.addRoot=function(t,o,i,s){},o.kind=a.MmlMsqrt.prototype.kind,o}(p.CommonMsqrtMixin(h.SVGWrapper));i.SVGmsqrt=d},\n      613: function _(t,e,r,o,n){var i,s=this&&this.__extends||(i=function(t,e){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},i(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}i(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),u=this&&this.__read||function(t,e){var r=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!r)return t;var o,n,i=r.call(t),s=[];try{for(;(void 0===e||e-- >0)&&!(o=i.next()).done;)s.push(o.value)}catch(t){n={error:t}}finally{try{o&&!o.done&&(r=i.return)&&r.call(i)}finally{if(n)throw n.error}}return s},a=this&&this.__spreadArray||function(t,e){for(var r=0,o=e.length,n=t.length;r<o;r++,n++)t[n]=e[r];return t};o();var c=t(577);r.CommonMsqrtMixin=function(t){return function(t){function e(){for(var e=[],r=0;r<arguments.length;r++)e[r]=arguments[r];var o=t.apply(this,a([],u(e)))||this,n=o.createMo(\"\\u221a\");n.canStretch(1);var i=o.childNodes[o.base].getBBox(),s=i.h,c=i.d,h=o.font.params.rule_thickness,p=o.node.attributes.get(\"displaystyle\")?o.font.params.x_height:h;return o.surdH=s+c+2*h+p/4,n.getStretchedVariant([o.surdH-c,c],!0),o}return s(e,t),Object.defineProperty(e.prototype,\"base\",{get:function(){return 0},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"surd\",{get:function(){return 1},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"root\",{get:function(){return null},enumerable:!1,configurable:!0}),e.prototype.createMo=function(e){var r=t.prototype.createMo.call(this,e);return this.childNodes.push(r),r},e.prototype.computeBBox=function(t,e){void 0===e&&(e=!1);var r=this.childNodes[this.surd].getBBox(),o=new c.BBox(this.childNodes[this.base].getBBox()),n=this.getPQ(r)[1],i=this.font.params.rule_thickness,s=o.h+n+i,a=u(this.getRootDimens(r,s),1)[0];t.h=s+i,this.combineRootBBox(t,r,s),t.combine(r,a,s-r.h),t.combine(o,a+r.w,0),t.clean(),this.setChildPWidths(e)},e.prototype.combineRootBBox=function(t,e,r){},e.prototype.getPQ=function(t){var e=this.font.params.rule_thickness,r=this.node.attributes.get(\"displaystyle\")?this.font.params.x_height:e;return[r,t.h+t.d>this.surdH?(t.h+t.d-(this.surdH-2*e-r/2))/2:e+r/4]},e.prototype.getRootDimens=function(t,e){return[0,0,0,0]},e}(t)}},\n      614: function _(t,e,r,n,o){var i,s=this&&this.__extends||(i=function(t,e){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},i(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}i(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),u=this&&this.__assign||function(){return u=Object.assign||function(t){for(var e,r=1,n=arguments.length;r<n;r++)for(var o in e=arguments[r])Object.prototype.hasOwnProperty.call(e,o)&&(t[o]=e[o]);return t},u.apply(this,arguments)};n();var c=t(533),l=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.texclass=c.TEXCLASS.ORD,e}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"msqrt\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"arity\",{get:function(){return-1},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"linebreakContainer\",{get:function(){return!0},enumerable:!1,configurable:!0}),e.prototype.setTeXclass=function(t){return this.getPrevClass(t),this.childNodes[0].setTeXclass(null),this},e.prototype.setChildInheritedAttributes=function(t,e,r,n){this.childNodes[0].setInheritedAttributes(t,e,r,!0)},e.defaults=u({},c.AbstractMmlNode.defaults),e}(c.AbstractMmlNode);r.MmlMsqrt=l},\n      615: function _(t,o,r,n,e){var i,c=this&&this.__extends||(i=function(t,o){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,o){t.__proto__=o}||function(t,o){for(var r in o)Object.prototype.hasOwnProperty.call(o,r)&&(t[r]=o[r])},i(t,o)},function(t,o){if(\"function\"!=typeof o&&null!==o)throw new TypeError(\"Class extends value \"+String(o)+\" is not a constructor or null\");function r(){this.constructor=t}i(t,o),t.prototype=null===o?Object.create(o):(r.prototype=o.prototype,new r)}),l=this&&this.__read||function(t,o){var r=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!r)return t;var n,e,i=r.call(t),c=[];try{for(;(void 0===o||o-- 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e(){this.constructor=t}i(t,o),t.prototype=null===o?Object.create(o):(e.prototype=o.prototype,new e)});r(),e.CommonMrootMixin=function(t){return function(t){function o(){return null!==t&&t.apply(this,arguments)||this}return c(o,t),Object.defineProperty(o.prototype,\"surd\",{get:function(){return 2},enumerable:!1,configurable:!0}),Object.defineProperty(o.prototype,\"root\",{get:function(){return 1},enumerable:!1,configurable:!0}),o.prototype.combineRootBBox=function(t,o,e){var r=this.childNodes[this.root].getBBox(),n=this.getRootDimens(o,e)[1];t.combine(r,0,n)},o.prototype.getRootDimens=function(t,o){var e=this.childNodes[this.surd],r=this.childNodes[this.root].getBBox(),n=(e.size<0?.5:.6)*t.w,i=r.w,c=r.rscale,u=Math.max(i,n/c),s=Math.max(0,u-i);return[u*c-n,this.rootHeight(r,t,e.size,o),s]},o.prototype.rootHeight=function(t,o,e,r){var n=o.h+o.d;return(e<0?1.9:.55*n)-(n-r)+Math.max(0,t.d*t.rscale)},o}(t)}},\n      617: function _(t,e,r,n,o){var s,i=this&&this.__extends||(s=function(t,e){return s=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},s(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}s(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),c=this&&this.__assign||function(){return c=Object.assign||function(t){for(var e,r=1,n=arguments.length;r<n;r++)for(var o in e=arguments[r])Object.prototype.hasOwnProperty.call(e,o)&&(t[o]=e[o]);return t},c.apply(this,arguments)};n();var u=t(533),l=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.texclass=u.TEXCLASS.ORD,e}return i(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"mroot\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"arity\",{get:function(){return 2},enumerable:!1,configurable:!0}),e.prototype.setTeXclass=function(t){return this.getPrevClass(t),this.childNodes[0].setTeXclass(null),this.childNodes[1].setTeXclass(null),this},e.prototype.setChildInheritedAttributes=function(t,e,r,n){this.childNodes[0].setInheritedAttributes(t,e,r,!0),this.childNodes[1].setInheritedAttributes(t,!1,r+2,n)},e.defaults=c({},u.AbstractMmlNode.defaults),e}(u.AbstractMmlNode);r.MmlMroot=l},\n      618: function _(t,n,r,e,o){var i,l=this&&this.__extends||(i=function(t,n){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,n){t.__proto__=n}||function(t,n){for(var r in n)Object.prototype.hasOwnProperty.call(n,r)&&(t[r]=n[r])},i(t,n)},function(t,n){if(\"function\"!=typeof n&&null!==n)throw new TypeError(\"Class extends value \"+String(n)+\" is not a 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i=l(this.childNodes.slice(1)),s=i.next();!s.done;s=i.next()){var a=s.value;this.addMo(o.separators[n++]),e.childNodes.push(a)}}catch(r){t={error:r}}finally{try{s&&!s.done&&(r=i.return)&&r.call(i)}finally{if(t)throw t.error}}this.addMo(o.close),e.stretchChildren()},r.prototype.addMo=function(t){if(t){var r=this.wrap(t);this.mrow.childNodes.push(r),r.parent=this.mrow}},r.prototype.computeBBox=function(t,r){void 0===r&&(r=!1),t.updateFrom(this.mrow.getBBox()),this.setChildPWidths(r)},r}(t)}},\n      620: function _(t,e,r,o,s){var n,i=this&&this.__extends||(n=function(t,e){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},n(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),a=this&&this.__assign||function(){return a=Object.assign||function(t){for(var e,r=1,o=arguments.length;r<o;r++)for(var s in e=arguments[r])Object.prototype.hasOwnProperty.call(e,s)&&(t[s]=e[s]);return t},a.apply(this,arguments)},l=this&&this.__values||function(t){var e=\"function\"==typeof Symbol&&Symbol.iterator,r=e&&t[e],o=0;if(r)return r.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&o>=t.length&&(t=void 0),{value:t&&t[o++],done:!t}}};throw new TypeError(e?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};o();var c=t(533),h=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.texclass=c.TEXCLASS.INNER,e.separators=[],e.open=null,e.close=null,e}return i(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"mfenced\"},enumerable:!1,configurable:!0}),e.prototype.setTeXclass=function(t){this.getPrevClass(t),this.open&&(t=this.open.setTeXclass(t)),this.childNodes[0]&&(t=this.childNodes[0].setTeXclass(t));for(var e=1,r=this.childNodes.length;e<r;e++)this.separators[e-1]&&(t=this.separators[e-1].setTeXclass(t)),this.childNodes[e]&&(t=this.childNodes[e].setTeXclass(t));return this.close&&(t=this.close.setTeXclass(t)),this.updateTeXclass(this.open),t},e.prototype.setChildInheritedAttributes=function(e,r,o,s){var n,i;this.addFakeNodes();try{for(var a=l([this.open,this.close].concat(this.separators)),c=a.next();!c.done;c=a.next()){var h=c.value;h&&h.setInheritedAttributes(e,r,o,s)}}catch(t){n={error:t}}finally{try{c&&!c.done&&(i=a.return)&&i.call(a)}finally{if(n)throw n.error}}t.prototype.setChildInheritedAttributes.call(this,e,r,o,s)},e.prototype.addFakeNodes=function(){var t,e,r=this.attributes.getList(\"open\",\"close\",\"separators\"),o=r.open,s=r.close,n=r.separators;if(o=o.replace(/[ \\t\\n\\r]/g,\"\"),s=s.replace(/[ \\t\\n\\r]/g,\"\"),n=n.replace(/[ \\t\\n\\r]/g,\"\"),o&&(this.open=this.fakeNode(o,{fence:!0,form:\"prefix\"},c.TEXCLASS.OPEN)),n){for(;n.length<this.childNodes.length-1;)n+=n.charAt(n.length-1);var i=0;try{for(var a=l(this.childNodes.slice(1)),h=a.next();!h.done;h=a.next()){h.value&&this.separators.push(this.fakeNode(n.charAt(i++)))}}catch(e){t={error:e}}finally{try{h&&!h.done&&(e=a.return)&&e.call(a)}finally{if(t)throw t.error}}}s&&(this.close=this.fakeNode(s,{fence:!0,form:\"postfix\"},c.TEXCLASS.CLOSE))},e.prototype.fakeNode=function(t,e,r){void 0===e&&(e={}),void 0===r&&(r=null);var o=this.factory.create(\"text\").setText(t),s=this.factory.create(\"mo\",e,[o]);return s.texClass=r,s.parent=this,s},e.defaults=a(a({},c.AbstractMmlNode.defaults),{open:\"(\",close:\")\",separators:\",\"}),e}(c.AbstractMmlNode);r.MmlMfenced=h},\n      621: function _(t,n,o,r,i){var e,s=this&&this.__extends||(e=function(t,n){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,n){t.__proto__=n}||function(t,n){for(var o in n)Object.prototype.hasOwnProperty.call(n,o)&&(t[o]=n[o])},e(t,n)},function(t,n){if(\"function\"!=typeof n&&null!==n)throw new TypeError(\"Class extends value \"+String(n)+\" is not a constructor or null\");function o(){this.constructor=t}e(t,n),t.prototype=null===n?Object.create(n):(o.prototype=n.prototype,new o)}),u=this&&this.__read||function(t,n){var o=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!o)return t;var r,i,e=o.call(t),s=[];try{for(;(void 0===n||n-- >0)&&!(r=e.next()).done;)s.push(r.value)}catch(t){i={error:t}}finally{try{r&&!r.done&&(o=e.return)&&o.call(e)}finally{if(i)throw i.error}}return s};r();var p=t(622),l=t(624),a=t(624),c=t(624),f=t(625),h=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return s(n,t),n.kind=f.MmlMsub.prototype.kind,n}(l.CommonMsubMixin(p.SVGscriptbase));o.SVGmsub=h;var y=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return s(n,t),n.kind=f.MmlMsup.prototype.kind,n}(a.CommonMsupMixin(p.SVGscriptbase));o.SVGmsup=y;var d=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return s(n,t),n.prototype.toSVG=function(t){var n=this.standardSVGnode(t),o=u([this.baseChild,this.supChild,this.subChild],3),r=o[0],i=o[1],e=o[2],s=this.getBaseWidth(),p=this.getAdjustedIc(),l=u(this.getUVQ(),2),a=l[0],c=l[1];r.toSVG(n),i.toSVG(n),e.toSVG(n),e.place(s,c),i.place(s+p,a)},n.kind=f.MmlMsubsup.prototype.kind,n}(c.CommonMsubsupMixin(p.SVGscriptbase));o.SVGmsubsup=d},\n      622: function _(t,r,o,n,e){var i,s=this&&this.__extends||(i=function(t,r){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,r){t.__proto__=r}||function(t,r){for(var o in r)Object.prototype.hasOwnProperty.call(r,o)&&(t[o]=r[o])},i(t,r)},function(t,r){if(\"function\"!=typeof r&&null!==r)throw new TypeError(\"Class extends value \"+String(r)+\" is not a constructor or null\");function o(){this.constructor=t}i(t,r),t.prototype=null===r?Object.create(r):(o.prototype=r.prototype,new o)}),a=this&&this.__read||function(t,r){var o=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!o)return t;var n,e,i=o.call(t),s=[];try{for(;(void 0===r||r-- >0)&&!(n=i.next()).done;)s.push(n.value)}catch(t){e={error:t}}finally{try{n&&!n.done&&(o=i.return)&&o.call(i)}finally{if(e)throw e.error}}return s};n();var c=t(574),l=function(t){function r(){return null!==t&&t.apply(this,arguments)||this}return s(r,t),r.prototype.toSVG=function(t){var r=this.standardSVGnode(t),o=this.getBaseWidth(),n=a(this.getOffset(),2),e=n[0],i=n[1];this.baseChild.toSVG(r),this.scriptChild.toSVG(r),this.scriptChild.place(o+e,i)},r.kind=\"scriptbase\",r}(t(623).CommonScriptbaseMixin(c.SVGWrapper));o.SVGscriptbase=l},\n      623: function _(e,t,r,i,n){var s,o=this&&this.__extends||(s=function(e,t){return s=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var r in t)Object.prototype.hasOwnProperty.call(t,r)&&(e[r]=t[r])},s(e,t)},function(e,t){if(\"function\"!=typeof t&&null!==t)throw new TypeError(\"Class extends value \"+String(t)+\" is not a constructor or null\");function r(){this.constructor=e}s(e,t),e.prototype=null===t?Object.create(t):(r.prototype=t.prototype,new r)}),a=this&&this.__read||function(e,t){var r=\"function\"==typeof Symbol&&e[Symbol.iterator];if(!r)return e;var i,n,s=r.call(e),o=[];try{for(;(void 0===t||t-- >0)&&!(i=s.next()).done;)o.push(i.value)}catch(e){n={error:e}}finally{try{i&&!i.done&&(r=s.return)&&r.call(s)}finally{if(n)throw n.error}}return o},c=this&&this.__spreadArray||function(e,t){for(var r=0,i=t.length,n=e.length;r<i;r++,n++)e[n]=t[r];return e},h=this&&this.__values||function(e){var t=\"function\"==typeof Symbol&&Symbol.iterator,r=t&&e[t],i=0;if(r)return r.call(e);if(e&&\"number\"==typeof e.length)return{next:function(){return e&&i>=e.length&&(e=void 0),{value:e&&e[i++],done:!e}}};throw new TypeError(t?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};i(),r.CommonScriptbaseMixin=function(e){var t;return t=function(e){function t(){for(var t=[],r=0;r<arguments.length;r++)t[r]=arguments[r];var i=e.apply(this,c([],a(t)))||this;i.baseScale=1,i.baseIc=0,i.baseRemoveIc=!1,i.baseIsChar=!1,i.baseHasAccentOver=null,i.baseHasAccentUnder=null,i.isLineAbove=!1,i.isLineBelow=!1,i.isMathAccent=!1;var n=i.baseCore=i.getBaseCore();return n?(i.setBaseAccentsFor(n),i.baseScale=i.getBaseScale(),i.baseIc=i.getBaseIc(),i.baseIsChar=i.isCharBase(),i.isMathAccent=i.baseIsChar&&i.scriptChild&&!!i.scriptChild.coreMO().node.getProperty(\"mathaccent\"),i.checkLineAccents(),i.baseRemoveIc=!i.isLineAbove&&!i.isLineBelow&&(!i.constructor.useIC||i.isMathAccent),i):i}return o(t,e),Object.defineProperty(t.prototype,\"baseChild\",{get:function(){return this.childNodes[this.node.base]},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"scriptChild\",{get:function(){return this.childNodes[1]},enumerable:!1,configurable:!0}),t.prototype.getBaseCore=function(){for(var e=this.getSemanticBase()||this.childNodes[0];e&&(1===e.childNodes.length&&(e.node.isKind(\"mrow\")||e.node.isKind(\"TeXAtom\")||e.node.isKind(\"mstyle\")||e.node.isKind(\"mpadded\")||e.node.isKind(\"mphantom\")||e.node.isKind(\"semantics\"))||e.node.isKind(\"munderover\")&&e.isMathAccent);)this.setBaseAccentsFor(e),e=e.childNodes[0];return e||(this.baseHasAccentOver=this.baseHasAccentUnder=!1),e||this.childNodes[0]},t.prototype.setBaseAccentsFor=function(e){e.node.isKind(\"munderover\")&&(null===this.baseHasAccentOver&&(this.baseHasAccentOver=!!e.node.attributes.get(\"accent\")),null===this.baseHasAccentUnder&&(this.baseHasAccentUnder=!!e.node.attributes.get(\"accentunder\")))},t.prototype.getSemanticBase=function(){var e=this.node.attributes.getExplicit(\"data-semantic-fencepointer\");return this.getBaseFence(this.baseChild,e)},t.prototype.getBaseFence=function(e,t){var r,i;if(!e||!e.node.attributes||!t)return null;if(e.node.attributes.getExplicit(\"data-semantic-id\")===t)return e;try{for(var n=h(e.childNodes),s=n.next();!s.done;s=n.next()){var o=s.value,a=this.getBaseFence(o,t);if(a)return a}}catch(e){r={error:e}}finally{try{s&&!s.done&&(i=n.return)&&i.call(n)}finally{if(r)throw r.error}}return null},t.prototype.getBaseScale=function(){for(var e=this.baseCore,t=1;e&&e!==this;){t*=e.getBBox().rscale,e=e.parent}return t},t.prototype.getBaseIc=function(){return this.baseCore.getBBox().ic*this.baseScale},t.prototype.getAdjustedIc=function(){var e=this.baseCore.getBBox();return(e.ic?1.05*e.ic+.05:0)*this.baseScale},t.prototype.isCharBase=function(){var e=this.baseCore;return(e.node.isKind(\"mo\")&&null===e.size||e.node.isKind(\"mi\")||e.node.isKind(\"mn\"))&&1===e.bbox.rscale&&1===Array.from(e.getText()).length},t.prototype.checkLineAccents=function(){if(this.node.isKind(\"munderover\"))if(this.node.isKind(\"mover\"))this.isLineAbove=this.isLineAccent(this.scriptChild);else if(this.node.isKind(\"munder\"))this.isLineBelow=this.isLineAccent(this.scriptChild);else{this.isLineAbove=this.isLineAccent(this.overChild),this.isLineBelow=this.isLineAccent(this.underChild)}},t.prototype.isLineAccent=function(e){var t=e.coreMO().node;return t.isToken&&\"\\u2015\"===t.getText()},t.prototype.getBaseWidth=function(){var e=this.baseChild.getBBox();return e.w*e.rscale-(this.baseRemoveIc?this.baseIc:0)+this.font.params.extra_ic},t.prototype.computeBBox=function(e,t){void 0===t&&(t=!1);var r=this.getBaseWidth(),i=a(this.getOffset(),2),n=i[0],s=i[1];e.append(this.baseChild.getBBox()),e.combine(this.scriptChild.getBBox(),r+n,s),e.w+=this.font.params.scriptspace,e.clean(),this.setChildPWidths(t)},t.prototype.getOffset=function(){return[0,0]},t.prototype.baseCharZero=function(e){var t=!!this.baseCore.node.attributes.get(\"largeop\"),r=this.baseScale;return this.baseIsChar&&!t&&1===r?0:e},t.prototype.getV=function(){var e=this.baseCore.getBBox(),t=this.scriptChild.getBBox(),r=this.font.params,i=this.length2em(this.node.attributes.get(\"subscriptshift\"),r.sub1);return Math.max(this.baseCharZero(e.d*this.baseScale+r.sub_drop*t.rscale),i,t.h*t.rscale-.8*r.x_height)},t.prototype.getU=function(){var e=this.baseCore.getBBox(),t=this.scriptChild.getBBox(),r=this.font.params,i=this.node.attributes.getList(\"displaystyle\",\"superscriptshift\"),n=this.node.getProperty(\"texprimestyle\")?r.sup3:i.displaystyle?r.sup1:r.sup2,s=this.length2em(i.superscriptshift,n);return Math.max(this.baseCharZero(e.h*this.baseScale-r.sup_drop*t.rscale),s,t.d*t.rscale+1/4*r.x_height)},t.prototype.hasMovableLimits=function(){var e=this.node.attributes.get(\"displaystyle\"),t=this.baseChild.coreMO().node;return!e&&!!t.attributes.get(\"movablelimits\")},t.prototype.getOverKU=function(e,t){var r=this.node.attributes.get(\"accent\"),i=this.font.params,n=t.d*t.rscale,s=i.rule_thickness*i.separation_factor,o=this.baseHasAccentOver?s:0,a=this.isLineAbove?3*i.rule_thickness:s,c=(r?a:Math.max(i.big_op_spacing1,i.big_op_spacing3-Math.max(0,n)))-o;return[c,e.h*e.rscale+c+n]},t.prototype.getUnderKV=function(e,t){var r=this.node.attributes.get(\"accentunder\"),i=this.font.params,n=t.h*t.rscale,s=i.rule_thickness*i.separation_factor,o=this.baseHasAccentUnder?s:0,a=this.isLineBelow?3*i.rule_thickness:s,c=(r?a:Math.max(i.big_op_spacing2,i.big_op_spacing4-n))-o;return[c,-(e.d*e.rscale+c+n)]},t.prototype.getDeltaW=function(e,t){var r,i,n,s;void 0===t&&(t=[0,0,0]);var o=this.node.attributes.get(\"align\"),l=e.map((function(e){return e.w*e.rscale}));l[0]-=this.baseRemoveIc&&!this.baseCore.node.attributes.get(\"largeop\")?this.baseIc:0;var u=Math.max.apply(Math,c([],a(l))),d=[],p=0;try{for(var f=h(l.keys()),b=f.next();!b.done;b=f.next()){var y=b.value;d[y]=(\"center\"===o?(u-l[y])/2:\"right\"===o?u-l[y]:0)+t[y],d[y]<p&&(p=-d[y])}}catch(e){r={error:e}}finally{try{b&&!b.done&&(i=f.return)&&i.call(f)}finally{if(r)throw r.error}}if(p)try{for(var g=h(d.keys()),v=g.next();!v.done;v=g.next()){y=v.value;d[y]+=p}}catch(e){n={error:e}}finally{try{v&&!v.done&&(s=g.return)&&s.call(g)}finally{if(n)throw n.error}}return[1,2].map((function(t){return d[t]+=e[t]?e[t].dx*e[0].scale:0})),d},t.prototype.getDelta=function(e){void 0===e&&(e=!1);var t=this.node.attributes.get(\"accent\"),r=this.baseCore.getBBox(),i=r.sk,n=r.ic;return((t&&!e?i:0)+this.font.skewIcFactor*n)*this.baseScale},t.prototype.stretchChildren=function(){var e,t,r,i,n,s,o=[];try{for(var a=h(this.childNodes),c=a.next();!c.done;c=a.next()){(C=c.value).canStretch(2)&&o.push(C)}}catch(t){e={error:t}}finally{try{c&&!c.done&&(t=a.return)&&t.call(a)}finally{if(e)throw e.error}}var l=o.length,u=this.childNodes.length;if(l&&u>1){var d=0,p=l>1&&l===u;try{for(var f=h(this.childNodes),b=f.next();!b.done;b=f.next()){var y=0===(C=b.value).stretch.dir;if(p||y){var g=C.getBBox(y),v=g.w,m=g.rscale;v*m>d&&(d=v*m)}}}catch(e){r={error:e}}finally{try{b&&!b.done&&(i=f.return)&&i.call(f)}finally{if(r)throw r.error}}try{for(var B=h(o),x=B.next();!x.done;x=B.next()){var C;(C=x.value).coreMO().getStretchedVariant([d/C.bbox.rscale])}}catch(e){n={error:e}}finally{try{x&&!x.done&&(s=B.return)&&s.call(B)}finally{if(n)throw n.error}}}},t}(e),t.useIC=!0,t}},\n      624: function _(t,e,i,r,n){var o,s=this&&this.__extends||(o=function(t,e){return o=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var i in e)Object.prototype.hasOwnProperty.call(e,i)&&(t[i]=e[i])},o(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function i(){this.constructor=t}o(t,e),t.prototype=null===e?Object.create(e):(i.prototype=e.prototype,new i)}),u=this&&this.__read||function(t,e){var i=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!i)return t;var r,n,o=i.call(t),s=[];try{for(;(void 0===e||e-- >0)&&!(r=o.next()).done;)s.push(r.value)}catch(t){n={error:t}}finally{try{r&&!r.done&&(i=o.return)&&i.call(o)}finally{if(n)throw n.error}}return s};r(),i.CommonMsubMixin=function(t){var e;return e=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),Object.defineProperty(e.prototype,\"scriptChild\",{get:function(){return this.childNodes[this.node.sub]},enumerable:!1,configurable:!0}),e.prototype.getOffset=function(){return[0,-this.getV()]},e}(t),e.useIC=!1,e},i.CommonMsupMixin=function(t){return function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),Object.defineProperty(e.prototype,\"scriptChild\",{get:function(){return this.childNodes[this.node.sup]},enumerable:!1,configurable:!0}),e.prototype.getOffset=function(){return[this.getAdjustedIc()-(this.baseRemoveIc?0:this.baseIc),this.getU()]},e}(t)},i.CommonMsubsupMixin=function(t){var e;return e=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.UVQ=null,e}return s(e,t),Object.defineProperty(e.prototype,\"subChild\",{get:function(){return this.childNodes[this.node.sub]},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"supChild\",{get:function(){return this.childNodes[this.node.sup]},enumerable:!1,configurable:!0}),e.prototype.computeBBox=function(t,e){void 0===e&&(e=!1);var i=this.baseChild.getBBox(),r=u([this.subChild.getBBox(),this.supChild.getBBox()],2),n=r[0],o=r[1];t.empty(),t.append(i);var s=this.getBaseWidth(),h=this.getAdjustedIc(),c=u(this.getUVQ(),2),a=c[0],l=c[1];t.combine(n,s,l),t.combine(o,s+h,a),t.w+=this.font.params.scriptspace,t.clean(),this.setChildPWidths(e)},e.prototype.getUVQ=function(t,e){void 0===t&&(t=this.subChild.getBBox()),void 0===e&&(e=this.supChild.getBBox());var i=this.baseCore.getBBox();if(this.UVQ)return this.UVQ;var r=this.font.params,n=3*r.rule_thickness,o=this.length2em(this.node.attributes.get(\"subscriptshift\"),r.sub2),s=this.baseCharZero(i.d*this.baseScale+r.sub_drop*t.rscale),h=u([this.getU(),Math.max(s,o)],2),c=h[0],a=h[1],l=c-e.d*e.rscale-(t.h*t.rscale-a);if(l<n){a+=n-l;var p=.8*r.x_height-(c-e.d*e.rscale);p>0&&(c+=p,a-=p)}return c=Math.max(this.length2em(this.node.attributes.get(\"superscriptshift\"),c),c),a=Math.max(this.length2em(this.node.attributes.get(\"subscriptshift\"),a),a),l=c-e.d*e.rscale-(t.h*t.rscale-a),this.UVQ=[c,-a,l],this.UVQ},e}(t),e.useIC=!1,e}},\n      625: function _(t,e,r,n,o){var u,i=this&&this.__extends||(u=function(t,e){return u=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},u(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}u(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),s=this&&this.__assign||function(){return s=Object.assign||function(t){for(var e,r=1,n=arguments.length;r<n;r++)for(var o in e=arguments[r])Object.prototype.hasOwnProperty.call(e,o)&&(t[o]=e[o]);return t},s.apply(this,arguments)};n();var p=t(533),c=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"msubsup\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"arity\",{get:function(){return 3},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"base\",{get:function(){return 0},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"sub\",{get:function(){return 1},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"sup\",{get:function(){return 2},enumerable:!1,configurable:!0}),e.prototype.setChildInheritedAttributes=function(t,e,r,n){var o=this.childNodes;o[0].setInheritedAttributes(t,e,r,n),o[1].setInheritedAttributes(t,!1,r+1,n||1===this.sub),o[2]&&o[2].setInheritedAttributes(t,!1,r+1,n||2===this.sub)},e.defaults=s(s({},p.AbstractMmlBaseNode.defaults),{subscriptshift:\"\",superscriptshift:\"\"}),e}(p.AbstractMmlBaseNode);r.MmlMsubsup=c;var f=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"msub\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"arity\",{get:function(){return 2},enumerable:!1,configurable:!0}),e.defaults=s({},c.defaults),e}(c);r.MmlMsub=f;var a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"msup\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"arity\",{get:function(){return 2},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"sup\",{get:function(){return 1},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"sub\",{get:function(){return 2},enumerable:!1,configurable:!0}),e.defaults=s({},c.defaults),e}(c);r.MmlMsup=a},\n      626: function _(t,e,o,i,r){var n,s=this&&this.__extends||(n=function(t,e){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var o in e)Object.prototype.hasOwnProperty.call(e,o)&&(t[o]=e[o])},n(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function o(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(o.prototype=e.prototype,new o)}),l=this&&this.__read||function(t,e){var o=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!o)return t;var i,r,n=o.call(t),s=[];try{for(;(void 0===e||e-- >0)&&!(i=n.next()).done;)s.push(i.value)}catch(t){r={error:t}}finally{try{i&&!i.done&&(o=n.return)&&o.call(n)}finally{if(r)throw r.error}}return s};i();var a=t(621),h=t(627),p=t(627),u=t(627),c=t(628),d=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),e.prototype.toSVG=function(e){if(this.hasMovableLimits())t.prototype.toSVG.call(this,e);else{var o=this.standardSVGnode(e),i=l([this.baseChild,this.scriptChild],2),r=i[0],n=i[1],s=l([r.getBBox(),n.getBBox()],2),a=s[0],h=s[1];r.toSVG(o),n.toSVG(o);var p=this.isLineBelow?0:this.getDelta(!0),u=this.getUnderKV(a,h)[1],c=l(this.getDeltaW([a,h],[0,-p]),2),d=c[0],f=c[1];r.place(d,0),n.place(f,u)}},e.kind=c.MmlMunder.prototype.kind,e}(h.CommonMunderMixin(a.SVGmsub));o.SVGmunder=d;var f=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),e.prototype.toSVG=function(e){if(this.hasMovableLimits())t.prototype.toSVG.call(this,e);else{var o=this.standardSVGnode(e),i=l([this.baseChild,this.scriptChild],2),r=i[0],n=i[1],s=l([r.getBBox(),n.getBBox()],2),a=s[0],h=s[1];r.toSVG(o),n.toSVG(o);var p=this.isLineAbove?0:this.getDelta(),u=this.getOverKU(a,h)[1],c=l(this.getDeltaW([a,h],[0,p]),2),d=c[0],f=c[1];r.place(d,0),n.place(f,u)}},e.kind=c.MmlMover.prototype.kind,e}(p.CommonMoverMixin(a.SVGmsup));o.SVGmover=f;var v=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),e.prototype.toSVG=function(e){if(this.hasMovableLimits())t.prototype.toSVG.call(this,e);else{var o=this.standardSVGnode(e),i=l([this.baseChild,this.overChild,this.underChild],3),r=i[0],n=i[1],s=i[2],a=l([r.getBBox(),n.getBBox(),s.getBBox()],3),h=a[0],p=a[1],u=a[2];r.toSVG(o),s.toSVG(o),n.toSVG(o);var c=this.getDelta(),d=this.getOverKU(h,p)[1],f=this.getUnderKV(h,u)[1],v=l(this.getDeltaW([h,u,p],[0,this.isLineBelow?0:-c,this.isLineAbove?0:c]),3),y=v[0],S=v[1],V=v[2];r.place(y,0),s.place(S,f),n.place(V,d)}},e.kind=c.MmlMunderover.prototype.kind,e}(u.CommonMunderoverMixin(a.SVGmsubsup));o.SVGmunderover=v},\n      627: function _(t,e,i,o,r){var n,s=this&&this.__extends||(n=function(t,e){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var i in e)Object.prototype.hasOwnProperty.call(e,i)&&(t[i]=e[i])},n(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function i(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(i.prototype=e.prototype,new i)}),h=this&&this.__read||function(t,e){var i=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!i)return t;var o,r,n=i.call(t),s=[];try{for(;(void 0===e||e-- >0)&&!(o=n.next()).done;)s.push(o.value)}catch(t){r={error:t}}finally{try{o&&!o.done&&(i=n.return)&&i.call(n)}finally{if(r)throw r.error}}return s},c=this&&this.__spreadArray||function(t,e){for(var i=0,o=e.length,r=t.length;i<o;i++,r++)t[r]=e[i];return t};o(),i.CommonMunderMixin=function(t){return function(t){function e(){for(var e=[],i=0;i<arguments.length;i++)e[i]=arguments[i];var o=t.apply(this,c([],h(e)))||this;return o.stretchChildren(),o}return s(e,t),Object.defineProperty(e.prototype,\"scriptChild\",{get:function(){return this.childNodes[this.node.under]},enumerable:!1,configurable:!0}),e.prototype.computeBBox=function(e,i){if(void 0===i&&(i=!1),this.hasMovableLimits())t.prototype.computeBBox.call(this,e,i);else{e.empty();var o=this.baseChild.getBBox(),r=this.scriptChild.getBBox(),n=this.getUnderKV(o,r)[1],s=this.isLineBelow?0:this.getDelta(!0),c=h(this.getDeltaW([o,r],[0,-s]),2),l=c[0],u=c[1];e.combine(o,l,0),e.combine(r,u,n),e.d+=this.font.params.big_op_spacing5,e.clean(),this.setChildPWidths(i)}},e}(t)},i.CommonMoverMixin=function(t){return function(t){function e(){for(var e=[],i=0;i<arguments.length;i++)e[i]=arguments[i];var o=t.apply(this,c([],h(e)))||this;return o.stretchChildren(),o}return s(e,t),Object.defineProperty(e.prototype,\"scriptChild\",{get:function(){return this.childNodes[this.node.over]},enumerable:!1,configurable:!0}),e.prototype.computeBBox=function(e){if(this.hasMovableLimits())t.prototype.computeBBox.call(this,e);else{e.empty();var i=this.baseChild.getBBox(),o=this.scriptChild.getBBox(),r=this.getOverKU(i,o)[1],n=this.isLineAbove?0:this.getDelta(),s=h(this.getDeltaW([i,o],[0,n]),2),c=s[0],l=s[1];e.combine(i,c,0),e.combine(o,l,r),e.h+=this.font.params.big_op_spacing5,e.clean()}},e}(t)},i.CommonMunderoverMixin=function(t){return function(t){function e(){for(var e=[],i=0;i<arguments.length;i++)e[i]=arguments[i];var o=t.apply(this,c([],h(e)))||this;return o.stretchChildren(),o}return s(e,t),Object.defineProperty(e.prototype,\"underChild\",{get:function(){return this.childNodes[this.node.under]},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"overChild\",{get:function(){return this.childNodes[this.node.over]},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"subChild\",{get:function(){return this.underChild},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"supChild\",{get:function(){return this.overChild},enumerable:!1,configurable:!0}),e.prototype.computeBBox=function(e){if(this.hasMovableLimits())t.prototype.computeBBox.call(this,e);else{e.empty();var i=this.overChild.getBBox(),o=this.baseChild.getBBox(),r=this.underChild.getBBox(),n=this.getOverKU(o,i)[1],s=this.getUnderKV(o,r)[1],c=this.getDelta(),l=h(this.getDeltaW([o,r,i],[0,this.isLineBelow?0:-c,this.isLineAbove?0:c]),3),u=l[0],a=l[1],p=l[2];e.combine(o,u,0),e.combine(i,p,n),e.combine(r,a,s);var f=this.font.params.big_op_spacing5;e.h+=f,e.d+=f,e.clean()}},e}(t)}},\n      628: function _(e,t,r,n,i){var o,u=this&&this.__extends||(o=function(e,t){return o=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var r in t)Object.prototype.hasOwnProperty.call(t,r)&&(e[r]=t[r])},o(e,t)},function(e,t){if(\"function\"!=typeof t&&null!==t)throw new TypeError(\"Class extends value \"+String(t)+\" is not a constructor or null\");function r(){this.constructor=e}o(e,t),e.prototype=null===t?Object.create(t):(r.prototype=t.prototype,new r)}),c=this&&this.__assign||function(){return c=Object.assign||function(e){for(var t,r=1,n=arguments.length;r<n;r++)for(var i in t=arguments[r])Object.prototype.hasOwnProperty.call(t,i)&&(e[i]=t[i]);return e},c.apply(this,arguments)};n();var a=e(533),l=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return u(t,e),Object.defineProperty(t.prototype,\"kind\",{get:function(){return\"munderover\"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"arity\",{get:function(){return 3},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"base\",{get:function(){return 0},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"under\",{get:function(){return 1},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"over\",{get:function(){return 2},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"linebreakContainer\",{get:function(){return!0},enumerable:!1,configurable:!0}),t.prototype.setChildInheritedAttributes=function(e,t,r,n){var i=this.childNodes;i[0].setInheritedAttributes(e,t,r,n||!!i[this.over]);var o=!(t||!i[0].coreMO().attributes.get(\"movablelimits\")),u=this.constructor.ACCENTS;i[1].setInheritedAttributes(e,!1,this.getScriptlevel(u[1],o,r),n||1===this.under),this.setInheritedAccent(1,u[1],t,r,n,o),i[2]&&(i[2].setInheritedAttributes(e,!1,this.getScriptlevel(u[2],o,r),n||2===this.under),this.setInheritedAccent(2,u[2],t,r,n,o))},t.prototype.getScriptlevel=function(e,t,r){return!t&&this.attributes.get(e)||r++,r},t.prototype.setInheritedAccent=function(e,t,r,n,i,o){var u=this.childNodes[e];if(null==this.attributes.getExplicit(t)&&u.isEmbellished){var c=u.coreMO().attributes.get(\"accent\");this.attributes.setInherited(t,c),c!==this.attributes.getDefault(t)&&u.setInheritedAttributes({},r,this.getScriptlevel(t,o,n),i)}},t.defaults=c(c({},a.AbstractMmlBaseNode.defaults),{accent:!1,accentunder:!1,align:\"center\"}),t.ACCENTS=[\"\",\"accentunder\",\"accent\"],t}(a.AbstractMmlBaseNode);r.MmlMunderover=l;var s=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return u(t,e),Object.defineProperty(t.prototype,\"kind\",{get:function(){return\"munder\"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"arity\",{get:function(){return 2},enumerable:!1,configurable:!0}),t.defaults=c({},l.defaults),t}(l);r.MmlMunder=s;var p=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return u(t,e),Object.defineProperty(t.prototype,\"kind\",{get:function(){return\"mover\"},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"arity\",{get:function(){return 2},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"over\",{get:function(){return 1},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"under\",{get:function(){return 2},enumerable:!1,configurable:!0}),t.defaults=c({},l.defaults),t.ACCENTS=[\"\",\"accent\",\"accentunder\"],t}(l);r.MmlMover=p},\n      629: function _(t,r,i,o,e){var n,s=this&&this.__extends||(n=function(t,r){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,r){t.__proto__=r}||function(t,r){for(var i in r)Object.prototype.hasOwnProperty.call(r,i)&&(t[i]=r[i])},n(t,r)},function(t,r){if(\"function\"!=typeof r&&null!==r)throw new TypeError(\"Class extends value \"+String(r)+\" is not a constructor or null\");function i(){this.constructor=t}n(t,r),t.prototype=null===r?Object.create(r):(i.prototype=r.prototype,new i)}),p=this&&this.__read||function(t,r){var i=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!i)return t;var o,e,n=i.call(t),s=[];try{for(;(void 0===r||r-- >0)&&!(o=n.next()).done;)s.push(o.value)}catch(t){e={error:t}}finally{try{o&&!o.done&&(i=n.return)&&i.call(n)}finally{if(e)throw e.error}}return s};o();var c=t(621),a=t(630),u=t(631),l=function(t){function r(){return null!==t&&t.apply(this,arguments)||this}return s(r,t),r.prototype.toSVG=function(t){var r=this.standardSVGnode(t),i=this.scriptData,o=this.combinePrePost(i.sub,i.psub),e=this.combinePrePost(i.sup,i.psup),n=p(this.getUVQ(o,e),2),s=n[0],c=n[1],a=0;i.numPrescripts&&(a=this.addScripts(.05,s,c,!0,this.firstPrescript,i.numPrescripts));var u=this.baseChild;u.toSVG(r),u.place(a,0),a+=u.getBBox().w,i.numScripts&&this.addScripts(a,s,c,!1,1,i.numScripts)},r.prototype.addScripts=function(t,r,i,o,e,n){var s=this.adaptor,c=s.append(this.element,this.svg(\"g\")),a=s.append(this.element,this.svg(\"g\"));this.place(t,r,c),this.place(t,i,a);for(var u=e+2*n,l=0;e<u;){var h=p([this.childNodes[e++],this.childNodes[e++]],2),f=h[0],d=h[1],y=p([f.getBBox(),d.getBBox()],2),m=y[0],v=y[1],S=p([m.rscale,v.rscale],2),_=S[0],b=S[1],w=Math.max(m.w*_,v.w*b);f.toSVG(a),d.toSVG(c),f.place(l+(o?w-m.w*_:0),0),d.place(l+(o?w-v.w*b:0),0),l+=w}return t+l},r.kind=u.MmlMmultiscripts.prototype.kind,r}(a.CommonMmultiscriptsMixin(c.SVGmsubsup));i.SVGmmultiscripts=l},\n      630: function _(t,s,i,r,e){var n,o=this&&this.__extends||(n=function(t,s){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,s){t.__proto__=s}||function(t,s){for(var i in s)Object.prototype.hasOwnProperty.call(s,i)&&(t[i]=s[i])},n(t,s)},function(t,s){if(\"function\"!=typeof s&&null!==s)throw new TypeError(\"Class extends value \"+String(s)+\" is not a constructor or null\");function i(){this.constructor=t}n(t,s),t.prototype=null===s?Object.create(s):(i.prototype=s.prototype,new i)}),p=this&&this.__read||function(t,s){var i=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!i)return t;var r,e,n=i.call(t),o=[];try{for(;(void 0===s||s-- >0)&&!(r=n.next()).done;)o.push(r.value)}catch(t){e={error:t}}finally{try{r&&!r.done&&(i=n.return)&&i.call(n)}finally{if(e)throw e.error}}return o},u=this&&this.__spreadArray||function(t,s){for(var i=0,r=s.length,e=t.length;i<r;i++,e++)t[e]=s[i];return t},a=this&&this.__values||function(t){var s=\"function\"==typeof Symbol&&Symbol.iterator,i=s&&t[s],r=0;if(i)return i.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&r>=t.length&&(t=void 0),{value:t&&t[r++],done:!t}}};throw new TypeError(s?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};r();var c=t(577);i.NextScript={base:\"subList\",subList:\"supList\",supList:\"subList\",psubList:\"psupList\",psupList:\"psubList\"},i.ScriptNames=[\"sup\",\"sup\",\"psup\",\"psub\"],i.CommonMmultiscriptsMixin=function(t){return function(t){function s(){for(var s=[],i=0;i<arguments.length;i++)s[i]=arguments[i];var r=t.apply(this,u([],p(s)))||this;return r.scriptData=null,r.firstPrescript=0,r.getScriptData(),r}return o(s,t),s.prototype.combinePrePost=function(t,s){var i=new c.BBox(t);return i.combine(s,0,0),i},s.prototype.computeBBox=function(t,s){void 0===s&&(s=!1);var i=this.font.params.scriptspace,r=this.scriptData,e=this.combinePrePost(r.sub,r.psub),n=this.combinePrePost(r.sup,r.psup),o=p(this.getUVQ(e,n),2),u=o[0],a=o[1];if(t.empty(),r.numPrescripts&&(t.combine(r.psup,i,u),t.combine(r.psub,i,a)),t.append(r.base),r.numScripts){var c=t.w;t.combine(r.sup,c,u),t.combine(r.sub,c,a),t.w+=i}t.clean(),this.setChildPWidths(s)},s.prototype.getScriptData=function(){var t=this.scriptData={base:null,sub:c.BBox.empty(),sup:c.BBox.empty(),psub:c.BBox.empty(),psup:c.BBox.empty(),numPrescripts:0,numScripts:0},s=this.getScriptBBoxLists();this.combineBBoxLists(t.sub,t.sup,s.subList,s.supList),this.combineBBoxLists(t.psub,t.psup,s.psubList,s.psupList),t.base=s.base[0],t.numPrescripts=s.psubList.length,t.numScripts=s.subList.length},s.prototype.getScriptBBoxLists=function(){var t,s,r={base:[],subList:[],supList:[],psubList:[],psupList:[]},e=\"base\";try{for(var n=a(this.childNodes),o=n.next();!o.done;o=n.next()){var p=o.value;p.node.isKind(\"mprescripts\")?e=\"psubList\":(r[e].push(p.getBBox()),e=i.NextScript[e])}}catch(s){t={error:s}}finally{try{o&&!o.done&&(s=n.return)&&s.call(n)}finally{if(t)throw t.error}}return this.firstPrescript=r.subList.length+r.supList.length+2,this.padLists(r.subList,r.supList),this.padLists(r.psubList,r.psupList),r},s.prototype.padLists=function(t,s){t.length>s.length&&s.push(c.BBox.empty())},s.prototype.combineBBoxLists=function(t,s,i,r){for(var e=0;e<i.length;e++){var n=p(this.getScaledWHD(i[e]),3),o=n[0],u=n[1],a=n[2],c=p(this.getScaledWHD(r[e]),3),h=c[0],l=c[1],b=c[2],f=Math.max(o,h);t.w+=f,s.w+=f,u>t.h&&(t.h=u),a>t.d&&(t.d=a),l>s.h&&(s.h=l),b>s.d&&(s.d=b)}},s.prototype.getScaledWHD=function(t){var s=t.w,i=t.h,r=t.d,e=t.rscale;return[s*e,i*e,r*e]},s.prototype.getUVQ=function(s,i){var r;if(!this.UVQ){var e=p([0,0,0],3),n=e[0],o=e[1],u=e[2];0===s.h&&0===s.d?n=this.getU():0===i.h&&0===i.d?n=-this.getV():(n=(r=p(t.prototype.getUVQ.call(this,s,i),3))[0],o=r[1],u=r[2]),this.UVQ=[n,o,u]}return this.UVQ},s}(t)}},\n      631: function _(t,e,r,i,n){var o,s=this&&this.__extends||(o=function(t,e){return o=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},o(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}o(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),c=this&&this.__assign||function(){return c=Object.assign||function(t){for(var e,r=1,i=arguments.length;r<i;r++)for(var n in e=arguments[r])Object.prototype.hasOwnProperty.call(e,n)&&(t[n]=e[n]);return t},c.apply(this,arguments)};i();var u=t(533),l=t(625),p=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"mmultiscripts\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"arity\",{get:function(){return 1},enumerable:!1,configurable:!0}),e.prototype.setChildInheritedAttributes=function(t,e,r,i){this.childNodes[0].setInheritedAttributes(t,e,r,i);for(var n=!1,o=1,s=0;o<this.childNodes.length;o++){var c=this.childNodes[o];if(c.isKind(\"mprescripts\")){if(!n&&(n=!0,o%2==0)){var u=this.factory.create(\"mrow\");this.childNodes.splice(o,0,u),u.parent=this,o++}}else{var l=i||s%2==0;c.setInheritedAttributes(t,!1,r+1,l),s++}}this.childNodes.length%2==(n?1:0)&&(this.appendChild(this.factory.create(\"mrow\")),this.childNodes[this.childNodes.length-1].setInheritedAttributes(t,!1,r+1,i))},e.prototype.verifyChildren=function(e){for(var r=!1,i=e.fixMmultiscripts,n=0;n<this.childNodes.length;n++){var o=this.childNodes[n];o.isKind(\"mprescripts\")&&(r?o.mError(o.kind+\" can only appear once in \"+this.kind,e,!0):(r=!0,n%2!=0||i||this.mError(\"There must be an equal number of prescripts of each type\",e)))}this.childNodes.length%2!=(r?1:0)||i||this.mError(\"There must be an equal number of scripts of each type\",e),t.prototype.verifyChildren.call(this,e)},e.defaults=c({},l.MmlMsubsup.defaults),e}(l.MmlMsubsup);r.MmlMmultiscripts=p;var a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"mprescripts\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"arity\",{get:function(){return 0},enumerable:!1,configurable:!0}),e.prototype.verifyTree=function(e){t.prototype.verifyTree.call(this,e),this.parent&&!this.parent.isKind(\"mmultiscripts\")&&this.mError(this.kind+\" must be a child of mmultiscripts\",e,!0)},e.defaults=c({},u.AbstractMmlNode.defaults),e}(u.AbstractMmlNode);r.MmlMprescripts=a;var h=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"none\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"arity\",{get:function(){return 0},enumerable:!1,configurable:!0}),e.prototype.verifyTree=function(e){t.prototype.verifyTree.call(this,e),this.parent&&!this.parent.isKind(\"mmultiscripts\")&&this.mError(this.kind+\" must be a child of mmultiscripts\",e,!0)},e.defaults=c({},u.AbstractMmlNode.defaults),e}(u.AbstractMmlNode);r.MmlNone=h},\n      632: function _(t,e,i,s,a){var n,o=this&&this.__extends||(n=function(t,e){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var i in e)Object.prototype.hasOwnProperty.call(e,i)&&(t[i]=e[i])},n(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function i(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(i.prototype=e.prototype,new i)}),h=this&&this.__read||function(t,e){var i=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!i)return t;var s,a,n=i.call(t),o=[];try{for(;(void 0===e||e-- >0)&&!(s=n.next()).done;)o.push(s.value)}catch(t){a={error:t}}finally{try{s&&!s.done&&(i=n.return)&&i.call(n)}finally{if(a)throw a.error}}return o},r=this&&this.__spreadArray||function(t,e){for(var i=0,s=e.length,a=t.length;i<s;i++,a++)t[a]=e[i];return t};s();var l=t(574),d=t(633),p=t(635),f=function(t){function e(e,i,s){void 0===s&&(s=null);var a=t.call(this,e,i,s)||this,n={\"data-labels\":!0};return a.isTop&&(n.transform=\"matrix(1 0 0 -1 0 0)\"),a.labels=a.svg(\"g\",n),a}return o(e,t),e.prototype.toSVG=function(t){var e=this.standardSVGnode(t);this.placeRows(e),this.handleColumnLines(e),this.handleRowLines(e),this.handleFrame(e);var i=this.handlePWidth(e);this.handleLabels(e,t,i)},e.prototype.placeRows=function(t){for(var e,i,s,a=this.node.attributes.get(\"equalrows\"),n=this.getTableData(),o=n.H,l=n.D,d=this.getEqualRowHeight(),p=this.getRowHalfSpacing(),f=r(r([this.fLine],h(this.rLines)),[this.fLine]),c=this.getBBox().h-f[0],g=0;g<this.numRows;g++){var u=this.childNodes[g];e=h(this.getRowHD(a,d,o[g],l[g]),2),u.H=e[0],u.D=e[1],i=h([p[g],p[g+1]],2),u.tSpace=i[0],u.bSpace=i[1],s=h([f[g],f[g+1]],2),u.tLine=s[0],u.bLine=s[1],u.toSVG(t),u.place(0,c-p[g]-u.H),c-=p[g]+u.H+u.D+p[g+1]+f[g+1]}},e.prototype.getRowHD=function(t,e,i,s){return t?[(e+i-s)/2,(e-i+s)/2]:[i,s]},e.prototype.handleColor=function(){t.prototype.handleColor.call(this);var e=this.firstChild();e&&this.adaptor.setAttribute(e,\"width\",this.fixed(this.getWidth()))},e.prototype.handleColumnLines=function(t){if(\"none\"!==this.node.attributes.get(\"columnlines\")){var e=this.getColumnAttributes(\"columnlines\");if(e)for(var i=this.getColumnHalfSpacing(),s=this.cLines,a=this.getComputedWidths(),n=this.fLine,o=0;o<e.length;o++)n+=i[o]+a[o]+i[o+1],\"none\"!==e[o]&&this.adaptor.append(t,this.makeVLine(n,e[o],s[o])),n+=s[o]}},e.prototype.handleRowLines=function(t){if(\"none\"!==this.node.attributes.get(\"rowlines\")){var e=this.getRowAttributes(\"rowlines\");if(e)for(var i=this.node.attributes.get(\"equalrows\"),s=this.getTableData(),a=s.H,n=s.D,o=this.getEqualRowHeight(),r=this.getRowHalfSpacing(),l=this.rLines,d=this.getBBox().h-this.fLine,p=0;p<e.length;p++){var f=h(this.getRowHD(i,o,a[p],n[p]),2),c=f[0],g=f[1];d-=r[p]+c+g+r[p+1],\"none\"!==e[p]&&this.adaptor.append(t,this.makeHLine(d,e[p],l[p])),d-=l[p]}}},e.prototype.handleFrame=function(t){if(this.frame&&this.fLine){var e=this.getBBox(),i=e.h,s=e.d,a=e.w,n=this.node.attributes.get(\"frame\");this.adaptor.append(t,this.makeFrame(a,i,s,n))}},e.prototype.handlePWidth=function(t){if(!this.pWidth)return 0;var e=this.getBBox(),i=e.w,s=e.L,a=e.R,n=s+this.pWidth+a,o=this.getAlignShift()[0],h=Math.max(this.isTop?n:0,this.container.getWrapWidth(this.containerI))-s-a,r=i-(this.pWidth>h?h:this.pWidth),l=\"left\"===o?0:\"right\"===o?r:r/2;if(l){var d=this.svg(\"g\",{},this.adaptor.childNodes(t));this.place(l,0,d),this.adaptor.append(t,d)}return l},e.prototype.lineClass=function(t){return\"mjx-\"+t},e.prototype.makeFrame=function(t,e,i,s){var a=this.fLine;return this.svg(\"rect\",this.setLineThickness(a,s,{\"data-frame\":!0,class:this.lineClass(s),width:this.fixed(t-a),height:this.fixed(e+i-a),x:this.fixed(a/2),y:this.fixed(a/2-i)}))},e.prototype.makeVLine=function(t,e,i){var s=this.getBBox(),a=s.h,n=s.d,o=\"dotted\"===e?i/2:0,h=this.fixed(t+i/2);return this.svg(\"line\",this.setLineThickness(i,e,{\"data-line\":\"v\",class:this.lineClass(e),x1:h,y1:this.fixed(o-n),x2:h,y2:this.fixed(a-o)}))},e.prototype.makeHLine=function(t,e,i){var s=this.getBBox().w,a=\"dotted\"===e?i/2:0,n=this.fixed(t-i/2);return this.svg(\"line\",this.setLineThickness(i,e,{\"data-line\":\"h\",class:this.lineClass(e),x1:this.fixed(a),y1:n,x2:this.fixed(s-a),y2:n}))},e.prototype.setLineThickness=function(t,e,i){return.07!==t&&(i[\"stroke-thickness\"]=this.fixed(t),\"solid\"!==e&&(i[\"stroke-dasharray\"]=(\"dotted\"===e?\"0,\":\"\")+this.fixed(2*t))),i},e.prototype.handleLabels=function(t,e,i){if(this.hasLabels){var s=this.labels,a=this.node.attributes.get(\"side\");this.spaceLabels(),this.isTop?this.topTable(t,s,a):this.subTable(t,s,a,i)}},e.prototype.spaceLabels=function(){for(var t=this.adaptor,e=this.getBBox().h,i=this.getTableData().L,s=this.getRowHalfSpacing(),a=e-this.fLine,n=t.firstChild(this.labels),o=0;o<this.numRows;o++){var h=this.childNodes[o];if(h.node.isKind(\"mlabeledtr\")){var r=h.childNodes[0];a-=s[o]+h.H,h.placeCell(r,{x:0,y:a,w:i,lSpace:0,rSpace:0,lLine:0,rLine:0}),a-=h.D+s[o+1]+this.rLines[o],n=t.next(n)}else a-=s[o]+h.H+h.D+s[o+1]+this.rLines[o]}},e.prototype.topTable=function(t,e,i){var s=this.adaptor,a=this.getBBox(),n=a.h,o=a.d,r=a.w,l=a.L,d=a.R,p=l+(this.pWidth||r)+d,f=this.getTableData().L,c=h(this.getPadAlignShift(i),3),g=c[1],u=c[2]+(\"right\"===g?-p:\"center\"===g?-p/2:0)+l,x=\"matrix(1 0 0 -1 0 0)\",m=\"scale(\"+this.jax.fixed(1e3*this.font.params.x_height/this.metrics.ex,2)+\")\",v=\"translate(0 \"+this.fixed(n)+\") \"+x+\" \"+m,b=this.svg(\"svg\",{\"data-table\":!0,preserveAspectRatio:\"left\"===g?\"xMinYMid\":\"right\"===g?\"xMaxYMid\":\"xMidYMid\",viewBox:[this.fixed(-u),this.fixed(-n),1,this.fixed(n+o)].join(\" \")},[this.svg(\"g\",{transform:x},s.childNodes(t))]);e=this.svg(\"svg\",{\"data-labels\":!0,preserveAspectRatio:\"left\"===i?\"xMinYMid\":\"xMaxYMid\",viewBox:[\"left\"===i?0:this.fixed(f),this.fixed(-n),1,this.fixed(n+o)].join(\" \")},[e]),s.append(t,this.svg(\"g\",{transform:v},[b,e])),this.place(-l,0,t)},e.prototype.subTable=function(t,e,i,s){var a=this.adaptor,n=this.getBBox(),o=n.w,h=n.L,r=n.R,l=h+(this.pWidth||o)+r,d=this.getTableData().L,p=this.getAlignShift()[0],f=Math.max(l,this.container.getWrapWidth(this.containerI));this.place(\"left\"===i?(\"left\"===p?0:\"right\"===p?l-f+s:(l-f)/2+s)-h:(\"left\"===p?f:\"right\"===p?l+s:(f+l)/2+s)-h-d,0,e),a.append(t,e)},e.kind=p.MmlMtable.prototype.kind,e.styles={'g[data-mml-node=\"mtable\"] > line[data-line], svg[data-table] > g > line[data-line]':{\"stroke-width\":\"70px\",fill:\"none\"},'g[data-mml-node=\"mtable\"] > rect[data-frame], svg[data-table] > g > rect[data-frame]':{\"stroke-width\":\"70px\",fill:\"none\"},'g[data-mml-node=\"mtable\"] > .mjx-dashed, svg[data-table] > g > .mjx-dashed':{\"stroke-dasharray\":\"140\"},'g[data-mml-node=\"mtable\"] > .mjx-dotted, svg[data-table] > g > .mjx-dotted':{\"stroke-linecap\":\"round\",\"stroke-dasharray\":\"0,140\"},'g[data-mml-node=\"mtable\"] > g > svg':{overflow:\"visible\"}},e}(d.CommonMtableMixin(l.SVGWrapper));i.SVGmtable=f},\n      633: function _(t,e,i,n,r){var o,s=this&&this.__extends||(o=function(t,e){return o=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var i in e)Object.prototype.hasOwnProperty.call(e,i)&&(t[i]=e[i])},o(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function i(){this.constructor=t}o(t,e),t.prototype=null===e?Object.create(e):(i.prototype=e.prototype,new i)}),a=this&&this.__read||function(t,e){var i=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!i)return t;var n,r,o=i.call(t),s=[];try{for(;(void 0===e||e-- >0)&&!(n=o.next()).done;)s.push(n.value)}catch(t){r={error:t}}finally{try{n&&!n.done&&(i=o.return)&&i.call(o)}finally{if(r)throw r.error}}return s},h=this&&this.__spreadArray||function(t,e){for(var i=0,n=e.length,r=t.length;i<n;i++,r++)t[r]=e[i];return t},l=this&&this.__values||function(t){var e=\"function\"==typeof Symbol&&Symbol.iterator,i=e&&t[e],n=0;if(i)return i.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&n>=t.length&&(t=void 0),{value:t&&t[n++],done:!t}}};throw new TypeError(e?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};n();var u=t(577),c=t(530),f=t(634);i.CommonMtableMixin=function(t){return function(t){function e(){for(var e=[],i=0;i<arguments.length;i++)e[i]=arguments[i];var n=t.apply(this,h([],a(e)))||this;n.numCols=0,n.numRows=0,n.data=null,n.pwidthCells=[],n.pWidth=0,n.numCols=f.max(n.tableRows.map((function(t){return t.numCells}))),n.numRows=n.childNodes.length,n.hasLabels=n.childNodes.reduce((function(t,e){return t||e.node.isKind(\"mlabeledtr\")}),!1),n.findContainer(),n.isTop=!n.container||n.container.node.isKind(\"math\")&&!n.container.parent,n.isTop&&(n.jax.table=n),n.getPercentageWidth();var r=n.node.attributes;return n.frame=\"none\"!==r.get(\"frame\"),n.fLine=n.frame&&r.get(\"frame\")?.07:0,n.fSpace=n.frame?n.convertLengths(n.getAttributeArray(\"framespacing\")):[0,0],n.cSpace=n.convertLengths(n.getColumnAttributes(\"columnspacing\")),n.rSpace=n.convertLengths(n.getRowAttributes(\"rowspacing\")),n.cLines=n.getColumnAttributes(\"columnlines\").map((function(t){return\"none\"===t?0:.07})),n.rLines=n.getRowAttributes(\"rowlines\").map((function(t){return\"none\"===t?0:.07})),n.cWidths=n.getColumnWidths(),n.stretchRows(),n.stretchColumns(),n}return s(e,t),Object.defineProperty(e.prototype,\"tableRows\",{get:function(){return this.childNodes},enumerable:!1,configurable:!0}),e.prototype.findContainer=function(){for(var t=this,e=t.parent;e&&(e.node.notParent||e.node.isKind(\"mrow\"));)t=e,e=e.parent;this.container=e,this.containerI=t.node.childPosition()},e.prototype.getPercentageWidth=function(){if(this.hasLabels)this.bbox.pwidth=u.BBox.fullWidth;else{var t=this.node.attributes.get(\"width\");c.isPercent(t)&&(this.bbox.pwidth=t)}},e.prototype.stretchRows=function(){for(var t=this.node.attributes.get(\"equalrows\"),e=t?this.getEqualRowHeight():0,i=t?this.getTableData():{H:[0],D:[0]},n=i.H,r=i.D,o=this.tableRows,s=0;s<this.numRows;s++){var a=t?[(e+n[s]-r[s])/2,(e-n[s]+r[s])/2]:null;o[s].stretchChildren(a)}},e.prototype.stretchColumns=function(){for(var t=0;t<this.numCols;t++){var e=\"number\"==typeof this.cWidths[t]?this.cWidths[t]:null;this.stretchColumn(t,e)}},e.prototype.stretchColumn=function(t,e){var i,n,r,o,s,a,h=[];try{for(var u=l(this.tableRows),c=u.next();!c.done;c=u.next()){if(y=c.value.getChild(t))0===(C=y.childNodes[0]).stretch.dir&&C.canStretch(2)&&h.push(C)}}catch(t){i={error:t}}finally{try{c&&!c.done&&(n=u.return)&&n.call(u)}finally{if(i)throw i.error}}var f=h.length,p=this.childNodes.length;if(f&&p>1){if(null===e){e=0;var d=f>1&&f===p;try{for(var g=l(this.tableRows),m=g.next();!m.done;m=g.next()){var y;if(y=m.value.getChild(t)){var v=0===(C=y.childNodes[0]).stretch.dir;if(d||v){var b=C.getBBox(v).w;b>e&&(e=b)}}}}catch(t){r={error:t}}finally{try{m&&!m.done&&(o=g.return)&&o.call(g)}finally{if(r)throw r.error}}}try{for(var w=l(h),x=w.next();!x.done;x=w.next()){var C;(C=x.value).coreMO().getStretchedVariant([e])}}catch(t){s={error:t}}finally{try{x&&!x.done&&(a=w.return)&&a.call(w)}finally{if(s)throw s.error}}}},e.prototype.getTableData=function(){if(this.data)return this.data;for(var t=new Array(this.numRows).fill(0),e=new Array(this.numRows).fill(0),i=new Array(this.numCols).fill(0),n=new Array(this.numRows),r=new Array(this.numRows),o=[0],s=this.tableRows,a=0;a<s.length;a++){for(var h=0,l=s[a],u=l.node.attributes.get(\"rowalign\"),c=0;c<l.numCells;c++){var f=l.getChild(c);h=this.updateHDW(f,c,a,u,t,e,i,h),this.recordPWidthCell(f,c)}n[a]=t[a],r[a]=e[a],l.labeled&&(h=this.updateHDW(l.childNodes[0],0,a,u,t,e,o,h)),this.extendHD(a,t,e,h),this.extendHD(a,n,r,h)}var p=o[0];return this.data={H:t,D:e,W:i,NH:n,ND:r,L:p},this.data},e.prototype.updateHDW=function(t,e,i,n,r,o,s,a){var h=t.getBBox(),l=h.h,u=h.d,c=h.w,f=t.parent.bbox.rscale;1!==t.parent.bbox.rscale&&(l*=f,u*=f,c*=f),this.node.getProperty(\"useHeight\")&&(l<.75&&(l=.75),u<.25&&(u=.25));var p=0;return\"baseline\"!==(n=t.node.attributes.get(\"rowalign\")||n)&&\"axis\"!==n&&(p=l+u,l=u=0),l>r[i]&&(r[i]=l),u>o[i]&&(o[i]=u),p>a&&(a=p),s&&c>s[e]&&(s[e]=c),a},e.prototype.extendHD=function(t,e,i,n){var r=(n-(e[t]+i[t]))/2;r<1e-5||(e[t]+=r,i[t]+=r)},e.prototype.recordPWidthCell=function(t,e){t.childNodes[0]&&t.childNodes[0].getBBox().pwidth&&this.pwidthCells.push([t,e])},e.prototype.computeBBox=function(t,e){void 0===e&&(e=!1);var i,n,r=this.getTableData(),o=r.H,s=r.D;if(this.node.attributes.get(\"equalrows\")){var h=this.getEqualRowHeight();i=f.sum([].concat(this.rLines,this.rSpace))+h*this.numRows}else i=f.sum(o.concat(s,this.rLines,this.rSpace));i+=2*(this.fLine+this.fSpace[1]);var l=this.getComputedWidths();n=f.sum(l.concat(this.cLines,this.cSpace))+2*(this.fLine+this.fSpace[0]);var u=this.node.attributes.get(\"width\");\"auto\"!==u&&(n=Math.max(this.length2em(u,0)+2*this.fLine,n));var p=a(this.getBBoxHD(i),2),d=p[0],g=p[1];t.h=d,t.d=g,t.w=n;var m=a(this.getBBoxLR(),2),y=m[0],v=m[1];t.L=y,t.R=v,c.isPercent(u)||this.setColumnPWidths()},e.prototype.setChildPWidths=function(t,e,i){var n=this.node.attributes.get(\"width\");if(!c.isPercent(n))return!1;this.hasLabels||(this.bbox.pwidth=\"\",this.container.bbox.pwidth=\"\");var r=this.bbox,o=r.w,s=r.L,a=r.R,h=this.node.attributes.get(\"data-width-includes-label\"),l=Math.max(o,this.length2em(n,Math.max(e,s+o+a)))-(h?s+a:0),u=this.node.attributes.get(\"equalcolumns\")?Array(this.numCols).fill(this.percent(1/Math.max(1,this.numCols))):this.getColumnAttributes(\"columnwidth\",0);this.cWidths=this.getColumnWidthsFixed(u,l);var p=this.getComputedWidths();return this.pWidth=f.sum(p.concat(this.cLines,this.cSpace))+2*(this.fLine+this.fSpace[0]),this.isTop&&(this.bbox.w=this.pWidth),this.setColumnPWidths(),this.pWidth!==o&&this.parent.invalidateBBox(),this.pWidth!==o},e.prototype.setColumnPWidths=function(){var t,e,i=this.cWidths;try{for(var n=l(this.pwidthCells),r=n.next();!r.done;r=n.next()){var o=a(r.value,2),s=o[0],h=o[1];s.setChildPWidths(!1,i[h])&&(s.invalidateBBox(),s.getBBox())}}catch(e){t={error:e}}finally{try{r&&!r.done&&(e=n.return)&&e.call(n)}finally{if(t)throw t.error}}},e.prototype.getBBoxHD=function(t){var e=a(this.getAlignmentRow(),2),i=e[0],n=e[1];if(null===n){var r=this.font.params.axis_height,o=t/2;return{top:[0,t],center:[o,o],bottom:[t,0],baseline:[o,o],axis:[o+r,o-r]}[i]||[o,o]}var s=this.getVerticalPosition(n,i);return[s,t-s]},e.prototype.getBBoxLR=function(){if(this.hasLabels){var t=this.node.attributes,e=t.get(\"side\"),i=a(this.getPadAlignShift(e),2),n=i[0],r=i[1],o=this.hasLabels&&!!t.get(\"data-width-includes-label\");return o&&this.frame&&this.fSpace[0]&&(n-=this.fSpace[0]),\"center\"!==r||o?\"left\"===e?[n,0]:[0,n]:[n,n]}return[0,0]},e.prototype.getPadAlignShift=function(t){var e=this.getTableData().L+this.length2em(this.node.attributes.get(\"minlabelspacing\")),i=a(null==this.styles?[\"\",\"\"]:[this.styles.get(\"padding-left\"),this.styles.get(\"padding-right\")],2),n=i[0],r=i[1];(n||r)&&(e=Math.max(e,this.length2em(n||\"0\"),this.length2em(r||\"0\")));var o=a(this.getAlignShift(),2),s=o[0],h=o[1];return s===t&&(h=\"left\"===t?Math.max(e,h)-e:Math.min(-e,h)+e),[e,s,h]},e.prototype.getAlignShift=function(){return this.isTop?t.prototype.getAlignShift.call(this):[this.container.getChildAlign(this.containerI),0]},e.prototype.getWidth=function(){return this.pWidth||this.getBBox().w},e.prototype.getEqualRowHeight=function(){var t=this.getTableData(),e=t.H,i=t.D,n=Array.from(e.keys()).map((function(t){return e[t]+i[t]}));return Math.max.apply(Math,n)},e.prototype.getComputedWidths=function(){var t=this,e=this.getTableData().W,i=Array.from(e.keys()).map((function(i){return\"number\"==typeof t.cWidths[i]?t.cWidths[i]:e[i]}));return this.node.attributes.get(\"equalcolumns\")&&(i=Array(i.length).fill(f.max(i))),i},e.prototype.getColumnWidths=function(){var t=this.node.attributes.get(\"width\");if(this.node.attributes.get(\"equalcolumns\"))return this.getEqualColumns(t);var e=this.getColumnAttributes(\"columnwidth\",0);return\"auto\"===t?this.getColumnWidthsAuto(e):c.isPercent(t)?this.getColumnWidthsPercent(e):this.getColumnWidthsFixed(e,this.length2em(t))},e.prototype.getEqualColumns=function(t){var e,i=Math.max(1,this.numCols);if(\"auto\"===t){var n=this.getTableData().W;e=f.max(n)}else if(c.isPercent(t))e=this.percent(1/i);else{var r=f.sum([].concat(this.cLines,this.cSpace))+2*this.fSpace[0];e=Math.max(0,this.length2em(t)-r)/i}return Array(this.numCols).fill(e)},e.prototype.getColumnWidthsAuto=function(t){var e=this;return t.map((function(t){return\"auto\"===t||\"fit\"===t?null:c.isPercent(t)?t:e.length2em(t)}))},e.prototype.getColumnWidthsPercent=function(t){var e=this,i=t.indexOf(\"fit\")>=0,n=(i?this.getTableData():{W:null}).W;return Array.from(t.keys()).map((function(r){var o=t[r];return\"fit\"===o?null:\"auto\"===o?i?n[r]:null:c.isPercent(o)?o:e.length2em(o)}))},e.prototype.getColumnWidthsFixed=function(t,e){var i=this,n=Array.from(t.keys()),r=n.filter((function(e){return\"fit\"===t[e]})),o=n.filter((function(e){return\"auto\"===t[e]})),s=r.length||o.length,a=(s?this.getTableData():{W:null}).W,h=e-f.sum([].concat(this.cLines,this.cSpace))-2*this.fSpace[0],l=h;n.forEach((function(e){var n=t[e];l-=\"fit\"===n||\"auto\"===n?a[e]:i.length2em(n,h)}));var u=s&&l>0?l/s:0;return n.map((function(e){var n=t[e];return\"fit\"===n?a[e]+u:\"auto\"===n?a[e]+(0===r.length?u:0):i.length2em(n,h)}))},e.prototype.getVerticalPosition=function(t,e){for(var i=this.node.attributes.get(\"equalrows\"),n=this.getTableData(),r=n.H,o=n.D,s=i?this.getEqualRowHeight():0,h=this.getRowHalfSpacing(),l=this.fLine,u=0;u<t;u++)l+=h[u]+(i?s:r[u]+o[u])+h[u+1]+this.rLines[u];var c=a(i?[(s+r[t]-o[t])/2,(s-r[t]+o[t])/2]:[r[t],o[t]],2),f=c[0],p=c[1];return l+={top:0,center:h[t]+(f+p)/2,bottom:h[t]+f+p+h[t+1],baseline:h[t]+f,axis:h[t]+f-.25}[e]||0},e.prototype.getEmHalfSpacing=function(t,e,i){void 0===i&&(i=1);var n=this.em(t*i),r=this.addEm(e,2/i);return r.unshift(n),r.push(n),r},e.prototype.getRowHalfSpacing=function(){var t=this.rSpace.map((function(t){return t/2}));return t.unshift(this.fSpace[1]),t.push(this.fSpace[1]),t},e.prototype.getColumnHalfSpacing=function(){var t=this.cSpace.map((function(t){return t/2}));return t.unshift(this.fSpace[0]),t.push(this.fSpace[0]),t},e.prototype.getAlignmentRow=function(){var t=a(c.split(this.node.attributes.get(\"align\")),2),e=t[0],i=t[1];if(null==i)return[e,null];var n=parseInt(i);return n<0&&(n+=this.numRows+1),[e,n<1||n>this.numRows?null:n-1]},e.prototype.getColumnAttributes=function(t,e){void 0===e&&(e=1);var i=this.numCols-e,n=this.getAttributeArray(t);if(0===n.length)return null;for(;n.length<i;)n.push(n[n.length-1]);return n.length>i&&n.splice(i),n},e.prototype.getRowAttributes=function(t,e){void 0===e&&(e=1);var i=this.numRows-e,n=this.getAttributeArray(t);if(0===n.length)return null;for(;n.length<i;)n.push(n[n.length-1]);return n.length>i&&n.splice(i),n},e.prototype.getAttributeArray=function(t){var e=this.node.attributes.get(t);return e?c.split(e):[this.node.attributes.getDefault(t)]},e.prototype.addEm=function(t,e){var i=this;return void 0===e&&(e=1),t?t.map((function(t){return i.em(t/e)})):null},e.prototype.convertLengths=function(t){var e=this;return t?t.map((function(t){return e.length2em(t)})):null},e}(t)}},\n      634: function _(n,u,r,t,e){t(),r.sum=function(n){return n.reduce((function(n,u){return n+u}),0)},r.max=function(n){return n.reduce((function(n,u){return Math.max(n,u)}),0)}},\n      635: function _(t,e,r,n,i){var o,l=this&&this.__extends||(o=function(t,e){return o=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},o(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}o(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),a=this&&this.__assign||function(){return a=Object.assign||function(t){for(var e,r=1,n=arguments.length;r<n;r++)for(var i in e=arguments[r])Object.prototype.hasOwnProperty.call(e,i)&&(t[i]=e[i]);return t},a.apply(this,arguments)},s=this&&this.__values||function(t){var e=\"function\"==typeof Symbol&&Symbol.iterator,r=e&&t[e],n=0;if(r)return r.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&n>=t.length&&(t=void 0),{value:t&&t[n++],done:!t}}};throw new TypeError(e?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};n();var u=t(533),c=t(530),h=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.properties={useHeight:!0},e.texclass=u.TEXCLASS.ORD,e}return l(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"mtable\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"linebreakContainer\",{get:function(){return!0},enumerable:!1,configurable:!0}),e.prototype.setInheritedAttributes=function(e,r,n,i){var o,l;try{for(var a=s(u.indentAttributes),c=a.next();!c.done;c=a.next()){var h=c.value;e[h]&&this.attributes.setInherited(h,e[h][1]),void 0!==this.attributes.getExplicit(h)&&delete this.attributes.getAllAttributes()[h]}}catch(t){o={error:t}}finally{try{c&&!c.done&&(l=a.return)&&l.call(a)}finally{if(o)throw o.error}}t.prototype.setInheritedAttributes.call(this,e,r,n,i)},e.prototype.setChildInheritedAttributes=function(t,e,r,n){var i,o,l,a;try{for(var u=s(this.childNodes),h=u.next();!h.done;h=u.next()){(b=h.value).isKind(\"mtr\")||this.replaceChild(this.factory.create(\"mtr\"),b).appendChild(b)}}catch(t){i={error:t}}finally{try{h&&!h.done&&(o=u.return)&&o.call(u)}finally{if(i)throw i.error}}r=this.getProperty(\"scriptlevel\")||r,e=!(!this.attributes.getExplicit(\"displaystyle\")&&!this.attributes.getDefault(\"displaystyle\")),t=this.addInheritedAttributes(t,{columnalign:this.attributes.get(\"columnalign\"),rowalign:\"center\"});var f=this.attributes.getExplicit(\"data-cramped\"),p=c.split(this.attributes.get(\"rowalign\"));try{for(var d=s(this.childNodes),y=d.next();!y.done;y=d.next()){var b=y.value;t.rowalign[1]=p.shift()||t.rowalign[1],b.setInheritedAttributes(t,e,r,!!f)}}catch(t){l={error:t}}finally{try{y&&!y.done&&(a=d.return)&&a.call(d)}finally{if(l)throw l.error}}},e.prototype.verifyChildren=function(e){var r,n;if(!e.fixMtables)try{for(var i=s(this.childNodes),o=i.next();!o.done;o=i.next()){o.value.isKind(\"mtr\")||this.mError(\"Children of \"+this.kind+\" must be mtr or mlabeledtr\",e)}}catch(t){r={error:t}}finally{try{o&&!o.done&&(n=i.return)&&n.call(i)}finally{if(r)throw r.error}}t.prototype.verifyChildren.call(this,e)},e.prototype.setTeXclass=function(t){var e,r;this.getPrevClass(t);try{for(var n=s(this.childNodes),i=n.next();!i.done;i=n.next()){i.value.setTeXclass(null)}}catch(t){e={error:t}}finally{try{i&&!i.done&&(r=n.return)&&r.call(n)}finally{if(e)throw e.error}}return this},e.defaults=a(a({},u.AbstractMmlNode.defaults),{align:\"axis\",rowalign:\"baseline\",columnalign:\"center\",groupalign:\"{left}\",alignmentscope:!0,columnwidth:\"auto\",width:\"auto\",rowspacing:\"1ex\",columnspacing:\".8em\",rowlines:\"none\",columnlines:\"none\",frame:\"none\",framespacing:\"0.4em 0.5ex\",equalrows:!1,equalcolumns:!1,displaystyle:!1,side:\"right\",minlabelspacing:\"0.8em\"}),e}(u.AbstractMmlNode);r.MmlMtable=h},\n      636: function _(t,e,r,i,n){var o,l=this&&this.__extends||(o=function(t,e){return o=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},o(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}o(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),a=this&&this.__read||function(t,e){var r=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!r)return t;var i,n,o=r.call(t),l=[];try{for(;(void 0===e||e-- >0)&&!(i=o.next()).done;)l.push(i.value)}catch(t){n={error:t}}finally{try{i&&!i.done&&(r=o.return)&&r.call(o)}finally{if(n)throw n.error}}return l},s=this&&this.__spreadArray||function(t,e){for(var r=0,i=e.length,n=t.length;r<i;r++,n++)t[n]=e[r];return t};i();var p=t(574),h=t(637),c=t(637),u=t(638),f=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return l(e,t),e.prototype.toSVG=function(t){var e=this.standardSVGnode(t);this.placeCells(e),this.placeColor()},e.prototype.placeCells=function(t){for(var e=this.parent.getColumnHalfSpacing(),r=s(s([this.parent.fLine],a(this.parent.cLines)),[this.parent.fLine]),i=this.parent.getComputedWidths(),n=1/this.getBBox().rscale,o=r[0],l=0;l<this.numCells;l++){var p=this.getChild(l);p.toSVG(t),o+=this.placeCell(p,{x:o,y:0,lSpace:e[l]*n,rSpace:e[l+1]*n,w:i[l]*n,lLine:r[l]*n,rLine:r[l+1]*n})}},e.prototype.placeCell=function(t,e){var r=e.x,i=e.y,n=e.lSpace,o=e.w,l=e.rSpace,s=e.lLine,p=e.rLine,h=1/this.getBBox().rscale,c=a([this.H*h,this.D*h],2),u=c[0],f=c[1],d=a([this.tSpace*h,this.bSpace*h],2),y=d[0],S=d[1],b=a(t.placeCell(r+n,i,o,u,f),2),v=b[0],C=b[1],_=n+o+l;return t.placeColor(-(v+n+s/2),-(f+S+C),_+(s+p)/2,u+f+y+S),_+p},e.prototype.placeColor=function(){var t=1/this.getBBox().rscale,e=this.adaptor,r=this.firstChild();if(r&&\"rect\"===e.kind(r)&&e.getAttribute(r,\"data-bgcolor\")){var i=a([this.tLine/2*t,this.bLine/2*t],2),n=i[0],o=i[1],l=a([this.tSpace*t,this.bSpace*t],2),s=l[0],p=l[1],h=a([this.H*t,this.D*t],2),c=h[0],u=h[1];e.setAttribute(r,\"y\",this.fixed(-(u+p+o))),e.setAttribute(r,\"width\",this.fixed(this.parent.getWidth()*t)),e.setAttribute(r,\"height\",this.fixed(n+s+c+u+p+o))}},e.kind=u.MmlMtr.prototype.kind,e}(h.CommonMtrMixin(p.SVGWrapper));r.SVGmtr=f;var d=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return l(e,t),e.prototype.toSVG=function(e){t.prototype.toSVG.call(this,e);var r=this.childNodes[0];r&&r.toSVG(this.parent.labels)},e.kind=u.MmlMlabeledtr.prototype.kind,e}(c.CommonMlabeledtrMixin(f));r.SVGmlabeledtr=d},\n      637: function _(e,t,r,n,o){var i,l=this&&this.__extends||(i=function(e,t){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,t){e.__proto__=t}||function(e,t){for(var r in t)Object.prototype.hasOwnProperty.call(t,r)&&(e[r]=t[r])},i(e,t)},function(e,t){if(\"function\"!=typeof t&&null!==t)throw new TypeError(\"Class extends value \"+String(t)+\" is not a constructor or null\");function r(){this.constructor=e}i(e,t),e.prototype=null===t?Object.create(t):(r.prototype=t.prototype,new r)}),u=this&&this.__values||function(e){var t=\"function\"==typeof Symbol&&Symbol.iterator,r=t&&e[t],n=0;if(r)return r.call(e);if(e&&\"number\"==typeof e.length)return{next:function(){return e&&n>=e.length&&(e=void 0),{value:e&&e[n++],done:!e}}};throw new TypeError(t?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};n(),r.CommonMtrMixin=function(e){return function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return l(t,e),Object.defineProperty(t.prototype,\"fixesPWidth\",{get:function(){return!1},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"numCells\",{get:function(){return 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x=j.getBBox(m),O=x.h,N=x.d;O>p&&(p=O),N>y&&(y=N)}}}catch(e){n={error:e}}finally{try{v&&!v.done&&(o=g.return)&&o.call(g)}finally{if(n)throw n.error}}e=[p,y]}try{for(var _=u(c),C=_.next();!C.done;C=_.next()){var j;(j=C.value).coreMO().getStretchedVariant(e)}}catch(e){i={error:e}}finally{try{C&&!C.done&&(l=_.return)&&l.call(_)}finally{if(i)throw i.error}}}},t}(e)},r.CommonMlabeledtrMixin=function(e){return function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return l(t,e),Object.defineProperty(t.prototype,\"numCells\",{get:function(){return Math.max(0,this.childNodes.length-1)},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"labeled\",{get:function(){return!0},enumerable:!1,configurable:!0}),Object.defineProperty(t.prototype,\"tableCells\",{get:function(){return this.childNodes.slice(1)},enumerable:!1,configurable:!0}),t.prototype.getChild=function(e){return this.childNodes[e+1]},t.prototype.getChildBBoxes=function(){return this.childNodes.slice(1).map((function(e){return e.getBBox()}))},t}(e)}},\n      638: function _(t,r,e,n,i){var o,l=this&&this.__extends||(o=function(t,r){return o=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,r){t.__proto__=r}||function(t,r){for(var e in r)Object.prototype.hasOwnProperty.call(r,e)&&(t[e]=r[e])},o(t,r)},function(t,r){if(\"function\"!=typeof r&&null!==r)throw new TypeError(\"Class extends value \"+String(r)+\" is not a constructor or null\");function e(){this.constructor=t}o(t,r),t.prototype=null===r?Object.create(r):(e.prototype=r.prototype,new e)}),a=this&&this.__assign||function(){return a=Object.assign||function(t){for(var r,e=1,n=arguments.length;e<n;e++)for(var i in r=arguments[e])Object.prototype.hasOwnProperty.call(r,i)&&(t[i]=r[i]);return t},a.apply(this,arguments)},s=this&&this.__values||function(t){var r=\"function\"==typeof Symbol&&Symbol.iterator,e=r&&t[r],n=0;if(e)return e.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&n>=t.length&&(t=void 0),{value:t&&t[n++],done:!t}}};throw new TypeError(r?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};n();var u=t(533),c=t(534),f=t(530),h=function(t){function r(){return null!==t&&t.apply(this,arguments)||this}return l(r,t),Object.defineProperty(r.prototype,\"kind\",{get:function(){return\"mtr\"},enumerable:!1,configurable:!0}),Object.defineProperty(r.prototype,\"linebreakContainer\",{get:function(){return!0},enumerable:!1,configurable:!0}),r.prototype.setChildInheritedAttributes=function(t,r,e,n){var i,o,l,a;try{for(var u=s(this.childNodes),c=u.next();!c.done;c=u.next()){(y=c.value).isKind(\"mtd\")||this.replaceChild(this.factory.create(\"mtd\"),y).appendChild(y)}}catch(t){i={error:t}}finally{try{c&&!c.done&&(o=u.return)&&o.call(u)}finally{if(i)throw i.error}}var h=f.split(this.attributes.get(\"columnalign\"));1===this.arity&&h.unshift(this.parent.attributes.get(\"side\")),t=this.addInheritedAttributes(t,{rowalign:this.attributes.get(\"rowalign\"),columnalign:\"center\"});try{for(var d=s(this.childNodes),p=d.next();!p.done;p=d.next()){var y=p.value;t.columnalign[1]=h.shift()||t.columnalign[1],y.setInheritedAttributes(t,r,e,n)}}catch(t){l={error:t}}finally{try{p&&!p.done&&(a=d.return)&&a.call(d)}finally{if(l)throw l.error}}},r.prototype.verifyChildren=function(r){var e,n;if(!this.parent||this.parent.isKind(\"mtable\")){if(!r.fixMtables)try{for(var i=s(this.childNodes),o=i.next();!o.done;o=i.next()){var l=o.value;if(!l.isKind(\"mtd\"))this.replaceChild(this.factory.create(\"mtr\"),l).mError(\"Children of \"+this.kind+\" must be mtd\",r,!0)}}catch(t){e={error:t}}finally{try{o&&!o.done&&(n=i.return)&&n.call(i)}finally{if(e)throw e.error}}t.prototype.verifyChildren.call(this,r)}else this.mError(this.kind+\" can only be a child of an mtable\",r,!0)},r.prototype.setTeXclass=function(t){var r,e;this.getPrevClass(t);try{for(var n=s(this.childNodes),i=n.next();!i.done;i=n.next()){i.value.setTeXclass(null)}}catch(t){r={error:t}}finally{try{i&&!i.done&&(e=n.return)&&e.call(n)}finally{if(r)throw r.error}}return this},r.defaults=a(a({},u.AbstractMmlNode.defaults),{rowalign:c.INHERIT,columnalign:c.INHERIT,groupalign:c.INHERIT}),r}(u.AbstractMmlNode);e.MmlMtr=h;var d=function(t){function r(){return null!==t&&t.apply(this,arguments)||this}return l(r,t),Object.defineProperty(r.prototype,\"kind\",{get:function(){return\"mlabeledtr\"},enumerable:!1,configurable:!0}),Object.defineProperty(r.prototype,\"arity\",{get:function(){return 1},enumerable:!1,configurable:!0}),r}(h);e.MmlMlabeledtr=d},\n      639: function _(t,e,i,o,n){var r,s=this&&this.__extends||(r=function(t,e){return r=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var i in e)Object.prototype.hasOwnProperty.call(e,i)&&(t[i]=e[i])},r(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function i(){this.constructor=t}r(t,e),t.prototype=null===e?Object.create(e):(i.prototype=e.prototype,new i)});o();var a=t(574),u=t(640),p=t(641),c=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),e.prototype.placeCell=function(t,e,i,o,n){var r=this.getBBox(),s=Math.max(r.h,.75),a=Math.max(r.d,.25),u=this.node.attributes.get(\"columnalign\"),p=this.node.attributes.get(\"rowalign\"),c=this.getAlignX(i,r,u),l=this.getAlignY(o,n,s,a,p);return this.place(t+c,e+l),[c,l]},e.prototype.placeColor=function(t,e,i,o){var n=this.adaptor,r=this.firstChild();r&&\"rect\"===n.kind(r)&&n.getAttribute(r,\"data-bgcolor\")&&(n.setAttribute(r,\"x\",this.fixed(t)),n.setAttribute(r,\"y\",this.fixed(e)),n.setAttribute(r,\"width\",this.fixed(i)),n.setAttribute(r,\"height\",this.fixed(o)))},e.kind=p.MmlMtd.prototype.kind,e}(u.CommonMtdMixin(a.SVGWrapper));i.SVGmtd=c},\n      640: function _(t,n,o,e,r){var i,u=this&&this.__extends||(i=function(t,n){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,n){t.__proto__=n}||function(t,n){for(var o in n)Object.prototype.hasOwnProperty.call(n,o)&&(t[o]=n[o])},i(t,n)},function(t,n){if(\"function\"!=typeof n&&null!==n)throw new TypeError(\"Class extends value \"+String(n)+\" is not a constructor or null\");function o(){this.constructor=t}i(t,n),t.prototype=null===n?Object.create(n):(o.prototype=n.prototype,new o)});e(),o.CommonMtdMixin=function(t){return function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return u(n,t),Object.defineProperty(n.prototype,\"fixesPWidth\",{get:function(){return!1},enumerable:!1,configurable:!0}),n.prototype.invalidateBBox=function(){this.bboxComputed=!1},n.prototype.getWrapWidth=function(t){var n=this.parent.parent,o=this.parent,e=this.node.childPosition()-(o.labeled?1:0);return\"number\"==typeof n.cWidths[e]?n.cWidths[e]:n.getTableData().W[e]},n.prototype.getChildAlign=function(t){return this.node.attributes.get(\"columnalign\")},n}(t)}},\n      641: function _(t,e,n,r,o){var i,a=this&&this.__extends||(i=function(t,e){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var n in e)Object.prototype.hasOwnProperty.call(e,n)&&(t[n]=e[n])},i(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function n(){this.constructor=t}i(t,e),t.prototype=null===e?Object.create(e):(n.prototype=e.prototype,new 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this.getPrevClass(t),this.childNodes[0].setTeXclass(null),this},e.defaults=s(s({},l.AbstractMmlBaseNode.defaults),{rowspan:1,columnspan:1,rowalign:c.INHERIT,columnalign:c.INHERIT,groupalign:c.INHERIT}),e}(l.AbstractMmlBaseNode);n.MmlMtd=u},\n      642: function _(t,e,o,n,i){var a,s=this&&this.__extends||(a=function(t,e){return a=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var o in e)Object.prototype.hasOwnProperty.call(e,o)&&(t[o]=e[o])},a(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function o(){this.constructor=t}a(t,e),t.prototype=null===e?Object.create(e):(o.prototype=e.prototype,new o)});n();var r=t(574),l=t(643),d=t(643),p=t(644),c=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),e.prototype.toSVG=function(t){var e=this.standardSVGnode(t),o=this.selected,n=o.getBBox(),i=n.h,a=n.d,s=n.w;this.adaptor.append(this.element,this.svg(\"rect\",{width:this.fixed(s),height:this.fixed(i+a),y:this.fixed(-a),fill:\"none\",\"pointer-events\":\"all\"})),o.toSVG(e),this.action(this,this.data)},e.prototype.setEventHandler=function(t,e){this.element.addEventListener(t,e)},e.kind=p.MmlMaction.prototype.kind,e.styles={'[jax=\"SVG\"] mjx-tool':{display:\"inline-block\",position:\"relative\",width:0,height:0},'[jax=\"SVG\"] mjx-tool > mjx-tip':{position:\"absolute\",top:0,left:0},\"mjx-tool > mjx-tip\":{display:\"inline-block\",padding:\".2em\",border:\"1px solid #888\",\"font-size\":\"70%\",\"background-color\":\"#F8F8F8\",color:\"black\",\"box-shadow\":\"2px 2px 5px #AAAAAA\"},'g[data-mml-node=\"maction\"][data-toggle]':{cursor:\"pointer\"},\"mjx-status\":{display:\"block\",position:\"fixed\",left:\"1em\",bottom:\"1em\",\"min-width\":\"25%\",padding:\".2em .4em\",border:\"1px solid #888\",\"font-size\":\"90%\",\"background-color\":\"#F8F8F8\",color:\"black\"}},e.actions=new Map([[\"toggle\",[function(t,e){t.adaptor.setAttribute(t.element,\"data-toggle\",t.node.attributes.get(\"selection\"));var o=t.factory.jax.math,n=t.factory.jax.document,i=t.node;t.setEventHandler(\"click\",(function(t){o.end.node||(o.start.node=o.end.node=o.typesetRoot,o.start.n=o.end.n=0),i.nextToggleSelection(),o.rerender(n),t.stopPropagation()}))},{}]],[\"tooltip\",[function(t,e){var o=t.childNodes[1];if(o){var n=t.firstChild();if(o.node.isKind(\"mtext\")){var i=o.node.getText();t.adaptor.insert(t.svg(\"title\",{},[t.text(i)]),n)}else{var a=t.adaptor,s=t.jax.container,r=t.node.factory.create(\"math\",{},[t.childNodes[1].node]),l=t.html(\"mjx-tool\",{},[t.html(\"mjx-tip\")]),d=a.append(n,t.svg(\"foreignObject\",{style:{display:\"none\"}},[l]));t.jax.processMath(r,a.firstChild(l)),t.childNodes[1].node.parent=t.node,t.setEventHandler(\"mouseover\",(function(o){e.stopTimers(t,e),e.hoverTimer.set(t,setTimeout((function(){a.setStyle(l,\"left\",\"0\"),a.setStyle(l,\"top\",\"0\"),a.append(s,l);var e=a.nodeBBox(l),o=a.nodeBBox(t.element),n=(o.right-e.left)/t.metrics.em+t.dx,i=(o.bottom-e.bottom)/t.metrics.em+t.dy;a.setStyle(l,\"left\",t.px(n)),a.setStyle(l,\"top\",t.px(i))}),e.postDelay)),o.stopPropagation()})),t.setEventHandler(\"mouseout\",(function(o){e.stopTimers(t,e);var n=setTimeout((function(){return a.append(d,l)}),e.clearDelay);e.clearTimer.set(t,n),o.stopPropagation()}))}}},d.TooltipData]],[\"statusline\",[function(t,e){var o=t.childNodes[1];if(o&&o.node.isKind(\"mtext\")){var n=t.adaptor,i=o.node.getText();n.setAttribute(t.element,\"data-statusline\",i),t.setEventHandler(\"mouseover\",(function(o){if(null===e.status){var a=n.body(n.document);e.status=n.append(a,t.html(\"mjx-status\",{},[t.text(i)]))}o.stopPropagation()})),t.setEventHandler(\"mouseout\",(function(t){e.status&&(n.remove(e.status),e.status=null),t.stopPropagation()}))}},{status:null}]]]),e}(l.CommonMactionMixin(r.SVGWrapper));o.SVGmaction=c},\n      643: function _(t,e,r,o,n){var i,a=this&&this.__extends||(i=function(t,e){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},i(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function r(){this.constructor=t}i(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),s=this&&this.__read||function(t,e){var r=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!r)return t;var o,n,i=r.call(t),a=[];try{for(;(void 0===e||e-- >0)&&!(o=i.next()).done;)a.push(o.value)}catch(t){n={error:t}}finally{try{o&&!o.done&&(r=i.return)&&r.call(i)}finally{if(n)throw n.error}}return a},c=this&&this.__spreadArray||function(t,e){for(var r=0,o=e.length,n=t.length;r<o;r++,n++)t[n]=e[r];return t};o();var l=t(530);r.TooltipData={dx:\".2em\",dy:\".1em\",postDelay:600,clearDelay:100,hoverTimer:new Map,clearTimer:new Map,stopTimers:function(t,e){e.clearTimer.has(t)&&(clearTimeout(e.clearTimer.get(t)),e.clearTimer.delete(t)),e.hoverTimer.has(t)&&(clearTimeout(e.hoverTimer.get(t)),e.hoverTimer.delete(t))}},r.CommonMactionMixin=function(t){return function(t){function e(){for(var e=[],r=0;r<arguments.length;r++)e[r]=arguments[r];var o=t.apply(this,c([],s(e)))||this,n=o.constructor.actions,i=o.node.attributes.get(\"actiontype\"),a=s(n.get(i)||[function(t,e){},{}],2),l=a[0],u=a[1];return o.action=l,o.data=u,o.getParameters(),o}return a(e,t),Object.defineProperty(e.prototype,\"selected\",{get:function(){var t=this.node.attributes.get(\"selection\"),e=Math.max(1,Math.min(this.childNodes.length,t))-1;return this.childNodes[e]||this.wrap(this.node.selected)},enumerable:!1,configurable:!0}),e.prototype.getParameters=function(){var t=this.node.attributes.get(\"data-offsets\"),e=s(l.split(t||\"\"),2),o=e[0],n=e[1];this.dx=this.length2em(o||r.TooltipData.dx),this.dy=this.length2em(n||r.TooltipData.dy)},e.prototype.computeBBox=function(t,e){void 0===e&&(e=!1),t.updateFrom(this.selected.getBBox()),this.selected.setChildPWidths(e)},e}(t)}},\n      644: function _(t,e,o,r,i){var n,s=this&&this.__extends||(n=function(t,e){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var o in e)Object.prototype.hasOwnProperty.call(e,o)&&(t[o]=e[o])},n(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function o(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(o.prototype=e.prototype,new o)}),c=this&&this.__assign||function(){return c=Object.assign||function(t){for(var e,o=1,r=arguments.length;o<r;o++)for(var i in e=arguments[o])Object.prototype.hasOwnProperty.call(e,i)&&(t[i]=e[i]);return t},c.apply(this,arguments)};r();var l=t(533),u=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return s(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"maction\"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"arity\",{get:function(){return 1},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"selected\",{get:function(){var t=this.attributes.get(\"selection\"),e=Math.max(1,Math.min(this.childNodes.length,t))-1;return this.childNodes[e]||this.factory.create(\"mrow\")},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isEmbellished\",{get:function(){return this.selected.isEmbellished},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,\"isSpacelike\",{get:function(){return this.selected.isSpacelike},enumerable:!1,configurable:!0}),e.prototype.core=function(){return this.selected.core()},e.prototype.coreMO=function(){return this.selected.coreMO()},e.prototype.verifyAttributes=function(e){(t.prototype.verifyAttributes.call(this,e),\"toggle\"!==this.attributes.get(\"actiontype\")&&void 0!==this.attributes.getExplicit(\"selection\"))&&delete this.attributes.getAllAttributes().selection},e.prototype.setTeXclass=function(t){\"tooltip\"===this.attributes.get(\"actiontype\")&&this.childNodes[1]&&this.childNodes[1].setTeXclass(null);var e=this.selected;return t=e.setTeXclass(t),this.updateTeXclass(e),t},e.prototype.nextToggleSelection=function(){var t=Math.max(1,this.attributes.get(\"selection\")+1);t>this.childNodes.length&&(t=1),this.attributes.set(\"selection\",t)},e.defaults=c(c({},l.AbstractMmlNode.defaults),{actiontype:\"toggle\",selection:1}),e}(l.AbstractMmlNode);o.MmlMaction=u},\n      645: function _(t,r,e,o,n){var i,s=this&&this.__extends||(i=function(t,r){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,r){t.__proto__=r}||function(t,r){for(var e in r)Object.prototype.hasOwnProperty.call(r,e)&&(t[e]=r[e])},i(t,r)},function(t,r){if(\"function\"!=typeof r&&null!==r)throw new TypeError(\"Class extends value \"+String(r)+\" is not a constructor or null\");function e(){this.constructor=t}i(t,r),t.prototype=null===r?Object.create(r):(e.prototype=r.prototype,new e)}),a=this&&this.__values||function(t){var r=\"function\"==typeof Symbol&&Symbol.iterator,e=r&&t[r],o=0;if(e)return e.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&o>=t.length&&(t=void 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l=h.value,f=this.notations[l];!f.renderChild&&f.renderer(this,o)}}catch(t){r={error:t}}finally{try{h&&!h.done&&(e=d.return)&&e.call(d)}finally{if(r)throw r.error}}},r.prototype.arrow=function(t,r,e,o,n){void 0===o&&(o=\"\"),void 0===n&&(n=0);var i=this.getBBox(),s=i.w,a=(t-s)/2,h=(i.h-i.d)/2,l=this.thickness,f=l/2,u=d([l*this.arrowhead.x,l*this.arrowhead.y,l*this.arrowhead.dx],3),p=u[0],c=u[1],x=u[2],g=e?this.fill(\"M\",s+a,h,\"l\",-(p+x),c,\"l\",x,f-c,\"L\",p-a,h+f,\"l\",x,c-f,\"l\",-(p+x),-c,\"l\",p+x,-c,\"l\",-x,c-f,\"L\",s+a-p,h-f,\"l\",-x,f-c,\"Z\"):this.fill(\"M\",s+a,h,\"l\",-(p+x),c,\"l\",x,f-c,\"L\",-a,h+f,\"l\",0,-l,\"L\",s+a-p,h-f,\"l\",-x,f-c,\"Z\"),v=[];if(n&&v.push(\"X\"===o?\"translate(\"+this.fixed(-n)+\" 0)\":\"translate(0 \"+this.fixed(n)+\")\"),r){var w=this.jax.fixed(180*-r/Math.PI);v.push(\"rotate(\"+w+\" \"+this.fixed(s/2)+\" \"+this.fixed(h)+\")\")}return v.length&&this.adaptor.setAttribute(g,\"transform\",v.join(\" \")),g},r.prototype.line=function(t){var r=d(t,4),e=r[0],o=r[1],n=r[2],i=r[3];return this.svg(\"line\",{x1:this.fixed(e),y1:this.fixed(o),x2:this.fixed(n),y2:this.fixed(i),\"stroke-width\":this.fixed(this.thickness)})},r.prototype.box=function(t,r,e,o){void 0===o&&(o=0);var n=this.thickness,i={x:this.fixed(n/2),y:this.fixed(n/2-e),width:this.fixed(t-n),height:this.fixed(r+e-n),fill:\"none\",\"stroke-width\":this.fixed(n)};return o&&(i.rx=this.fixed(o)),this.svg(\"rect\",i)},r.prototype.ellipse=function(t,r,e){var o=this.thickness;return this.svg(\"ellipse\",{rx:this.fixed((t-o)/2),ry:this.fixed((r+e-o)/2),cx:this.fixed(t/2),cy:this.fixed((r-e)/2),fill:\"none\",\"stroke-width\":this.fixed(o)})},r.prototype.path=function(t){for(var r=this,e=[],o=1;o<arguments.length;o++)e[o-1]=arguments[o];return this.svg(\"path\",{d:e.map((function(t){return\"string\"==typeof t?t:r.fixed(t)})).join(\" 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bottom\"}],[\"roundedbox\",{renderer:function(t,r){var e=t.getBBox(),o=e.w,n=e.h,i=e.d,s=t.thickness+t.padding;t.adaptor.append(t.element,t.box(o,n,i,s))},bbox:f.fullBBox}],[\"circle\",{renderer:function(t,r){var e=t.getBBox(),o=e.w,n=e.h,i=e.d;t.adaptor.append(t.element,t.ellipse(o,n,i))},bbox:f.fullBBox}],[\"phasorangle\",{renderer:function(t,r){var e=t.getBBox(),o=e.w,n=e.h,i=e.d,s=t.getArgMod(1.75*t.padding,n+i)[0],a=t.thickness/2,d=n+i,h=Math.cos(s);t.adaptor.append(t.element,t.path(\"mitre\",\"M\",o,a-i,\"L\",a+h*a,a-i,\"L\",h*d+a,d-i-a))},bbox:function(t){var r=t.padding/2,e=t.thickness;return[2*r,r,r+e,3*r+e]},border:function(t){return[0,0,t.thickness,0]},remove:\"bottom\"}],f.Arrow(\"up\"),f.Arrow(\"down\"),f.Arrow(\"left\"),f.Arrow(\"right\"),f.Arrow(\"updown\"),f.Arrow(\"leftright\"),f.DiagonalArrow(\"updiagonal\"),f.DiagonalArrow(\"northeast\"),f.DiagonalArrow(\"southeast\"),f.DiagonalArrow(\"northwest\"),f.DiagonalArrow(\"southwest\"),f.DiagonalArrow(\"northeastsouthwest\"),f.DiagonalArrow(\"northwestsoutheast\"),[\"longdiv\",{renderer:function(t,r){var e=t.getBBox(),o=e.w,n=e.h,i=e.d,s=t.thickness/2,a=t.padding;t.adaptor.append(t.element,t.path(\"round\",\"M\",s,s-i,\"a\",a-s/2,(n+i)/2-4*s,0,\"0,1\",0,n+i-2*s,\"L\",o-s,n-s))},bbox:function(t){var r=t.padding,e=t.thickness;return[r+e,r,r,2*r+e/2]}}],[\"radical\",{renderer:function(t,r){t.msqrt.toSVG(r);var e=t.sqrtTRBL()[3];t.place(-e,0,r)},init:function(t){t.msqrt=t.createMsqrt(t.childNodes[0])},bbox:function(t){return t.sqrtTRBL()},renderChild:!0}]]),r}(l.CommonMencloseMixin(h.SVGWrapper));e.SVGmenclose=p},\n      646: function _(t,r,e,o,n){var i,a=this&&this.__extends||(i=function(t,r){return i=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,r){t.__proto__=r}||function(t,r){for(var e in r)Object.prototype.hasOwnProperty.call(r,e)&&(t[e]=r[e])},i(t,r)},function(t,r){if(\"function\"!=typeof r&&null!==r)throw new TypeError(\"Class extends value \"+String(r)+\" is not a constructor or null\");function e(){this.constructor=t}i(t,r),t.prototype=null===r?Object.create(r):(e.prototype=r.prototype,new e)}),s=this&&this.__read||function(t,r){var e=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!e)return t;var o,n,i=e.call(t),a=[];try{for(;(void 0===r||r-- >0)&&!(o=i.next()).done;)a.push(o.value)}catch(t){n={error:t}}finally{try{o&&!o.done&&(e=i.return)&&e.call(i)}finally{if(n)throw n.error}}return a},h=this&&this.__spreadArray||function(t,r){for(var e=0,o=r.length,n=t.length;e<o;e++,n++)t[n]=r[e];return t},l=this&&this.__values||function(t){var r=\"function\"==typeof Symbol&&Symbol.iterator,e=r&&t[r],o=0;if(e)return e.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&o>=t.length&&(t=void 0),{value:t&&t[o++],done:!t}}};throw new TypeError(r?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};o();var d=t(647),c=t(530);e.CommonMencloseMixin=function(t){return function(t){function r(){for(var r=[],e=0;e<arguments.length;e++)r[e]=arguments[e];var o=t.apply(this,h([],s(r)))||this;return o.notations={},o.renderChild=null,o.msqrt=null,o.padding=d.PADDING,o.thickness=d.THICKNESS,o.arrowhead={x:d.ARROWX,y:d.ARROWY,dx:d.ARROWDX},o.TRBL=[0,0,0,0],o.getParameters(),o.getNotations(),o.removeRedundantNotations(),o.initializeNotations(),o.TRBL=o.getBBoxExtenders(),o}return a(r,t),r.prototype.getParameters=function(){var t=this.node.attributes,r=t.get(\"data-padding\");void 0!==r&&(this.padding=this.length2em(r,d.PADDING));var e=t.get(\"data-thickness\");void 0!==e&&(this.thickness=this.length2em(e,d.THICKNESS));var o=t.get(\"data-arrowhead\");if(void 0!==o){var n=s(c.split(o),3),i=n[0],a=n[1],h=n[2];this.arrowhead={x:i?parseFloat(i):d.ARROWX,y:a?parseFloat(a):d.ARROWY,dx:h?parseFloat(h):d.ARROWDX}}},r.prototype.getNotations=function(){var t,r,e=this.constructor.notations;try{for(var o=l(c.split(this.node.attributes.get(\"notation\"))),n=o.next();!n.done;n=o.next()){var i=n.value,a=e.get(i);a&&(this.notations[i]=a,a.renderChild&&(this.renderChild=a.renderer))}}catch(r){t={error:r}}finally{try{n&&!n.done&&(r=o.return)&&r.call(o)}finally{if(t)throw t.error}}},r.prototype.removeRedundantNotations=function(){var t,r,e,o;try{for(var n=l(Object.keys(this.notations)),i=n.next();!i.done;i=n.next()){var a=i.value;if(this.notations[a]){var s=this.notations[a].remove||\"\";try{for(var h=(e=void 0,l(s.split(/ /))),d=h.next();!d.done;d=h.next()){var c=d.value;delete 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t=s([this.padding,this.thickness],2),r=t[0],e=t[1]*(this.arrowhead.x+Math.max(1,this.arrowhead.dx)),o=this.childNodes[0].getBBox(),n=o.h,i=o.d,a=o.w,h=n+i,l=Math.sqrt(h*h+a*a),d=Math.max(r,e*a/l),c=Math.max(r,e*h/l),u=s(this.getArgMod(a+2*d,h+2*c),2);return{a:u[0],W:u[1],x:d,y:c}},r.prototype.arrowAW=function(){var t=this.childNodes[0].getBBox(),r=t.h,e=t.d,o=t.w,n=s(this.TRBL,4),i=n[0],a=n[1],h=n[2],l=n[3];return this.getArgMod(l+o+a,i+r+e+h)},r.prototype.createMsqrt=function(t){var r=this.node.factory.create(\"msqrt\");r.inheritAttributesFrom(this.node),r.childNodes[0]=t.node;var e=this.wrap(r);return e.parent=this,e},r.prototype.sqrtTRBL=function(){var t=this.msqrt.getBBox(),r=this.msqrt.childNodes[0].getBBox();return[t.h-r.h,0,t.d-r.d,t.w-r.w]},r}(t)}},\n      647: function _(r,o,n,t,a){var e=this&&this.__read||function(r,o){var n=\"function\"==typeof Symbol&&r[Symbol.iterator];if(!n)return r;var t,a,e=n.call(r),i=[];try{for(;(void 0===o||o-- 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o},n.arrowDef={up:[-Math.PI/2,!1,!0,\"verticalstrike\"],down:[Math.PI/2,!1,!0,\"verticakstrike\"],right:[0,!1,!1,\"horizontalstrike\"],left:[Math.PI,!1,!1,\"horizontalstrike\"],updown:[Math.PI/2,!0,!0,\"verticalstrike uparrow downarrow\"],leftright:[0,!0,!1,\"horizontalstrike leftarrow rightarrow\"]},n.diagonalArrowDef={updiagonal:[-1,0,!1,\"updiagonalstrike northeastarrow\"],northeast:[-1,0,!1,\"updiagonalstrike updiagonalarrow\"],southeast:[1,0,!1,\"downdiagonalstrike\"],northwest:[1,Math.PI,!1,\"downdiagonalstrike\"],southwest:[-1,Math.PI,!1,\"updiagonalstrike\"],northeastsouthwest:[-1,0,!0,\"updiagonalstrike northeastarrow updiagonalarrow southwestarrow\"],northwestsoutheast:[1,0,!0,\"downdiagonalstrike northwestarrow southeastarrow\"]},n.arrowBBox={up:function(r){return n.arrowBBoxW(r,[n.arrowHead(r),0,r.padding,0])},down:function(r){return n.arrowBBoxW(r,[r.padding,0,n.arrowHead(r),0])},right:function(r){return 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r)Object.prototype.hasOwnProperty.call(r,n)&&(t[n]=r[n])},i(t,r)},function(t,r){if(\"function\"!=typeof r&&null!==r)throw new TypeError(\"Class extends value \"+String(r)+\" is not a constructor or null\");function n(){this.constructor=t}i(t,r),t.prototype=null===r?Object.create(r):(n.prototype=r.prototype,new n)}),l=this&&this.__values||function(t){var r=\"function\"==typeof Symbol&&Symbol.iterator,n=r&&t[r],e=0;if(n)return n.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&e>=t.length&&(t=void 0),{value:t&&t[e++],done:!t}}};throw new TypeError(r?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")},s=this&&this.__read||function(t,r){var n=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!n)return t;var e,o,i=n.call(t),a=[];try{for(;(void 0===r||r-- >0)&&!(e=i.next()).done;)a.push(e.value)}catch(t){o={error:t}}finally{try{e&&!e.done&&(n=i.return)&&n.call(i)}finally{if(o)throw o.error}}return a},u=this&&this.__spreadArray||function(t,r){for(var n=0,e=r.length,o=t.length;n<e;n++,o++)t[o]=r[n];return t};e();var f=function(){function t(){this.bits=0}return t.allocate=function(){for(var r,n,e=[],o=0;o<arguments.length;o++)e[o]=arguments[o];try{for(var i=l(e),a=i.next();!a.done;a=i.next()){var s=a.value;if(this.has(s))throw new Error(\"Bit already allocated for \"+s);if(this.next===t.MAXBIT)throw new Error(\"Maximum number of bits already allocated\");this.names.set(s,this.next),this.next<<=1}}catch(t){r={error:t}}finally{try{a&&!a.done&&(n=i.return)&&n.call(i)}finally{if(r)throw r.error}}},t.has=function(t){return this.names.has(t)},t.prototype.set=function(t){this.bits|=this.getBit(t)},t.prototype.clear=function(t){this.bits&=~this.getBit(t)},t.prototype.isSet=function(t){return!!(this.bits&this.getBit(t))},t.prototype.reset=function(){this.bits=0},t.prototype.getBit=function(t){var r=this.constructor.names.get(t);if(!r)throw new Error(\"Unknown bit-field name: \"+t);return r},t.MAXBIT=1<<31,t.next=1,t.names=new 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t},s.apply(this,arguments)},l=this&&this.__read||function(t,e){var r=\"function\"==typeof Symbol&&t[Symbol.iterator];if(!r)return t;var n,o,i=r.call(t),a=[];try{for(;(void 0===e||e-- >0)&&!(n=i.next()).done;)a.push(n.value)}catch(t){o={error:t}}finally{try{n&&!n.done&&(r=i.return)&&r.call(i)}finally{if(o)throw o.error}}return a},u=this&&this.__values||function(t){var e=\"function\"==typeof Symbol&&Symbol.iterator,r=e&&t[e],n=0;if(r)return r.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&n>=t.length&&(t=void 0),{value:t&&t[n++],done:!t}}};throw new TypeError(e?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};n();var h=t(720),c=t(526),d=t(732),p=t(733),f=t(734),y=t(531),m=function(t){function e(e,r,n){var o=this,i=l(c.separateOptions(n,f.HTMLDomStrings.OPTIONS),2),a=i[0],s=i[1];return(o=t.call(this,e,r,a)||this).domStrings=o.options.DomStrings||new f.HTMLDomStrings(s),o.domStrings.adaptor=r,o.styles=[],o}return a(e,t),e.prototype.findPosition=function(t,e,r,n){var o,i,a=this.adaptor;try{for(var s=u(n[t]),h=s.next();!h.done;h=s.next()){var c=h.value,d=l(c,2),p=d[0],f=d[1];if(e<=f&&\"#text\"===a.kind(p))return{node:p,n:Math.max(e,0),delim:r};e-=f}}catch(t){o={error:t}}finally{try{h&&!h.done&&(i=s.return)&&i.call(s)}finally{if(o)throw o.error}}return{node:null,n:0,delim:r}},e.prototype.mathItem=function(t,e,r){var n=t.math,o=this.findPosition(t.n,t.start.n,t.open,r),i=this.findPosition(t.n,t.end.n,t.close,r);return new this.options.MathItem(n,e,t.display,o,i)},e.prototype.findMath=function(t){var e,r,n,o,i,a,s,h,d;if(!this.processed.isSet(\"findMath\")){this.adaptor.document=this.document,t=c.userOptions({elements:this.options.elements||[this.adaptor.body(this.document)]},t);try{for(var p=u(this.adaptor.getElements(t.elements,this.document)),f=p.next();!f.done;f=p.next()){var y=f.value,m=l([null,null],2),v=m[0],S=m[1];try{for(var g=(n=void 0,u(this.inputJax)),x=g.next();!x.done;x=g.next()){var M=x.value,T=new this.options.MathList;if(M.processStrings){null===v&&(v=(i=l(this.domStrings.find(y),2))[0],S=i[1]);try{for(var b=(a=void 0,u(M.findMath(v))),w=b.next();!w.done;w=b.next()){var O=w.value;T.push(this.mathItem(O,M,S))}}catch(t){a={error:t}}finally{try{w&&!w.done&&(s=b.return)&&s.call(b)}finally{if(a)throw a.error}}}else try{for(var D=(h=void 0,u(M.findMath(y))),E=D.next();!E.done;E=D.next()){O=E.value;var _=new this.options.MathItem(O.math,M,O.display,O.start,O.end);T.push(_)}}catch(t){h={error:t}}finally{try{E&&!E.done&&(d=D.return)&&d.call(D)}finally{if(h)throw h.error}}this.math.merge(T)}}catch(t){n={error:t}}finally{try{x&&!x.done&&(o=g.return)&&o.call(g)}finally{if(n)throw n.error}}}}catch(t){e={error:t}}finally{try{f&&!f.done&&(r=p.return)&&r.call(p)}finally{if(e)throw e.error}}this.processed.set(\"findMath\")}return this},e.prototype.updateDocument=function(){return this.processed.isSet(\"updateDocument\")||(this.addPageElements(),this.addStyleSheet(),t.prototype.updateDocument.call(this),this.processed.set(\"updateDocument\")),this},e.prototype.addPageElements=function(){var t=this.adaptor.body(this.document),e=this.documentPageElements();e&&this.adaptor.append(t,e)},e.prototype.addStyleSheet=function(){var t=this.documentStyleSheet(),e=this.adaptor;if(t&&!e.parent(t)){var r=e.head(this.document),n=this.findSheet(r,e.getAttribute(t,\"id\"));n?e.replace(t,n):e.append(r,t)}},e.prototype.findSheet=function(t,e){var r,n;if(e)try{for(var o=u(this.adaptor.tags(t,\"style\")),i=o.next();!i.done;i=o.next()){var a=i.value;if(this.adaptor.getAttribute(a,\"id\")===e)return a}}catch(t){r={error:t}}finally{try{i&&!i.done&&(n=o.return)&&n.call(o)}finally{if(r)throw r.error}}return null},e.prototype.removeFromDocument=function(t){var e,r;if(void 0===t&&(t=!1),this.processed.isSet(\"updateDocument\"))try{for(var n=u(this.math),o=n.next();!o.done;o=n.next()){var 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e=this.start.node;if(e===this.end.node)this.end.n&&this.end.n<this.adaptor.value(this.end.node).length&&this.adaptor.split(this.end.node,this.end.n),this.start.n&&(e=this.adaptor.split(this.start.node,this.start.n)),this.adaptor.replace(this.typesetRoot,e);else{for(this.start.n&&(e=this.adaptor.split(e,this.start.n));e!==this.end.node;){var n=this.adaptor.next(e);this.adaptor.remove(e),e=n}this.adaptor.insert(this.typesetRoot,e),this.end.n<this.adaptor.value(e).length&&this.adaptor.split(e,this.end.n),this.adaptor.remove(e)}}else this.adaptor.replace(this.typesetRoot,this.start.node);this.start.node=this.end.node=this.typesetRoot,this.start.n=this.end.n=0,this.state(a.STATE.INSERTED)}},e.prototype.updateStyleSheet=function(t){t.addStyleSheet()},e.prototype.removeFromDocument=function(t){if(void 0===t&&(t=!1),this.state()>=a.STATE.TYPESET){var e=this.adaptor,n=this.start.node,s=e.text(\"\");if(t){var 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i=this.adaptor.getAttribute(t,\"class\")||\"\",n=this.adaptor.kind(t)||\"\",r=this.processHtmlClass.exec(i),e=t;return!this.adaptor.firstChild(t)||this.adaptor.getAttribute(t,\"data-MJX\")||!r&&this.skipHtmlTags.exec(n)?e=this.adaptor.next(t):(this.adaptor.next(t)&&this.stack.push([this.adaptor.next(t),s]),e=this.adaptor.firstChild(t),s=(s||this.ignoreHtmlClass.exec(i))&&!r),[e,s]},t.prototype.handleOther=function(t,s){return this.pushString(),this.adaptor.next(t)},t.prototype.find=function(t){var s,i;this.init();for(var n=this.adaptor.next(t),r=!1,o=this.options.includeHtmlTags;t&&t!==n;){var a=this.adaptor.kind(t);\"#text\"===a?t=this.handleText(t,r):o.hasOwnProperty(a)?t=this.handleTag(t,r):a?(t=(s=e(this.handleContainer(t,r),2))[0],r=s[1]):t=this.handleOther(t,r),!t&&this.stack.length&&(this.pushString(),t=(i=e(this.stack.pop(),2))[0],r=i[1])}this.pushString();var h=[this.strings,this.nodes];return this.init(),h},t.OPTIONS={skipHtmlTags:[\"script\",\"noscript\",\"style\",\"textarea\",\"pre\",\"code\",\"annotation\",\"annotation-xml\"],includeHtmlTags:{br:\"\\n\",wbr:\"\",\"#comment\":\"\"},ignoreHtmlClass:\"mathjax_ignore\",processHtmlClass:\"mathjax_process\"},t}();i.HTMLDomStrings=a},\n      735: function _(e,t,o,x,a){x(),e(553),e(736),e(737),e(741),e(744),e(745),e(746),e(750),e(755),e(757),e(759),e(760),e(764),e(765),e(766),e(770),e(756),e(771),e(774),e(775),e(777),e(783),e(772),e(785),e(786),e(787),e(791),e(792),e(793),e(797),e(799),e(800),e(801),\"undefined\"!=typeof MathJax&&MathJax.loader&&MathJax.loader.preLoad(\"[tex]/action\",\"[tex]/ams\",\"[tex]/amscd\",\"[tex]/bbox\",\"[tex]/boldsymbol\",\"[tex]/braket\",\"[tex]/bussproofs\",\"[tex]/cancel\",\"[tex]/cases\",\"[tex]/centernot\",\"[tex]/color\",\"[tex]/colorv2\",\"[tex]/colortbl\",\"[tex]/empheq\",\"[tex]/enclose\",\"[tex]/extpfeil\",\"[tex]/gensymb\",\"[tex]/html\",\"[tex]/mathtools\",\"[tex]/mhchem\",\"[tex]/newcommand\",\"[tex]/noerrors\",\"[tex]/noundefined\",\"[tex]/physics\",\"[tex]/upgreek\",\"[tex]/unicode\",\"[tex]/verb\",\"[tex]/configmacros\",\"[tex]/tagformat\",\"[tex]/textcomp\",\"[tex]/textmacros\",\"[tex]/setoptions\"),o.AllPackages=[\"base\",\"action\",\"ams\",\"amscd\",\"bbox\",\"boldsymbol\",\"braket\",\"bussproofs\",\"cancel\",\"cases\",\"centernot\",\"color\",\"colortbl\",\"empheq\",\"enclose\",\"extpfeil\",\"gensymb\",\"html\",\"mathtools\",\"mhchem\",\"newcommand\",\"noerrors\",\"noundefined\",\"upgreek\",\"unicode\",\"verb\",\"configmacros\",\"tagformat\",\"textcomp\",\"textmacros\"]},\n      736: function _(t,o,a,n,e){n();var i=t(551),c=t(539),r=t(554),g=t(559);a.ActionMethods={},a.ActionMethods.Macro=g.default.Macro,a.ActionMethods.Toggle=function(t,o){for(var a,n=[];\"\\\\endtoggle\"!==(a=t.GetArgument(o));)n.push(new c.default(a,t.stack.env,t.configuration).mml());t.Push(t.create(\"node\",\"maction\",n,{actiontype:\"toggle\"}))},a.ActionMethods.Mathtip=function(t,o){var a=t.ParseArg(o),n=t.ParseArg(o);t.Push(t.create(\"node\",\"maction\",[a,n],{actiontype:\"tooltip\"}))},new r.CommandMap(\"action-macros\",{toggle:\"Toggle\",mathtip:\"Mathtip\",texttip:[\"Macro\",\"\\\\mathtip{#1}{\\\\text{#2}}\",2]},a.ActionMethods),a.ActionConfiguration=i.Configuration.create(\"action\",{handler:{macro:[\"action-macros\"]}})},\n      737: function _(t,n,o,i,e){var r,a,s=this&&this.__extends||(r=function(t,n){return r=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,n){t.__proto__=n}||function(t,n){for(var o in n)Object.prototype.hasOwnProperty.call(n,o)&&(t[o]=n[o])},r(t,n)},function(t,n){if(\"function\"!=typeof n&&null!==n)throw new TypeError(\"Class extends value \"+String(n)+\" is not a constructor or null\");function o(){this.constructor=t}r(t,n),t.prototype=null===n?Object.create(n):(o.prototype=n.prototype,new o)});i();var l=t(551),m=t(738),p=t(550),u=t(739);t(740);var c=t(554),h=function(t){function n(){return null!==t&&t.apply(this,arguments)||this}return s(n,t),n}(p.AbstractTags);o.AmsTags=h;o.AmsConfiguration=l.Configuration.create(\"ams\",{handler:{delimiter:[\"AMSsymbols-delimiter\",\"AMSmath-delimiter\"],macro:[\"AMSsymbols-mathchar0mi\",\"AMSsymbols-mathchar0mo\",\"AMSsymbols-delimiter\",\"AMSsymbols-macros\",\"AMSmath-mathchar0mo\",\"AMSmath-macros\",\"AMSmath-delimiter\"],environment:[\"AMSmath-environment\"]},items:(a={},a[m.MultlineItem.prototype.kind]=m.MultlineItem,a[m.FlalignItem.prototype.kind]=m.FlalignItem,a),tags:{ams:h},init:function(t){new c.CommandMap(u.NEW_OPS,{},{}),t.append(l.Configuration.local({handler:{macro:[u.NEW_OPS]},priority:-1}))},config:function(t,n){n.parseOptions.options.multlineWidth&&(n.parseOptions.options.ams.multlineWidth=n.parseOptions.options.multlineWidth),delete n.parseOptions.options.multlineWidth},options:{multlineWidth:\"\",ams:{multlineWidth:\"100%\",multlineIndent:\"1em\"}}})},\n      738: function _(t,e,n,r,i){var o,a=this&&this.__extends||(o=function(t,e){return o=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var n in e)Object.prototype.hasOwnProperty.call(e,n)&&(t[n]=e[n])},o(t,e)},function(t,e){if(\"function\"!=typeof e&&null!==e)throw new TypeError(\"Class extends value \"+String(e)+\" is not a constructor or null\");function n(){this.constructor=t}o(t,e),t.prototype=null===e?Object.create(e):(n.prototype=e.prototype,new n)}),l=this&&this.__assign||function(){return l=Object.assign||function(t){for(var e,n=1,r=arguments.length;n<r;n++)for(var i in e=arguments[n])Object.prototype.hasOwnProperty.call(e,i)&&(t[i]=e[i]);return t},l.apply(this,arguments)};r();var s=t(556),h=t(540),u=t(536),d=t(541),c=t(558),f=function(t){function e(e){for(var n=[],r=1;r<arguments.length;r++)n[r-1]=arguments[r];var i=t.call(this,e)||this;return i.factory.configuration.tags.start(\"multline\",!0,n[0]),i}return a(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"multline\"},enumerable:!1,configurable:!0}),e.prototype.EndEntry=function(){this.table.length&&h.default.fixInitialMO(this.factory.configuration,this.nodes);var t=this.getProperty(\"shove\"),e=this.create(\"node\",\"mtd\",this.nodes,t?{columnalign:t}:{});this.setProperty(\"shove\",null),this.row.push(e),this.Clear()},e.prototype.EndRow=function(){if(1!==this.row.length)throw new d.default(\"MultlineRowsOneCol\",\"The rows within the %1 environment must have exactly one column\",\"multline\");var t=this.create(\"node\",\"mtr\",this.row);this.table.push(t),this.row=[]},e.prototype.EndTable=function(){if(t.prototype.EndTable.call(this),this.table.length){var e=this.table.length-1,n=-1;u.default.getAttribute(u.default.getChildren(this.table[0])[0],\"columnalign\")||u.default.setAttribute(u.default.getChildren(this.table[0])[0],\"columnalign\",c.TexConstant.Align.LEFT),u.default.getAttribute(u.default.getChildren(this.table[e])[0],\"columnalign\")||u.default.setAttribute(u.default.getChildren(this.table[e])[0],\"columnalign\",c.TexConstant.Align.RIGHT);var r=this.factory.configuration.tags.getTag();if(r){n=this.arraydef.side===c.TexConstant.Align.LEFT?0:this.table.length-1;var i=this.table[n],o=this.create(\"node\",\"mlabeledtr\",[r].concat(u.default.getChildren(i)));u.default.copyAttributes(i,o),this.table[n]=o}}this.factory.configuration.tags.end()},e}(s.ArrayItem);n.MultlineItem=f;var p=function(t){function e(e,n,r,i,o){var a=t.call(this,e)||this;return a.name=n,a.numbered=r,a.padded=i,a.center=o,a.factory.configuration.tags.start(n,r,r),a}return a(e,t),Object.defineProperty(e.prototype,\"kind\",{get:function(){return\"flalign\"},enumerable:!1,configurable:!0}),e.prototype.EndEntry=function(){t.prototype.EndEntry.call(this);var e=this.getProperty(\"xalignat\");if(e&&this.row.length>e)throw new d.default(\"XalignOverflow\",\"Extra %1 in row of %2\",\"&\",this.name)},e.prototype.EndRow=function(){for(var e,n=this.row,r=this.getProperty(\"xalignat\");n.length<r;)n.push(this.create(\"node\",\"mtd\"));for(this.row=[],this.padded&&this.row.push(this.create(\"node\",\"mtd\"));e=n.shift();)this.row.push(e),(e=n.shift())&&this.row.push(e),(n.length||this.padded)&&this.row.push(this.create(\"node\",\"mtd\"));this.row.length>this.maxrow&&(this.maxrow=this.row.length),t.prototype.EndRow.call(this);var i=this.table[this.table.length-1];if(this.getProperty(\"zeroWidthLabel\")&&i.isKind(\"mlabeledtr\")){var o=u.default.getChildren(i)[0],a=this.factory.configuration.options.tagSide,s=l({width:0},\"right\"===a?{lspace:\"-1width\"}:{}),h=this.create(\"node\",\"mpadded\",u.default.getChildren(o),s);o.setChildren([h])}},e.prototype.EndTable=function(){(t.prototype.EndTable.call(this),this.center)&&(this.maxrow<=2&&(delete this.arraydef.width,delete this.global.indentalign))},e}(s.EqnArrayItem);n.FlalignItem=p},\n      739: function _(e,t,a,n,r){n();var i=e(540),s=e(536),l=e(558),o=e(539),d=e(541),m=e(555),u=e(559),c=e(533);a.AmsMethods={},a.AmsMethods.AmsEqnArray=function(e,t,a,n,r,s,l){var o=e.GetBrackets(\"\\\\begin{\"+t.getName()+\"}\"),d=u.default.EqnArray(e,t,a,n,r,s,l);return i.default.setArrayAlign(d,o)},a.AmsMethods.AlignAt=function(e,t,n,r){var s,l,o=t.getName(),m=\"\",u=[];if(r||(l=e.GetBrackets(\"\\\\begin{\"+o+\"}\")),(s=e.GetArgument(\"\\\\begin{\"+o+\"}\")).match(/[^0-9]/))throw new d.default(\"PositiveIntegerArg\",\"Argument to %1 must me a positive integer\",\"\\\\begin{\"+o+\"}\");for(var c=parseInt(s,10);c>0;)m+=\"rl\",u.push(\"0em 0em\"),c--;var f=u.join(\" \");if(r)return a.AmsMethods.EqnArray(e,t,n,r,m,f);var g=a.AmsMethods.EqnArray(e,t,n,r,m,f);return i.default.setArrayAlign(g,l)},a.AmsMethods.Multline=function(e,t,a){e.Push(t),i.default.checkEqnEnv(e);var n=e.itemFactory.create(\"multline\",a,e.stack);return n.arraydef={displaystyle:!0,rowspacing:\".5em\",columnspacing:\"100%\",width:e.options.ams.multlineWidth,side:e.options.tagSide,minlabelspacing:e.options.tagIndent,framespacing:e.options.ams.multlineIndent+\" 0\",frame:\"\",\"data-width-includes-label\":!0},n},a.AmsMethods.XalignAt=function(e,t,n,r){var i=e.GetArgument(\"\\\\begin{\"+t.getName()+\"}\");if(i.match(/[^0-9]/))throw new d.default(\"PositiveIntegerArg\",\"Argument to %1 must me a positive integer\",\"\\\\begin{\"+t.getName()+\"}\");var s=r?\"crl\":\"rlc\",l=r?\"fit auto auto\":\"auto auto fit\",o=a.AmsMethods.FlalignArray(e,t,n,r,!1,s,l,!0);return o.setProperty(\"xalignat\",2*parseInt(i)),o},a.AmsMethods.FlalignArray=function(e,t,a,n,r,s,l,o){void 0===o&&(o=!1),e.Push(t),i.default.checkEqnEnv(e),s=s.split(\"\").join(\" \").replace(/r/g,\"right\").replace(/l/g,\"left\").replace(/c/g,\"center\");var d=e.itemFactory.create(\"flalign\",t.getName(),a,n,r,e.stack);return d.arraydef={width:\"100%\",displaystyle:!0,columnalign:s,columnspacing:\"0em\",columnwidth:l,rowspacing:\"3pt\",side:e.options.tagSide,minlabelspacing:o?\"0\":e.options.tagIndent,\"data-width-includes-label\":!0},d.setProperty(\"zeroWidthLabel\",o),d},a.NEW_OPS=\"ams-declare-ops\",a.AmsMethods.HandleDeclareOp=function(e,t){var n=e.GetStar()?\"\":\"\\\\nolimits\\\\SkipLimits\",r=i.default.trimSpaces(e.GetArgument(t));\"\\\\\"===r.charAt(0)&&(r=r.substr(1));var s=e.GetArgument(t);s.match(/\\\\text/)||(s=s.replace(/\\*/g,\"\\\\text{*}\").replace(/-/g,\"\\\\text{-}\")),e.configuration.handlers.retrieve(a.NEW_OPS).add(r,new m.Macro(r,a.AmsMethods.Macro,[\"\\\\mathop{\\\\rm \"+s+\"}\"+n]))},a.AmsMethods.HandleOperatorName=function(e,t){var a=e.GetStar()?\"\":\"\\\\nolimits\\\\SkipLimits\",n=i.default.trimSpaces(e.GetArgument(t));n.match(/\\\\text/)||(n=n.replace(/\\*/g,\"\\\\text{*}\").replace(/-/g,\"\\\\text{-}\")),e.string=\"\\\\mathop{\\\\rm \"+n+\"}\"+a+\" \"+e.string.slice(e.i),e.i=0},a.AmsMethods.SkipLimits=function(e,t){var a=e.GetNext(),n=e.i;\"\\\\\"===a&&++e.i&&\"limits\"!==e.GetCS()&&(e.i=n)},a.AmsMethods.MultiIntegral=function(e,t,a){var n=e.GetNext();if(\"\\\\\"===n){var r=e.i;n=e.GetArgument(t),e.i=r,\"\\\\limits\"===n&&(a=\"\\\\idotsint\"===t?\"\\\\!\\\\!\\\\mathop{\\\\,\\\\,\"+a+\"}\":\"\\\\!\\\\!\\\\!\\\\mathop{\\\\,\\\\,\\\\,\"+a+\"}\")}e.string=a+\" \"+e.string.slice(e.i),e.i=0},a.AmsMethods.xArrow=function(e,t,a,n,r){var l={width:\"+\"+i.default.Em((n+r)/18),lspace:i.default.Em(n/18)},d=e.GetBrackets(t),m=e.ParseArg(t),u=e.create(\"node\",\"mspace\",[],{depth:\".25em\"}),f=e.create(\"token\",\"mo\",{stretchy:!0,texClass:c.TEXCLASS.REL},String.fromCodePoint(a));f=e.create(\"node\",\"mstyle\",[f],{scriptlevel:0});var g=e.create(\"node\",\"munderover\",[f]),A=e.create(\"node\",\"mpadded\",[m,u],l);if(s.default.setAttribute(A,\"voffset\",\"-.2em\"),s.default.setAttribute(A,\"height\",\"-.2em\"),s.default.setChild(g,g.over,A),d){var h=new o.default(d,e.stack.env,e.configuration).mml(),p=e.create(\"node\",\"mspace\",[],{height:\".75em\"});A=e.create(\"node\",\"mpadded\",[h,p],l),s.default.setAttribute(A,\"voffset\",\".15em\"),s.default.setAttribute(A,\"depth\",\"-.15em\"),s.default.setChild(g,g.under,A)}s.default.setProperty(g,\"subsupOK\",!0),e.Push(g)},a.AmsMethods.HandleShove=function(e,t,a){var n=e.stack.Top();if(\"multline\"!==n.kind)throw new d.default(\"CommandOnlyAllowedInEnv\",\"%1 only allowed in %2 environment\",e.currentCS,\"multline\");if(n.Size())throw new d.default(\"CommandAtTheBeginingOfLine\",\"%1 must come at the beginning of the line\",e.currentCS);n.setProperty(\"shove\",a)},a.AmsMethods.CFrac=function(e,t){var a=i.default.trimSpaces(e.GetBrackets(t,\"\")),n=e.GetArgument(t),r=e.GetArgument(t),m={l:l.TexConstant.Align.LEFT,r:l.TexConstant.Align.RIGHT,\"\":\"\"},u=new o.default(\"\\\\strut\\\\textstyle{\"+n+\"}\",e.stack.env,e.configuration).mml(),c=new o.default(\"\\\\strut\\\\textstyle{\"+r+\"}\",e.stack.env,e.configuration).mml(),f=e.create(\"node\",\"mfrac\",[u,c]);if(null==(a=m[a]))throw new d.default(\"IllegalAlign\",\"Illegal alignment specified in %1\",e.currentCS);a&&s.default.setProperties(f,{numalign:a,denomalign:a}),e.Push(f)},a.AmsMethods.Genfrac=function(e,t,a,n,r,l){null==a&&(a=e.GetDelimiterArg(t)),null==n&&(n=e.GetDelimiterArg(t)),null==r&&(r=e.GetArgument(t)),null==l&&(l=i.default.trimSpaces(e.GetArgument(t)));var o=e.ParseArg(t),m=e.ParseArg(t),u=e.create(\"node\",\"mfrac\",[o,m]);if(\"\"!==r&&s.default.setAttribute(u,\"linethickness\",r),(a||n)&&(s.default.setProperty(u,\"withDelims\",!0),u=i.default.fixedFence(e.configuration,a,u,n)),\"\"!==l){var c=parseInt(l,10),f=[\"D\",\"T\",\"S\",\"SS\"][c];if(null==f)throw new d.default(\"BadMathStyleFor\",\"Bad math style for %1\",e.currentCS);u=e.create(\"node\",\"mstyle\",[u]),\"D\"===f?s.default.setProperties(u,{displaystyle:!0,scriptlevel:0}):s.default.setProperties(u,{displaystyle:!1,scriptlevel:c-1})}e.Push(u)},a.AmsMethods.HandleTag=function(e,t){if(!e.tags.currentTag.taggable&&e.tags.env)throw new d.default(\"CommandNotAllowedInEnv\",\"%1 not allowed in %2 environment\",e.currentCS,e.tags.env);if(e.tags.currentTag.tag)throw new d.default(\"MultipleCommand\",\"Multiple %1\",e.currentCS);var a=e.GetStar(),n=i.default.trimSpaces(e.GetArgument(t));e.tags.tag(n,a)},a.AmsMethods.HandleNoTag=u.default.HandleNoTag,a.AmsMethods.HandleRef=u.default.HandleRef,a.AmsMethods.Macro=u.default.Macro,a.AmsMethods.Accent=u.default.Accent,a.AmsMethods.Tilde=u.default.Tilde,a.AmsMethods.Array=u.default.Array,a.AmsMethods.Spacer=u.default.Spacer,a.AmsMethods.NamedOp=u.default.NamedOp,a.AmsMethods.EqnArray=u.default.EqnArray,a.AmsMethods.Equation=u.default.Equation},\n      740: function _(a,r,t,e,n){e();var l=a(739),i=a(554),o=a(558),s=a(561),m=a(540),c=a(533),h=a(560);new i.CharacterMap(\"AMSmath-mathchar0mo\",s.default.mathchar0mo,{iiiint:[\"\\u2a0c\",{texClass:c.TEXCLASS.OP}]}),new i.CommandMap(\"AMSmath-macros\",{mathring:[\"Accent\",\"02DA\"],nobreakspace:\"Tilde\",negmedspace:[\"Spacer\",h.MATHSPACE.negativemediummathspace],negthickspace:[\"Spacer\",h.MATHSPACE.negativethickmathspace],idotsint:[\"MultiIntegral\",\"\\\\int\\\\cdots\\\\int\"],dddot:[\"Accent\",\"20DB\"],ddddot:[\"Accent\",\"20DC\"],sideset:[\"Macro\",\"\\\\mathop{\\\\mathop{\\\\rlap{\\\\phantom{#3}}}\\\\nolimits#1\\\\!\\\\mathop{#3}\\\\nolimits#2}\",3],boxed:[\"Macro\",\"\\\\fbox{$\\\\displaystyle{#1}$}\",1],tag:\"HandleTag\",notag:\"HandleNoTag\",eqref:[\"HandleRef\",!0],substack:[\"Macro\",\"\\\\begin{subarray}{c}#1\\\\end{subarray}\",1],injlim:[\"NamedOp\",\"inj&thinsp;lim\"],projlim:[\"NamedOp\",\"proj&thinsp;lim\"],varliminf:[\"Macro\",\"\\\\mathop{\\\\underline{\\\\mmlToken{mi}{lim}}}\"],varlimsup:[\"Macro\",\"\\\\mathop{\\\\overline{\\\\mmlToken{mi}{lim}}}\"],varinjlim:[\"Macro\",\"\\\\mathop{\\\\underrightarrow{\\\\mmlToken{mi}{lim}}}\"],varprojlim:[\"Macro\",\"\\\\mathop{\\\\underleftarrow{\\\\mmlToken{mi}{lim}}}\"],DeclareMathOperator:\"HandleDeclareOp\",operatorname:\"HandleOperatorName\",SkipLimits:\"SkipLimits\",genfrac:\"Genfrac\",frac:[\"Genfrac\",\"\",\"\",\"\",\"\"],tfrac:[\"Genfrac\",\"\",\"\",\"\",\"1\"],dfrac:[\"Genfrac\",\"\",\"\",\"\",\"0\"],binom:[\"Genfrac\",\"(\",\")\",\"0\",\"\"],tbinom:[\"Genfrac\",\"(\",\")\",\"0\",\"1\"],dbinom:[\"Genfrac\",\"(\",\")\",\"0\",\"0\"],cfrac:\"CFrac\",shoveleft:[\"HandleShove\",o.TexConstant.Align.LEFT],shoveright:[\"HandleShove\",o.TexConstant.Align.RIGHT],xrightarrow:[\"xArrow\",8594,5,10],xleftarrow:[\"xArrow\",8592,10,5]},l.AmsMethods),new i.EnvironmentMap(\"AMSmath-environment\",s.default.environment,{\"equation*\":[\"Equation\",null,!1],\"eqnarray*\":[\"EqnArray\",null,!1,!0,\"rcl\",m.default.cols(0,h.MATHSPACE.thickmathspace),\".5em\"],align:[\"EqnArray\",null,!0,!0,\"rl\",m.default.cols(0,2)],\"align*\":[\"EqnArray\",null,!1,!0,\"rl\",m.default.cols(0,2)],multline:[\"Multline\",null,!0],\"multline*\":[\"Multline\",null,!1],split:[\"EqnArray\",null,!1,!1,\"rl\",m.default.cols(0)],gather:[\"EqnArray\",null,!0,!0,\"c\"],\"gather*\":[\"EqnArray\",null,!1,!0,\"c\"],alignat:[\"AlignAt\",null,!0,!0],\"alignat*\":[\"AlignAt\",null,!1,!0],alignedat:[\"AlignAt\",null,!1,!1],aligned:[\"AmsEqnArray\",null,null,null,\"rl\",m.default.cols(0,2),\".5em\",\"D\"],gathered:[\"AmsEqnArray\",null,null,null,\"c\",null,\".5em\",\"D\"],xalignat:[\"XalignAt\",null,!0,!0],\"xalignat*\":[\"XalignAt\",null,!1,!0],xxalignat:[\"XalignAt\",null,!1,!1],flalign:[\"FlalignArray\",null,!0,!1,!0,\"rlc\",\"auto auto fit\"],\"flalign*\":[\"FlalignArray\",null,!1,!1,!0,\"rlc\",\"auto auto fit\"],subarray:[\"Array\",null,null,null,null,m.default.cols(0),\"0.1em\",\"S\",1],smallmatrix:[\"Array\",null,null,null,\"c\",m.default.cols(1/3),\".2em\",\"S\",1],matrix:[\"Array\",null,null,null,\"c\"],pmatrix:[\"Array\",null,\"(\",\")\",\"c\"],bmatrix:[\"Array\",null,\"[\",\"]\",\"c\"],Bmatrix:[\"Array\",null,\"\\\\{\",\"\\\\}\",\"c\"],vmatrix:[\"Array\",null,\"\\\\vert\",\"\\\\vert\",\"c\"],Vmatrix:[\"Array\",null,\"\\\\Vert\",\"\\\\Vert\",\"c\"],cases:[\"Array\",null,\"\\\\{\",\".\",\"ll\",null,\".2em\",\"T\"]},l.AmsMethods),new i.DelimiterMap(\"AMSmath-delimiter\",s.default.delimiter,{\"\\\\lvert\":[\"|\",{texClass:c.TEXCLASS.OPEN}],\"\\\\rvert\":[\"|\",{texClass:c.TEXCLASS.CLOSE}],\"\\\\lVert\":[\"\\u2016\",{texClass:c.TEXCLASS.OPEN}],\"\\\\rVert\":[\"\\u2016\",{texClass:c.TEXCLASS.CLOSE}]}),new i.CharacterMap(\"AMSsymbols-mathchar0mi\",s.default.mathchar0mi,{digamma:\"\\u03dd\",varkappa:\"\\u03f0\",varGamma:[\"\\u0393\",{mathvariant:o.TexConstant.Variant.ITALIC}],varDelta:[\"\\u0394\",{mathvariant:o.TexConstant.Variant.ITALIC}],varTheta:[\"\\u0398\",{mathvariant:o.TexConstant.Variant.ITALIC}],varLambda:[\"\\u039b\",{mathvariant:o.TexConstant.Variant.ITALIC}],varXi:[\"\\u039e\",{mathvariant:o.TexConstant.Variant.ITALIC}],varPi:[\"\\u03a0\",{mathvariant:o.TexConstant.Variant.ITALIC}],varSigma:[\"\\u03a3\",{mathvariant:o.TexConstant.Variant.ITALIC}],varUpsilon:[\"\\u03a5\",{mathvariant:o.TexConstant.Variant.ITALIC}],varPhi:[\"\\u03a6\",{mathvariant:o.TexConstant.Variant.ITALIC}],varPsi:[\"\\u03a8\",{mathvariant:o.TexConstant.Variant.ITALIC}],varOmega:[\"\\u03a9\",{mathvariant:o.TexConstant.Variant.ITALIC}],beth:\"\\u2136\",gimel:\"\\u2137\",daleth:\"\\u2138\",backprime:[\"\\u2035\",{variantForm:!0}],hslash:\"\\u210f\",varnothing:[\"\\u2205\",{variantForm:!0}],blacktriangle:\"\\u25b4\",triangledown:[\"\\u25bd\",{variantForm:!0}],blacktriangledown:\"\\u25be\",square:\"\\u25fb\",Box:\"\\u25fb\",blacksquare:\"\\u25fc\",lozenge:\"\\u25ca\",Diamond:\"\\u25ca\",blacklozenge:\"\\u29eb\",circledS:[\"\\u24c8\",{mathvariant:o.TexConstant.Variant.NORMAL}],bigstar:\"\\u2605\",sphericalangle:\"\\u2222\",measuredangle:\"\\u2221\",nexists:\"\\u2204\",complement:\"\\u2201\",mho:\"\\u2127\",eth:[\"\\xf0\",{mathvariant:o.TexConstant.Variant.NORMAL}],Finv:\"\\u2132\",diagup:\"\\u2571\",Game:\"\\u2141\",diagdown:\"\\u2572\",Bbbk:[\"k\",{mathvariant:o.TexConstant.Variant.DOUBLESTRUCK}],yen:\"\\xa5\",circledR:\"\\xae\",checkmark:\"\\u2713\",maltese:\"\\u2720\"}),new i.CharacterMap(\"AMSsymbols-mathchar0mo\",s.default.mathchar0mo,{dotplus:\"\\u2214\",ltimes:\"\\u22c9\",smallsetminus:[\"\\u2216\",{variantForm:!0}],rtimes:\"\\u22ca\",Cap:\"\\u22d2\",doublecap:\"\\u22d2\",leftthreetimes:\"\\u22cb\",Cup:\"\\u22d3\",doublecup:\"\\u22d3\",rightthreetimes:\"\\u22cc\",barwedge:\"\\u22bc\",curlywedge:\"\\u22cf\",veebar:\"\\u22bb\",curlyvee:\"\\u22ce\",doublebarwedge:\"\\u2a5e\",boxminus:\"\\u229f\",circleddash:\"\\u229d\",boxtimes:\"\\u22a0\",circledast:\"\\u229b\",boxdot:\"\\u22a1\",circledcirc:\"\\u229a\",boxplus:\"\\u229e\",centerdot:[\"\\u22c5\",{variantForm:!0}],divideontimes:\"\\u22c7\",intercal:\"\\u22ba\",leqq:\"\\u2266\",geqq:\"\\u2267\",leqslant:\"\\u2a7d\",geqslant:\"\\u2a7e\",eqslantless:\"\\u2a95\",eqslantgtr:\"\\u2a96\",lesssim:\"\\u2272\",gtrsim:\"\\u2273\",lessapprox:\"\\u2a85\",gtrapprox:\"\\u2a86\",approxeq:\"\\u224a\",lessdot:\"\\u22d6\",gtrdot:\"\\u22d7\",lll:\"\\u22d8\",llless:\"\\u22d8\",ggg:\"\\u22d9\",gggtr:\"\\u22d9\",lessgtr:\"\\u2276\",gtrless:\"\\u2277\",lesseqgtr:\"\\u22da\",gtreqless:\"\\u22db\",lesseqqgtr:\"\\u2a8b\",gtreqqless:\"\\u2a8c\",doteqdot:\"\\u2251\",Doteq:\"\\u2251\",eqcirc:\"\\u2256\",risingdotseq:\"\\u2253\",circeq:\"\\u2257\",fallingdotseq:\"\\u2252\",triangleq:\"\\u225c\",backsim:\"\\u223d\",thicksim:[\"\\u223c\",{variantForm:!0}],backsimeq:\"\\u22cd\",thickapprox:[\"\\u2248\",{variantForm:!0}],subseteqq:\"\\u2ac5\",supseteqq:\"\\u2ac6\",Subset:\"\\u22d0\",Supset:\"\\u22d1\",sqsubset:\"\\u228f\",sqsupset:\"\\u2290\",preccurlyeq:\"\\u227c\",succcurlyeq:\"\\u227d\",curlyeqprec:\"\\u22de\",curlyeqsucc:\"\\u22df\",precsim:\"\\u227e\",succsim:\"\\u227f\",precapprox:\"\\u2ab7\",succapprox:\"\\u2ab8\",vartriangleleft:\"\\u22b2\",lhd:\"\\u22b2\",vartriangleright:\"\\u22b3\",rhd:\"\\u22b3\",trianglelefteq:\"\\u22b4\",unlhd:\"\\u22b4\",trianglerighteq:\"\\u22b5\",unrhd:\"\\u22b5\",vDash:[\"\\u22a8\",{variantForm:!0}],Vdash:\"\\u22a9\",Vvdash:\"\\u22aa\",smallsmile:[\"\\u2323\",{variantForm:!0}],shortmid:[\"\\u2223\",{variantForm:!0}],smallfrown:[\"\\u2322\",{variantForm:!0}],shortparallel:[\"\\u2225\",{variantForm:!0}],bumpeq:\"\\u224f\",between:\"\\u226c\",Bumpeq:\"\\u224e\",pitchfork:\"\\u22d4\",varpropto:[\"\\u221d\",{variantForm:!0}],backepsilon:\"\\u220d\",blacktriangleleft:\"\\u25c2\",blacktriangleright:\"\\u25b8\",therefore:\"\\u2234\",because:\"\\u2235\",eqsim:\"\\u2242\",vartriangle:[\"\\u25b3\",{variantForm:!0}],Join:\"\\u22c8\",nless:\"\\u226e\",ngtr:\"\\u226f\",nleq:\"\\u2270\",ngeq:\"\\u2271\",nleqslant:[\"\\u2a87\",{variantForm:!0}],ngeqslant:[\"\\u2a88\",{variantForm:!0}],nleqq:[\"\\u2270\",{variantForm:!0}],ngeqq:[\"\\u2271\",{variantForm:!0}],lneq:\"\\u2a87\",gneq:\"\\u2a88\",lneqq:\"\\u2268\",gneqq:\"\\u2269\",lvertneqq:[\"\\u2268\",{variantForm:!0}],gvertneqq:[\"\\u2269\",{variantForm:!0}],lnsim:\"\\u22e6\",gnsim:\"\\u22e7\",lnapprox:\"\\u2a89\",gnapprox:\"\\u2a8a\",nprec:\"\\u2280\",nsucc:\"\\u2281\",npreceq:[\"\\u22e0\",{variantForm:!0}],nsucceq:[\"\\u22e1\",{variantForm:!0}],precneqq:\"\\u2ab5\",succneqq:\"\\u2ab6\",precnsim:\"\\u22e8\",succnsim:\"\\u22e9\",precnapprox:\"\\u2ab9\",succnapprox:\"\\u2aba\",nsim:\"\\u2241\",ncong:\"\\u2247\",nshortmid:[\"\\u2224\",{variantForm:!0}],nshortparallel:[\"\\u2226\",{variantForm:!0}],nmid:\"\\u2224\",nparallel:\"\\u2226\",nvdash:\"\\u22ac\",nvDash:\"\\u22ad\",nVdash:\"\\u22ae\",nVDash:\"\\u22af\",ntriangleleft:\"\\u22ea\",ntriangleright:\"\\u22eb\",ntrianglelefteq:\"\\u22ec\",ntrianglerighteq:\"\\u22ed\",nsubseteq:\"\\u2288\",nsupseteq:\"\\u2289\",nsubseteqq:[\"\\u2288\",{variantForm:!0}],nsupseteqq:[\"\\u2289\",{variantForm:!0}],subsetneq:\"\\u228a\",supsetneq:\"\\u228b\",varsubsetneq:[\"\\u228a\",{variantForm:!0}],varsupsetneq:[\"\\u228b\",{variantForm:!0}],subsetneqq:\"\\u2acb\",supsetneqq:\"\\u2acc\",varsubsetneqq:[\"\\u2acb\",{variantForm:!0}],varsupsetneqq:[\"\\u2acc\",{variantForm:!0}],leftleftarrows:\"\\u21c7\",rightrightarrows:\"\\u21c9\",leftrightarrows:\"\\u21c6\",rightleftarrows:\"\\u21c4\",Lleftarrow:\"\\u21da\",Rrightarrow:\"\\u21db\",twoheadleftarrow:\"\\u219e\",twoheadrightarrow:\"\\u21a0\",leftarrowtail:\"\\u21a2\",rightarrowtail:\"\\u21a3\",looparrowleft:\"\\u21ab\",looparrowright:\"\\u21ac\",leftrightharpoons:\"\\u21cb\",rightleftharpoons:[\"\\u21cc\",{variantForm:!0}],curvearrowleft:\"\\u21b6\",curvearrowright:\"\\u21b7\",circlearrowleft:\"\\u21ba\",circlearrowright:\"\\u21bb\",Lsh:\"\\u21b0\",Rsh:\"\\u21b1\",upuparrows:\"\\u21c8\",downdownarrows:\"\\u21ca\",upharpoonleft:\"\\u21bf\",upharpoonright:\"\\u21be\",downharpoonleft:\"\\u21c3\",restriction:\"\\u21be\",multimap:\"\\u22b8\",downharpoonright:\"\\u21c2\",leftrightsquigarrow:\"\\u21ad\",rightsquigarrow:\"\\u21dd\",leadsto:\"\\u21dd\",dashrightarrow:\"\\u21e2\",dashleftarrow:\"\\u21e0\",nleftarrow:\"\\u219a\",nrightarrow:\"\\u219b\",nLeftarrow:\"\\u21cd\",nRightarrow:\"\\u21cf\",nleftrightarrow:\"\\u21ae\",nLeftrightarrow:\"\\u21ce\"}),new i.DelimiterMap(\"AMSsymbols-delimiter\",s.default.delimiter,{\"\\\\ulcorner\":\"\\u231c\",\"\\\\urcorner\":\"\\u231d\",\"\\\\llcorner\":\"\\u231e\",\"\\\\lrcorner\":\"\\u231f\"}),new i.CommandMap(\"AMSsymbols-macros\",{implies:[\"Macro\",\"\\\\;\\\\Longrightarrow\\\\;\"],impliedby:[\"Macro\",\"\\\\;\\\\Longleftarrow\\\\;\"]},l.AmsMethods)},\n      741: function _(a,e,o,r,c){r();var n=a(551);a(742),o.AmsCdConfiguration=n.Configuration.create(\"amscd\",{handler:{character:[\"amscd_special\"],macro:[\"amscd_macros\"],environment:[\"amscd_environment\"]},options:{amscd:{colspace:\"5pt\",rowspace:\"5pt\",harrowsize:\"2.75em\",varrowsize:\"1.75em\",hideHorizontalLabels:!1}}})},\n      742: function _(a,n,r,e,i){e();var m=a(554),o=a(561),t=a(743);new m.EnvironmentMap(\"amscd_environment\",o.default.environment,{CD:\"CD\"},t.default),new m.CommandMap(\"amscd_macros\",{minCDarrowwidth:\"minCDarrowwidth\",minCDarrowheight:\"minCDarrowheight\"},t.default),new m.MacroMap(\"amscd_special\",{\"@\":\"arrow\"},t.default)},\n      743: function _(e,t,a,r,n){r();var i=e(539),o=e(553),c=e(533),s=e(536),l={CD:function(e,t){e.Push(t);var a=e.itemFactory.create(\"array\"),r=e.configuration.options.amscd;return a.setProperties({minw:e.stack.env.CD_minw||r.harrowsize,minh:e.stack.env.CD_minh||r.varrowsize}),a.arraydef={columnalign:\"center\",columnspacing:r.colspace,rowspacing:r.rowspace,displaystyle:!0},a},arrow:function(e,t){var a=e.string.charAt(e.i);if(!a.match(/[><VA.|=]/))return o.Other(e,t);e.i++;var r=e.stack.Top();r.isKind(\"array\")&&!r.Size()||(l.cell(e,t),r=e.stack.Top());for(var n,d=r,m=d.table.length%2==1,p=(d.row.length+(m?0:1))%2;p;)l.cell(e,t),p--;var f={minsize:d.getProperty(\"minw\"),stretchy:!0},h={minsize:d.getProperty(\"minh\"),stretchy:!0,symmetric:!0,lspace:0,rspace:0};if(\".\"===a);else if(\"|\"===a)n=e.create(\"token\",\"mo\",h,\"\\u2225\");else if(\"=\"===a)n=e.create(\"token\",\"mo\",f,\"=\");else{var 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function _(t,o,a,e,n){var r=this&&this.__values||function(t){var o=\"function\"==typeof Symbol&&Symbol.iterator,a=o&&t[o],e=0;if(a)return a.call(t);if(t&&\"number\"==typeof t.length)return{next:function(){return t&&e>=t.length&&(t=void 0),{value:t&&t[e++],done:!t}}};throw new TypeError(o?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};e();var l=t(551),i=t(536),s=t(558),d=t(554),b=t(549),f={};function u(t,o,a,e){var n=b.NodeFactory.createToken(t,o,a,e);return\"mtext\"!==o&&t.configuration.parser.stack.env.boldsymbol&&(i.default.setProperty(n,\"fixBold\",!0),t.configuration.addNode(\"fixBold\",n)),n}function y(t){var o,a;try{for(var e=r(t.data.getList(\"fixBold\")),n=e.next();!n.done;n=e.next()){var l=n.value;if(i.default.getProperty(l,\"fixBold\")){var 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n={fence:!0,stretchy:!1,symmetric:!0,texClass:a.TEXCLASS.OPEN},i=this.create(\"token\",\"mo\",n,r);n.texClass=a.TEXCLASS.CLOSE;var c=this.create(\"token\",\"mo\",n,o);return this.create(\"node\",\"mrow\",[i,e,c],{open:r,close:o,texClass:a.TEXCLASS.INNER})},e}(s.BaseItem);r.BraketItem=p},\n      748: function _(r,e,a,t,l){t();var n=r(554),g=r(749);new n.CommandMap(\"Braket-macros\",{bra:[\"Macro\",\"{\\\\langle {#1} \\\\vert}\",1],ket:[\"Macro\",\"{\\\\vert {#1} \\\\rangle}\",1],braket:[\"Braket\",\"\\u27e8\",\"\\u27e9\",!1,1/0],set:[\"Braket\",\"{\",\"}\",!1,1],Bra:[\"Macro\",\"{\\\\left\\\\langle {#1} \\\\right\\\\vert}\",1],Ket:[\"Macro\",\"{\\\\left\\\\vert {#1} \\\\right\\\\rangle}\",1],Braket:[\"Braket\",\"\\u27e8\",\"\\u27e9\",!0,1/0],Set:[\"Braket\",\"{\",\"}\",!0,1],ketbra:[\"Macro\",\"{\\\\vert {#1} \\\\rangle\\\\langle {#2} \\\\vert}\",2],Ketbra:[\"Macro\",\"{\\\\left\\\\vert {#1} \\\\right\\\\rangle\\\\left\\\\langle {#2} \\\\right\\\\vert}\",2],\"|\":\"Bar\"},g.default),new 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0===e&&(e=null),t.toString()+(null===e?\"\":String.fromCharCode(96+e))},e}(m.AmsTags);r.CasesTags=d,r.CasesMethods={NumCases:function(t,e){if(t.stack.env.closing===e.getName()){delete t.stack.env.closing,t.Push(t.itemFactory.create(\"end\").setProperty(\"name\",e.getName()));var r=t.stack.Top(),n=r.Last,s=l.default.copyNode(n,t),a=r.getProperty(\"left\");return y.EmpheqUtil.left(n,s,a+\"\\\\empheqlbrace\\\\,\",t,\"numcases-left\"),t.Push(t.itemFactory.create(\"end\").setProperty(\"name\",e.getName())),null}a=t.GetArgument(\"\\\\begin{\"+e.getName()+\"}\");e.setProperty(\"left\",a);var o=p.default.EqnArray(t,e,!0,!0,\"ll\");return o.arraydef.displaystyle=!1,o.arraydef.rowspacing=\".2em\",o.setProperty(\"numCases\",!0),t.Push(e),o},Entry:function(t,e){if(!t.stack.Top().getProperty(\"numCases\"))return p.default.Entry(t,e);t.Push(t.itemFactory.create(\"cell\").setProperties({isEntry:!0,name:e}));for(var r=t.string,n=0,s=t.i,a=r.length;s<a;){var o=r.charAt(s);if(\"{\"===o)n++,s++;else if(\"}\"===o){if(0===n)break;n--,s++}else{if(\"&\"===o&&0===n)throw new f.default(\"ExtraCasesAlignTab\",\"Extra alignment tab in text for numcase environment\");if(\"\\\\\"===o&&0===n){var i=(r.slice(s+1).match(/^[a-z]+|./i)||[])[0];if(\"\\\\\"===i||\"cr\"===i||\"end\"===i||\"label\"===i)break;s+=i.length}else s++}}var u=r.substr(t.i,s-t.i).replace(/^\\s*/,\"\");t.PushAll(l.default.internalMath(t,u,0)),t.i=s}},new c.EnvironmentMap(\"cases-env\",y.EmpheqUtil.environment,{numcases:[\"NumCases\",\"cases\"],subnumcases:[\"NumCases\",\"cases\"]},r.CasesMethods),new c.MacroMap(\"cases-macros\",{\"&\":\"Entry\"},r.CasesMethods),r.CasesConfiguration=u.Configuration.create(\"cases\",{handler:{environment:[\"cases-env\"],character:[\"cases-macros\"]},items:(o={},o[g.prototype.kind]=g,o),tags:{cases:d}})},\n      758: function _(e,t,n,r,i){var l=this&&this.__read||function(e,t){var n=\"function\"==typeof Symbol&&e[Symbol.iterator];if(!n)return e;var r,i,l=n.call(e),o=[];try{for(;(void 0===t||t-- 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o=l.value,d=o.childNodes.length-(o.isKind(\"mlabeledtr\")?1:0);d>r&&(r=d)}}catch(e){t={error:e}}finally{try{l&&!l.done&&(n=i.return)&&n.call(i)}finally{if(t)throw t.error}}return r},cellBlock:function(e,t,n,r){var i,l,o=n.create(\"node\",\"mpadded\",[],{height:0,depth:0,voffset:\"-1height\"}),d=new c.default(e,n.stack.env,n.configuration),s=d.mml();r&&d.configuration.tags.label&&(d.configuration.tags.currentTag.env=r,d.configuration.tags.getTag(!0));try{for(var u=a(s.isInferred?s.childNodes:[s]),h=u.next();!h.done;h=u.next()){var f=h.value;o.appendChild(f)}}catch(e){i={error:e}}finally{try{h&&!h.done&&(l=u.return)&&l.call(u)}finally{if(i)throw i.error}}return o.appendChild(n.create(\"node\",\"mphantom\",[n.create(\"node\",\"mpadded\",[t],{width:0})])),o},topRowTable:function(e,t){var n=d.default.copyNode(e,t);return n.setChildren(n.childNodes.slice(0,1)),n.attributes.set(\"align\",\"baseline 1\"),e.factory.create(\"mphantom\",{},[t.create(\"node\",\"mpadded\",[n],{width:0})])},rowspanCell:function(e,t,n,r,i){e.appendChild(r.create(\"node\",\"mpadded\",[this.cellBlock(t,d.default.copyNode(n,r),r,i),this.topRowTable(n,r)],{height:0,depth:0,voffset:\"height\"}))},left:function(e,t,n,r,i){var l,o,d;void 0===i&&(i=\"\"),e.attributes.set(\"columnalign\",\"right \"+(e.attributes.get(\"columnalign\")||\"\")),e.attributes.set(\"columnspacing\",\"0em \"+(e.attributes.get(\"columnspacing\")||\"\"));try{for(var c=a(e.childNodes.slice(0).reverse()),s=c.next();!s.done;s=c.next()){var u=s.value;d=r.create(\"node\",\"mtd\"),u.childNodes.unshift(d),u.replaceChild(d,d),u.isKind(\"mlabeledtr\")&&(u.childNodes[0]=u.childNodes[1],u.childNodes[1]=d)}}catch(e){l={error:e}}finally{try{s&&!s.done&&(o=c.return)&&o.call(c)}finally{if(l)throw l.error}}this.rowspanCell(d,n,t,r,i)},right:function(e,t,r,i,l){void 0===l&&(l=\"\"),0===e.childNodes.length&&e.appendChild(i.create(\"node\",\"mtr\"));for(var o=n.EmpheqUtil.columnCount(e),a=e.childNodes[0];a.childNodes.length<o;)a.appendChild(i.create(\"node\",\"mtd\"));var d=a.appendChild(i.create(\"node\",\"mtd\"));n.EmpheqUtil.rowspanCell(d,r,t,i,l),e.attributes.set(\"columnalign\",(e.attributes.get(\"columnalign\")||\"\").split(/ /).slice(0,o).join(\" \")+\" left\"),e.attributes.set(\"columnspacing\",(e.attributes.get(\"columnspacing\")||\"\").split(/ /).slice(0,o-1).join(\" \")+\" 0em\")},adjustTable:function(e,t){var n=e.getProperty(\"left\"),r=e.getProperty(\"right\");if(n||r){var i=e.Last,l=d.default.copyNode(i,t);n&&this.left(i,l,n,t),r&&this.right(i,l,r,t)}},allowEnv:{equation:!0,align:!0,gather:!0,flalign:!0,alignat:!0,multline:!0},checkEnv:function(e){return this.allowEnv.hasOwnProperty(e.replace(/\\*$/,\"\"))||!1}}},\n      759: function _(e,t,r,n,a){var o=this&&this.__values||function(e){var t=\"function\"==typeof Symbol&&Symbol.iterator,r=t&&e[t],n=0;if(r)return r.call(e);if(e&&\"number\"==typeof e.length)return{next:function(){return e&&n>=e.length&&(e=void 0),{value:e&&e[n++],done:!e}}};throw new TypeError(t?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};n();var i=e(551),c=e(539),d=e(536),l=e(554),u=e(559);function f(e){var t,r,n=e.data;try{for(var a=o(n.getList(\"centerOver\")),i=a.next();!i.done;i=a.next()){var c=i.value,l=d.default.getTexClass(c.childNodes[0].childNodes[0]);null!==l&&d.default.setProperties(c.parent.parent.parent.parent.parent.parent,{texClass:l})}}catch(e){t={error:e}}finally{try{i&&!i.done&&(r=a.return)&&r.call(a)}finally{if(t)throw t.error}}}new l.CommandMap(\"centernot\",{centerOver:\"CenterOver\",centernot:[\"Macro\",\"\\\\centerOver{#1}{{\\u29f8}}\",1]},{CenterOver:function(e,t){var r=\"{\"+e.GetArgument(t)+\"}\",n=e.ParseArg(t),a=new c.default(r,e.stack.env,e.configuration).mml(),o=e.create(\"node\",\"TeXAtom\",[new c.default(r,e.stack.env,e.configuration).mml(),e.create(\"node\",\"mpadded\",[e.create(\"node\",\"mpadded\",[n],{width:0,lspace:\"-.5width\"}),e.create(\"node\",\"mphantom\",[a])],{width:0,lspace:\"-.5width\"})]);e.configuration.addNode(\"centerOver\",a),e.Push(o)},Macro:u.default.Macro}),r.filterCenterOver=f,r.CenternotConfiguration=i.Configuration.create(\"centernot\",{handler:{macro:[\"centernot\"]},postprocessors:[f]})},\n      760: function _(o,r,l,e,n){e();var c=o(554),a=o(551),t=o(761),i=o(762);new c.CommandMap(\"color\",{color:\"Color\",textcolor:\"TextColor\",definecolor:\"DefineColor\",colorbox:\"ColorBox\",fcolorbox:\"FColorBox\"},t.ColorMethods);l.ColorConfiguration=a.Configuration.create(\"color\",{handler:{macro:[\"color\"]},options:{color:{padding:\"5px\",borderWidth:\"2px\"}},config:function(o,r){r.parseOptions.packageData.set(\"color\",{model:new i.ColorModel})}})},\n      761: function _(e,o,t,r,a){r();var n=e(536),l=e(540);function c(e){var o=\"+\"+e,t=e.replace(/^.*?([a-z]*)$/,\"$1\");return{width:\"+\"+2*parseFloat(o)+t,height:o,depth:o,lspace:e}}t.ColorMethods={},t.ColorMethods.Color=function(e,o){var t=e.GetBrackets(o,\"\"),r=e.GetArgument(o),a=e.configuration.packageData.get(\"color\").model.getColor(t,r),n=e.itemFactory.create(\"style\").setProperties({styles:{mathcolor:a}});e.stack.env.color=a,e.Push(n)},t.ColorMethods.TextColor=function(e,o){var t=e.GetBrackets(o,\"\"),r=e.GetArgument(o),a=e.configuration.packageData.get(\"color\").model.getColor(t,r),n=e.stack.env.color;e.stack.env.color=a;var l=e.ParseArg(o);n?e.stack.env.color=n:delete e.stack.env.color;var c=e.create(\"node\",\"mstyle\",[l],{mathcolor:a});e.Push(c)},t.ColorMethods.DefineColor=function(e,o){var t=e.GetArgument(o),r=e.GetArgument(o),a=e.GetArgument(o);e.configuration.packageData.get(\"color\").model.defineColor(r,t,a)},t.ColorMethods.ColorBox=function(e,o){var t=e.GetArgument(o),r=l.default.internalMath(e,e.GetArgument(o)),a=e.configuration.packageData.get(\"color\").model,d=e.create(\"node\",\"mpadded\",r,{mathbackground:a.getColor(\"named\",t)});n.default.setProperties(d,c(e.options.color.padding)),e.Push(d)},t.ColorMethods.FColorBox=function(e,o){var t=e.GetArgument(o),r=e.GetArgument(o),a=l.default.internalMath(e,e.GetArgument(o)),d=e.options.color,g=e.configuration.packageData.get(\"color\").model,s=e.create(\"node\",\"mpadded\",a,{mathbackground:g.getColor(\"named\",r),style:\"border: \"+d.borderWidth+\" solid \"+g.getColor(\"named\",t)});n.default.setProperties(s,c(d.padding)),e.Push(s)}},\n      762: function _(e,r,t,o,n){var l=this&&this.__values||function(e){var r=\"function\"==typeof Symbol&&Symbol.iterator,t=r&&e[r],o=0;if(t)return t.call(e);if(e&&\"number\"==typeof e.length)return{next:function(){return e&&o>=e.length&&(e=void 0),{value:e&&e[o++],done:!e}}};throw new TypeError(r?\"Object is not iterable.\":\"Symbol.iterator is not defined.\")};o();var a=e(541),i=e(763),u=new Map,d=function(){function e(){this.userColors=new Map}return e.prototype.normalizeColor=function(e,r){if(!e||\"named\"===e)return r;if(u.has(e))return u.get(e)(r);throw new a.default(\"UndefinedColorModel\",\"Color model '%1' not defined\",e)},e.prototype.getColor=function(e,r){return e&&\"named\"!==e?this.normalizeColor(e,r):this.getColorByName(r)},e.prototype.getColorByName=function(e){return this.userColors.has(e)?this.userColors.get(e):i.COLORS.has(e)?i.COLORS.get(e):e},e.prototype.defineColor=function(e,r,t){var o=this.normalizeColor(e,t);this.userColors.set(r,o)},e}();t.ColorModel=d,u.set(\"rgb\",(function(e){var r,t,o=e.trim().split(/\\s*,\\s*/),n=\"#\";if(3!==o.length)throw new a.default(\"ModelArg1\",\"Color values for the %1 model require 3 numbers\",\"rgb\");try{for(var i=l(o),u=i.next();!u.done;u=i.next()){var d=u.value;if(!d.match(/^(\\d+(\\.\\d*)?|\\.\\d+)$/))throw new a.default(\"InvalidDecimalNumber\",\"Invalid decimal number\");var f=parseFloat(d);if(f<0||f>1)throw new a.default(\"ModelArg2\",\"Color values for the %1 model must be between %2 and %3\",\"rgb\",\"0\",\"1\");var s=Math.floor(255*f).toString(16);s.length<2&&(s=\"0\"+s),n+=s}}catch(e){r={error:e}}finally{try{u&&!u.done&&(t=i.return)&&t.call(i)}finally{if(r)throw r.error}}return n})),u.set(\"RGB\",(function(e){var r,t,o=e.trim().split(/\\s*,\\s*/),n=\"#\";if(3!==o.length)throw new a.default(\"ModelArg1\",\"Color values for the %1 model require 3 numbers\",\"RGB\");try{for(var i=l(o),u=i.next();!u.done;u=i.next()){var d=u.value;if(!d.match(/^\\d+$/))throw new a.default(\"InvalidNumber\",\"Invalid number\");var f=parseInt(d);if(f>255)throw new a.default(\"ModelArg2\",\"Color values for the %1 model must be between %2 and %3\",\"RGB\",\"0\",\"255\");var s=f.toString(16);s.length<2&&(s=\"0\"+s),n+=s}}catch(e){r={error:e}}finally{try{u&&!u.done&&(t=i.return)&&t.call(i)}finally{if(r)throw r.error}}return n})),u.set(\"gray\",(function(e){if(!e.match(/^\\s*(\\d+(\\.\\d*)?|\\.\\d+)\\s*$/))throw new a.default(\"InvalidDecimalNumber\",\"Invalid decimal number\");var r=parseFloat(e);if(r<0||r>1)throw new a.default(\"ModelArg2\",\"Color values for the %1 model must be between %2 and %3\",\"gray\",\"0\",\"1\");var t=Math.floor(255*r).toString(16);return t.length<2&&(t=\"0\"+t),\"#\"+t+t+t}))},\n      763: function _(e,n,r,l,B){l(),r.COLORS=new Map([[\"Apricot\",\"#FBB982\"],[\"Aquamarine\",\"#00B5BE\"],[\"Bittersweet\",\"#C04F17\"],[\"Black\",\"#221E1F\"],[\"Blue\",\"#2D2F92\"],[\"BlueGreen\",\"#00B3B8\"],[\"BlueViolet\",\"#473992\"],[\"BrickRed\",\"#B6321C\"],[\"Brown\",\"#792500\"],[\"BurntOrange\",\"#F7921D\"],[\"CadetBlue\",\"#74729A\"],[\"CarnationPink\",\"#F282B4\"],[\"Cerulean\",\"#00A2E3\"],[\"CornflowerBlue\",\"#41B0E4\"],[\"Cyan\",\"#00AEEF\"],[\"Dandelion\",\"#FDBC42\"],[\"DarkOrchid\",\"#A4538A\"],[\"Emerald\",\"#00A99D\"],[\"ForestGreen\",\"#009B55\"],[\"Fuchsia\",\"#8C368C\"],[\"Goldenrod\",\"#FFDF42\"],[\"Gray\",\"#949698\"],[\"Green\",\"#00A64F\"],[\"GreenYellow\",\"#DFE674\"],[\"JungleGreen\",\"#00A99A\"],[\"Lavender\",\"#F49EC4\"],[\"LimeGreen\",\"#8DC73E\"],[\"Magenta\",\"#EC008C\"],[\"Mahogany\",\"#A9341F\"],[\"Maroon\",\"#AF3235\"],[\"Melon\",\"#F89E7B\"],[\"MidnightBlue\",\"#006795\"],[\"Mulberry\",\"#A93C93\"],[\"NavyBlue\",\"#006EB8\"],[\"OliveGreen\",\"#3C8031\"],[\"Orange\",\"#F58137\"],[\"OrangeRed\",\"#ED135A\"],[\"Orchid\",\"#AF72B0\"],[\"Peach\",\"#F7965A\"],[\"Periwinkle\",\"#7977B8\"],[\"PineGreen\",\"#008B72\"],[\"Plum\",\"#92268F\"],[\"ProcessBlue\",\"#00B0F0\"],[\"Purple\",\"#99479B\"],[\"RawSienna\",\"#974006\"],[\"Red\",\"#ED1B23\"],[\"RedOrange\",\"#F26035\"],[\"RedViolet\",\"#A1246B\"],[\"Rhodamine\",\"#EF559F\"],[\"RoyalBlue\",\"#0071BC\"],[\"RoyalPurple\",\"#613F99\"],[\"RubineRed\",\"#ED017D\"],[\"Salmon\",\"#F69289\"],[\"SeaGreen\",\"#3FBC9D\"],[\"Sepia\",\"#671800\"],[\"SkyBlue\",\"#46C5DD\"],[\"SpringGreen\",\"#C6DC67\"],[\"Tan\",\"#DA9D76\"],[\"TealBlue\",\"#00AEB3\"],[\"Thistle\",\"#D883B7\"],[\"Turquoise\",\"#00B4CE\"],[\"Violet\",\"#58429B\"],[\"VioletRed\",\"#EF58A0\"],[\"White\",\"#FFFFFF\"],[\"WildStrawberry\",\"#EE2967\"],[\"Yellow\",\"#FFF200\"],[\"YellowGreen\",\"#98CC70\"],[\"YellowOrange\",\"#FAA21A\"]])},\n      764: function _(o,r,e,a,c){a();var l=o(554),n=o(551);e.ColorV2Methods={Color:function(o,r){var e=o.GetArgument(r),a=o.stack.env.color;o.stack.env.color=e;var c=o.ParseArg(r);a?o.stack.env.color=a:delete o.stack.env.color;var l=o.create(\"node\",\"mstyle\",[c],{mathcolor:e});o.Push(l)}},new l.CommandMap(\"colorv2\",{color:\"Color\"},e.ColorV2Methods),e.ColorConfiguration=n.Configuration.create(\"colorv2\",{handler:{macro:[\"colorv2\"]}})},\n      765: function _(o,t,r,e,n){var l,c=this&&this.__extends||(l=function(o,t){return l=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(o,t){o.__proto__=t}||function(o,t){for(var r in t)Object.prototype.hasOwnProperty.call(t,r)&&(o[r]=t[r])},l(o,t)},function(o,t){if(\"function\"!=typeof t&&null!==t)throw new TypeError(\"Class extends value \"+String(t)+\" is not a constructor or null\");function r(){this.constructor=o}l(o,t),o.prototype=null===t?Object.create(t):(r.prototype=t.prototype,new r)});e();var a=o(556),i=o(551),s=o(554),u=o(541),p=function(o){function t(){var t=null!==o&&o.apply(this,arguments)||this;return t.color={cell:\"\",row:\"\",col:[]},t.hasColor=!1,t}return c(t,o),t.prototype.EndEntry=function(){o.prototype.EndEntry.call(this);var t=this.row[this.row.length-1],r=this.color.cell||this.color.row||this.color.col[this.row.length-1];r&&(t.attributes.set(\"mathbackground\",r),this.color.cell=\"\",this.hasColor=!0)},t.prototype.EndRow=function(){o.prototype.EndRow.call(this),this.color.row=\"\"},t.prototype.createMml=function(){var t=o.prototype.createMml.call(this),r=t.isKind(\"mrow\")?t.childNodes[1]:t;return r.isKind(\"menclose\")&&(r=r.childNodes[0].childNodes[0]),this.hasColor&&\"none\"===r.attributes.get(\"frame\")&&r.attributes.set(\"frame\",\"\"),t},t}(a.ArrayItem);r.ColorArrayItem=p,new s.CommandMap(\"colortbl\",{cellcolor:[\"TableColor\",\"cell\"],rowcolor:[\"TableColor\",\"row\"],columncolor:[\"TableColor\",\"col\"]},{TableColor:function(o,t,r){var 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function(Bokeh) {\n      Bokeh.set_log_level(\"info\");\n    },\n    function(Bokeh) {\n      /* BEGIN panel.min.js */\n      /*!\n       * Copyright (c) 2012 - 2022, 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(root, factory) {\n        factory(root[\"Bokeh\"], undefined);\n      })(this, function(Bokeh, version) {\n        let define;\n        return (function(modules, entry, aliases, externals) {\n          const bokeh = typeof Bokeh !== \"undefined\" && (version != null ? 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d=e(\"tslib\");c(\"AcePlot\",e(\"2e12ebdb23\").AcePlot),c(\"Audio\",e(\"33955cfa6f\").Audio),c(\"Card\",e(\"0972f6e77b\").Card),c(\"CommManager\",e(\"754fbb1f55\").CommManager),c(\"CustomSelect\",e(\"e258e515be\").CustomSelect),c(\"DataTabulator\",e(\"dc2d2d783f\").DataTabulator),c(\"DatetimePicker\",e(\"b843627155\").DatetimePicker),c(\"DeckGLPlot\",e(\"0155f7af4d\").DeckGLPlot),c(\"ECharts\",e(\"9d046c4720\").ECharts),c(\"HTML\",e(\"3d7593ca5a\").HTML),c(\"IDOM\",e(\"7d45bd3bc4\").IDOM),c(\"IPyWidget\",e(\"f36a5fb453\").IPyWidget),c(\"JSON\",e(\"0d30bea0c8\").JSON),c(\"JSONEditor\",e(\"5379466860\").JSONEditor),c(\"FileDownload\",e(\"1767172ffa\").FileDownload),c(\"KaTeX\",e(\"7b859fb3cf\").KaTeX),c(\"Location\",e(\"0c52a301f3\").Location),c(\"MathJax\",e(\"0c21036737\").MathJax),c(\"Perspective\",e(\"4ae96bd77b\").Perspective),c(\"Player\",e(\"588a5ae70d\").Player),c(\"PlotlyPlot\",e(\"42de27e56c\").PlotlyPlot),c(\"Progress\",e(\"979633320f\").Progress),c(\"QuillInput\",e(\"d51a79a0a3\").QuillInput),c(\"ReactiveHTML\",e(\"ad426de39c\").ReactiveHTML),c(\"SingleSelect\",e(\"ab54efe08a\").SingleSelect),c(\"SpeechToText\",e(\"a96be0bcc9\").SpeechToText),c(\"State\",e(\"bfa46a5f19\").State),c(\"Tabs\",e(\"f693d9aa84\").Tabs),c(\"Terminal\",e(\"3ea011fa55\").Terminal),c(\"TextToSpeech\",e(\"33cd2c254e\").TextToSpeech),c(\"TrendIndicator\",e(\"effe070807\").TrendIndicator),c(\"VegaPlot\",e(\"fea356270f\").VegaPlot),c(\"Video\",e(\"1b46fd56a8\").Video),c(\"VideoStream\",e(\"e3e9b8e495\").VideoStream),(0,d.__exportStar)(e(\"c51f25e2a7\"),t)},\n 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d.PanelHTMLBoxView{initialize(){super.initialize(),this._container=(0,a.div)({id:\"_\"+Math.random().toString(36).substr(2,9),style:{width:\"100%\",height:\"100%\",zIndex:0}})}connect_signals(){super.connect_signals(),this.connect(this.model.properties.code.change,(()=>this._update_code_from_model())),this.connect(this.model.properties.theme.change,(()=>this._update_theme())),this.connect(this.model.properties.language.change,(()=>this._update_language())),this.connect(this.model.properties.filename.change,(()=>this._update_filename())),this.connect(this.model.properties.print_margin.change,(()=>this._update_print_margin())),this.connect(this.model.properties.annotations.change,(()=>this._add_annotations())),this.connect(this.model.properties.readonly.change,(()=>{this._editor.setReadOnly(this.model.readonly)}))}render(){super.render(),this._container!==this.el.childNodes[0]&&this.el.appendChild(this._container),this._container.textContent=this.model.code,this._editor=window.ace.edit(this._container.id),this._langTools=window.ace.require(\"ace/ext/language_tools\"),this._modelist=window.ace.require(\"ace/ext/modelist\"),this._editor.setOptions({enableBasicAutocompletion:!0,enableSnippets:!0,fontFamily:\"monospace\"}),this._update_theme(),this._update_filename(),this._update_language(),this._editor.setReadOnly(this.model.readonly),this._editor.setShowPrintMargin(this.model.print_margin),this._editor.on(\"change\",(()=>this._update_code_from_editor()))}_update_code_from_model(){this._editor&&this._editor.getValue()!=this.model.code&&this._editor.setValue(this.model.code)}_update_print_margin(){this._editor.setShowPrintMargin(this.model.print_margin)}_update_code_from_editor(){this._editor.getValue()!=this.model.code&&(this.model.code=this._editor.getValue())}_update_theme(){this._editor.setTheme(`ace/theme/${this.model.theme}`)}_update_filename(){if(this.model.filename){const e=this._modelist.getModeForPath(this.model.filename).mode;this.model.language=e.slice(9)}}_update_language(){null!=this.model.language&&this._editor.session.setMode(`ace/mode/${this.model.language}`)}_add_annotations(){this._editor.session.setAnnotations(this.model.annotations)}after_layout(){super.after_layout(),this._editor.resize()}}i.AcePlotView=h,h.__name__=\"AcePlotView\";class _ extends s.HTMLBox{constructor(e){super(e)}static init_AcePlot(){this.prototype.default_view=h,this.define((({Any:e,Array:t,Boolean:i,String:o})=>({code:[o,\"\"],filename:[o],language:[o],theme:[o,\"chrome\"],annotations:[t(e),[]],readonly:[i,!1],print_margin:[i,!1]}))),this.override({height:300,width:300})}}i.AcePlot=_,_.__name__=\"AcePlot\",_.__module__=\"panel.models.ace\",_.init_AcePlot()},\n      \"80a6464b1f\": function _(e,s,i,t,h){t();const n=e(\"@bokehjs/core/dom\"),o=e(\"@bokehjs/core/util/color\"),l=e(\"@bokehjs/core/layout/html\"),a=e(\"@bokehjs/core/layout/types\"),_=e(\"@bokehjs/models/widgets/markup\"),c=e(\"@bokehjs/models/layouts/html_box\");function d(e,s){let i=null!=s.width?\"fixed\":\"fit\",t=null!=s.height?\"fixed\":\"fit\";const{sizing_mode:h}=s;if(null!=h)if(\"fixed\"==h)i=t=\"fixed\";else if(\"stretch_both\"==h)i=t=\"max\";else if(\"stretch_width\"==h)i=\"max\";else if(\"stretch_height\"==h)t=\"max\";else switch(h){case\"scale_width\":i=\"max\",t=\"min\";break;case\"scale_height\":i=\"min\",t=\"max\";break;case\"scale_both\":i=\"max\",t=\"max\";break;default:throw new Error(\"unreachable\")}\"fixed\"==i&&s.width?e.style.width=s.width+\"px\":\"max\"==i&&(e.style.width=\"100%\"),null!=s.min_width&&(e.style.minWidth=s.min_width+\"px\"),null!=s.max_width&&(e.style.maxWidth=s.max_width+\"px\"),\"fixed\"==t&&s.height?e.style.height=s.height+\"px\":\"max\"==t&&(e.style.height=\"100%\"),null!=s.min_height&&(e.style.minHeight=s.min_height+\"px\"),null!=s.max_width&&(e.style.maxHeight=s.max_height+\"px\")}i.set_size=d;class r extends l.VariadicBox{constructor(e,s,i){super(e),this.el=e,this.sizing_mode=s,this.changed=i,this._cache=new Map,this._cache_count=new Map}_measure(e){const s=[e.width,e.height,this.sizing_mode].toString(),i=this.changed&&\"fixed\"!=this.sizing_mode&&null!=this.sizing_mode?1:0,t=this._cache.get(s),h=this._cache_count.get(s);if(null!=t&&null!=h&&h>=i)return this._cache_count.set(s,h+1),t;const o=new a.Sizeable(e).bounded_to(this.sizing.size),l=(0,n.sized)(this.el,o,(()=>{const e=new a.Sizeable((0,n.content_size)(this.el)),{border:s,padding:i}=(0,n.extents)(this.el);return e.grow_by(s).grow_by(i).map(Math.ceil)}));return this._cache.set(s,l),this._cache_count.set(s,0),l}invalidate_cache(){}}i.CachedVariadicBox=r,r.__name__=\"CachedVariadicBox\";class m extends _.MarkupView{_update_layout(){let e=void 0!==this._prev_sizing_mode&&this._prev_sizing_mode!==this.model.sizing_mode;this._prev_sizing_mode=this.model.sizing_mode,this.layout=new r(this.el,this.model.sizing_mode,e),this.layout.set_sizing(this.box_sizing())}render(){super.render(),d(this.markup_el,this.model)}}i.PanelMarkupView=m,m.__name__=\"PanelMarkupView\";class g extends c.HTMLBoxView{connect_signals(){super.connect_signals();const{css_classes:e,background:s}=this.model.properties;this._prev_css_classes=this.model.css_classes,this.on_change([e,s],(()=>{const e=[];let s=!1;for(const i of this.model.css_classes)\"pn-loading\"===i?s=!0:s?s=!1:e.push(i);const i=this._prev_css_classes;if(JSON.stringify(e)===JSON.stringify(i)){const{background:e}=this.model;this.el.style.backgroundColor=null!=e?(0,o.color2css)(e):\"\",(0,n.classes)(this.el).clear().add(...this.css_classes())}else this.invalidate_render();this._prev_css_classes=e}))}on_change(e,s){const i=this.model.properties;2===e.length&&e[0]===i.background&&e[1]===i.css_classes||super.on_change(e,s)}_update_layout(){let e=void 0!==this._prev_sizing_mode&&this._prev_sizing_mode!==this.model.sizing_mode;this._prev_sizing_mode=this.model.sizing_mode,this.layout=new r(this.el,this.model.sizing_mode,e),this.layout.set_sizing(this.box_sizing())}render(){super.render(),d(this.el,this.model)}}i.PanelHTMLBoxView=g,g.__name__=\"PanelHTMLBoxView\"},\n      \"33955cfa6f\": function _(e,t,i,o,s){o();const l=e(\"@bokehjs/models/layouts/html_box\"),d=e(\"80a6464b1f\");class u extends d.PanelHTMLBoxView{initialize(){super.initialize(),this._blocked=!1,this._setting=!1,this._time=Date.now()}connect_signals(){super.connect_signals(),this.connect(this.model.properties.loop.change,(()=>this.set_loop())),this.connect(this.model.properties.paused.change,(()=>this.set_paused())),this.connect(this.model.properties.time.change,(()=>this.set_time())),this.connect(this.model.properties.value.change,(()=>this.set_value())),this.connect(this.model.properties.volume.change,(()=>this.set_volume())),this.connect(this.model.properties.muted.change,(()=>this.set_muted())),this.connect(this.model.properties.autoplay.change,(()=>this.set_autoplay()))}render(){super.render(),this.audioEl=document.createElement(\"audio\"),this.audioEl.controls=!0,this.audioEl.src=this.model.value,this.audioEl.currentTime=this.model.time,this.audioEl.loop=this.model.loop,this.audioEl.muted=this.model.muted,this.audioEl.autoplay=this.model.autoplay,null!=this.model.volume?this.audioEl.volume=this.model.volume/100:this.model.volume=100*this.audioEl.volume,this.audioEl.onpause=()=>this.model.paused=!0,this.audioEl.onplay=()=>this.model.paused=!1,this.audioEl.ontimeupdate=()=>this.update_time(this),this.audioEl.onvolumechange=()=>this.update_volume(this),this.el.appendChild(this.audioEl),this.model.paused||this.audioEl.play()}update_time(e){e._setting?e._setting=!1:Date.now()-e._time<e.model.throttle||(e._blocked=!0,e.model.time=e.audioEl.currentTime,e._time=Date.now())}update_volume(e){e._setting?e._setting=!1:(e._blocked=!0,e.model.volume=100*e.audioEl.volume)}set_loop(){this.audioEl.loop=this.model.loop}set_muted(){this.audioEl.muted=this.model.muted}set_autoplay(){this.audioEl.autoplay=this.model.autoplay}set_paused(){!this.audioEl.paused&&this.model.paused&&this.audioEl.pause(),this.audioEl.paused&&!this.model.paused&&this.audioEl.play()}set_volume(){this._blocked?this._blocked=!1:(this._setting=!0,null!=this.model.volume&&(this.audioEl.volume=this.model.volume/100))}set_time(){this._blocked?this._blocked=!1:(this._setting=!0,this.audioEl.currentTime=this.model.time)}set_value(){this.audioEl.src=this.model.value}}i.AudioView=u,u.__name__=\"AudioView\";class a extends l.HTMLBox{constructor(e){super(e)}static init_Audio(){this.prototype.default_view=u,this.define((({Any:e,Boolean:t,Int:i,Number:o})=>({loop:[t,!1],paused:[t,!0],muted:[t,!1],autoplay:[t,!1],time:[o,0],throttle:[o,250],value:[e,\"\"],volume:[i]})))}}i.Audio=a,a.__name__=\"Audio\",a.__module__=\"panel.models.widgets\",a.init_Audio()},\n      \"0972f6e77b\": function _(e,l,s,t,o){t();const i=e(\"tslib\"),a=e(\"@bokehjs/models/layouts/column\"),d=e(\"@bokehjs/core/util/bbox\"),c=(0,i.__importStar)(e(\"@bokehjs/core/dom\")),n=e(\"@bokehjs/core/dom\"),h=e(\"@bokehjs/core/layout/grid\"),r=e(\"@bokehjs/core/util/color\");class _ extends a.ColumnView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.collapsed.change,(()=>this._collapse()));const{active_header_background:e,header_background:l,header_color:s,hide_header:t}=this.model.properties;this.on_change([e,l,s,t],(()=>this.render()))}_update_layout(){let e;e=this.model.hide_header?this.child_views.slice(1):this.model.collapsed?this.child_views.slice(0,1):this.child_views;const l=e.map((e=>e.layout));this.layout=new h.Column(l),this.layout.rows=this.model.rows,this.layout.spacing=[this.model.spacing,0],this.layout.set_sizing(this.box_sizing())}update_position(){if(this.model.collapsible&&!this.model.hide_header){const e=this.child_views[0],l=e.layout.bbox,s=e.layout.inner_bbox;if(0!=l.x1){let t;if(this.model.collapsible){const e=getComputedStyle(this.button_el.children[0]);t=parseFloat(e.width)+parseFloat(e.marginLeft)||0}else t=0;const o=new d.BBox({x0:l.x0,x1:l.x1-t,y0:l.y0,y1:l.y1}),i=new d.BBox({x0:s.x0,x1:s.x1-t,y0:s.y0,y1:s.y1});e.layout.set_geometry(o,i)}}super.update_position()}render(){(0,n.empty)(this.el);const{background:e,button_css_classes:l,header_color:s,header_tag:t,header_css_classes:o}=this.model;this.el.style.backgroundColor=null!=e?(0,r.color2css)(e):\"\",(0,n.classes)(this.el).clear().add(...this.css_classes());let i=this.model.header_background;!this.model.collapsed&&this.model.active_header_background&&(i=this.model.active_header_background);const a=this.child_views[0];let d;if(this.model.collapsible){this.button_el=c.createElement(\"button\",{type:\"button\",class:o});const e=c.createElement(\"div\",{class:l});e.innerHTML=this.model.collapsed?\"\\u25ba\":\"\\u25bc\",this.button_el.appendChild(e),this.button_el.style.backgroundColor=null!=i?i:\"\",a.el.style.backgroundColor=null!=i?i:\"\",this.button_el.appendChild(a.el),this.button_el.onclick=()=>this._toggle_button(),d=this.button_el}else d=c.createElement(t,{class:o}),d.style.backgroundColor=null!=i?i:\"\",d.appendChild(a.el);this.model.hide_header||(d.style.color=null!=s?s:\"\",this.el.appendChild(d),a.render());for(const e of this.child_views.slice(1))this.model.collapsed||this.el.appendChild(e.el),e.render()}_toggle_button(){this.model.collapsed=!this.model.collapsed}_collapse(){this.invalidate_render()}_createElement(){return c.createElement(this.model.tag,{class:this.css_classes()})}}s.CardView=_,_.__name__=\"CardView\";class u extends a.Column{constructor(e){super(e)}static init_Card(){this.prototype.default_view=_,this.define((({Array:e,Boolean:l,Nullable:s,String:t})=>({active_header_background:[s(t),null],button_css_classes:[e(t),[]],collapsed:[l,!0],collapsible:[l,!0],header_background:[s(t),null],header_color:[s(t),null],header_css_classes:[e(t),[]],header_tag:[t,\"div\"],hide_header:[l,!1],tag:[t,\"div\"]})))}}s.Card=u,u.__name__=\"Card\",u.__module__=\"panel.models.layout\",u.init_Card()},\n      \"754fbb1f55\": function _(e,t,s,n,i){n();const o=e(\"@bokehjs/document\"),_=e(\"@bokehjs/core/view\"),c=e(\"@bokehjs/model\"),h=e(\"@bokehjs/protocol/message\"),l=e(\"@bokehjs/protocol/receiver\");s.comm_settings={debounce:!0};class a extends _.View{renderTo(){}}s.CommManagerView=a,a.__name__=\"CommManagerView\";class d extends c.Model{constructor(e){super(e),this._document_listener=e=>this._document_changed(e),this._receiver=new l.Receiver,this._event_buffer=[],this._blocked=!1,this._timeout=Date.now(),null!=window.PyViz&&window.PyViz.comm_manager?(this.ns=window.PyViz,this.ns.comm_manager.register_target(this.plot_id,this.comm_id,(e=>{for(const t of this.ns.shared_views.get(this.plot_id))t!==this&&t.msg_handler(e);this.msg_handler(e)})),this._client_comm=this.ns.comm_manager.get_client_comm(this.plot_id,this.client_comm_id,(e=>this.on_ack(e))),null==this.ns.shared_views&&(this.ns.shared_views=new Map),this.ns.shared_views.has(this.plot_id)?this.ns.shared_views.get(this.plot_id).push(this):this.ns.shared_views.set(this.plot_id,[this])):console.log(\"Could not find comm manager on window.PyViz, ensure the extension is loaded.\")}_doc_attached(){super._doc_attached(),null!=this.document&&this.document.on_change(this._document_listener)}_document_changed(e){e.setter_id!==this.id&&(e instanceof o.ModelChangedEvent&&!(e.attr in e.model.serializable_attributes())||(this._event_buffer.push(e),s.comm_settings.debounce?(!this._blocked||Date.now()>this._timeout)&&(setTimeout((()=>this.process_events()),this.debounce),this._blocked=!0,this._timeout=Date.now()+this.timeout):this.process_events()))}process_events(){if(null==this.document||null==this._client_comm)return;const e=this.document.create_json_patch(this._event_buffer);this._event_buffer=[];const t=h.Message.create(\"PATCH-DOC\",{},e);this._client_comm.send(t);for(const t of this.ns.shared_views.get(this.plot_id))t!==this&&null!=t.document&&t.document.apply_json_patch(e,[],this.id)}disconnect_signals(){super.disconnect_signals(),this.ns.shared_views.shared_views.delete(this.plot_id)}on_ack(e){const t=e.metadata;this._event_buffer.length?(this._blocked=!0,this._timeout=Date.now()+this.timeout,this.process_events()):this._blocked=!1,\"Ready\"==t.msg_type&&t.content?console.log(\"Python callback returned following output:\",t.content):\"Error\"==t.msg_type&&console.log(\"Python failed with the following traceback:\",t.traceback)}msg_handler(e){const t=e.metadata,s=e.buffers,n=e.content.data,i=this.plot_id;if(\"Ready\"==t.msg_type)t.content?console.log(\"Python callback returned following output:\",t.content):\"Error\"==t.msg_type&&console.log(\"Python failed with the following traceback:\",t.traceback);else if(null!=i){let e=null;if(i in this.ns.plot_index&&null!=this.ns.plot_index[i]?e=this.ns.plot_index[i]:void 0!==window.Bokeh&&i in window.Bokeh.index&&(e=window.Bokeh.index[i]),null==e)return;null!=s&&s.length>0?this._receiver.consume(s[0].buffer):this._receiver.consume(n);const t=this._receiver.message;null!=t&&Object.keys(t.content).length>0&&null!=this.document&&this.document.apply_json_patch(t.content,t.buffers,this.id)}}static init_CommManager(){this.prototype.default_view=a,this.define((({Int:e,String:t})=>({plot_id:[t],comm_id:[t],client_comm_id:[t],timeout:[e,5e3],debounce:[e,50]})))}}s.CommManager=d,d.__name__=\"CommManager\",d.__module__=\"panel.models.comm_manager\",d.init_CommManager()},\n      \"e258e515be\": function _(e,t,s,o,i){var l;o();const d=e(\"@bokehjs/models/widgets/selectbox\");class n extends d.SelectView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.disabled_options.change,(()=>this._update_disabled_options()))}options_el(){let e=super.options_el();return e.forEach((e=>{this.model.disabled_options.includes(e.value)&&e.setAttribute(\"disabled\",\"true\")})),e}_update_disabled_options(){for(const e of this.input_el.options)this.model.disabled_options.includes(e.value)?e.setAttribute(\"disabled\",\"true\"):e.removeAttribute(\"disabled\")}}s.CustomSelectView=n,n.__name__=\"CustomSelectView\";class _ extends d.Select{constructor(e){super(e)}}s.CustomSelect=_,l=_,_.__name__=\"CustomSelect\",_.__module__=\"panel.models.widgets\",l.prototype.default_view=n,l.define((({Array:e,String:t})=>({disabled_options:[e(t),[]]})))},\n      \"dc2d2d783f\": function _(t,e,i,o,s){o();const l=t(\"@bokehjs/core/dom\"),n=t(\"@bokehjs/core/util/types\"),a=t(\"@bokehjs/models/layouts/html_box\"),r=t(\"@bokehjs/core/build_views\"),d=t(\"@bokehjs/core/bokeh_events\"),h=t(\"@bokehjs/core/dom\"),u=t(\"@bokehjs/core/kinds\"),c=t(\"@bokehjs/models/sources/column_data_source\"),m=t(\"@bokehjs/models/widgets/tables\"),g=t(\"99a25e6992\"),f=t(\"754fbb1f55\"),_=t(\"7f7d9e0c6b\"),p=t(\"80a6464b1f\");class b extends d.ModelEvent{constructor(t,e,i){super(),this.column=t,this.row=e,this.pre=i,this.event_name=\"table-edit\"}_to_json(){return{model:this.origin,column:this.column,row:this.row,pre:this.pre}}}i.TableEditEvent=b,b.__name__=\"TableEditEvent\";class y extends d.ModelEvent{constructor(t,e){super(),this.column=t,this.row=e,this.event_name=\"cell-click\"}_to_json(){return{model:this.origin,column:this.column,row:this.row}}}function w(t,e,i){for(const o of i)if(o[t]==e)return o;return null}function x(t,e,i,o=0){const s={};if(0==t.length)return s;const l=i[o];for(const a of t){const t=x(a._children,e,i,o+1);for(const e in t)(0,n.isArray)(t[e])?a[e]=t[e].reduce(((t,e)=>t+e),0)/t[e].length:a[e]=t[e];for(const t of e.slice(1)){const e=a[t.field];if(t.field in s){const i=s[t.field];\"min\"===l?s[t.field]=Math.min(e,i):\"max\"===l?s[t.field]=Math.max(e,i):\"sum\"===l?s[t.field]=e+i:\"mean\"===l&&((0,n.isArray)(s[t.field])?s[t.field].push(e):s[t.field]=[i,e])}else s[t.field]=e}}return s}function v(t,e,i,o){const s=[],l=e[0].field;for(const o of t){const t=o[i[0]];let n=w(l,t,s);null==n&&(n={_children:[]},n[l]=t,s.push(n));let a=n;const r={};for(const t of i.slice(1)){a=w(l,o[t],a._children),null==a&&(a={_children:[]},a[l]=o[t],n._children.push(a)),r[t]=n;for(const t of e.slice(1))a[t.field]=o[t];n=a}for(const t of e.slice(1))a[t.field]=o[t.field]}const n=[];for(const t of i)n.push(t in o?o[t]:\"sum\");return x(s,e,n),s}i.CellClickEvent=y,y.__name__=\"CellClickEvent\";const T=function(t,e,i,o,s,l,n){let a;a=0;const r={zone:new window.luxon.IANAZone(\"UTC\")};if(t=\"-9223372036854776\"==String(t)?window.luxon.DateTime.fromISO(\"invalid\"):window.luxon.DateTime.fromMillis(t,r),e=\"-9223372036854776\"==String(e)?window.luxon.DateTime.fromISO(\"invalid\"):window.luxon.DateTime.fromMillis(e,r),t.isValid){if(e.isValid)return t-e;a=1}else a=e.isValid?-1:0;return a*=-1,a},C=function(t,e,i,o){const s=t.getValue(),l={zone:new window.luxon.IANAZone(\"UTC\")};let n;n=\"NaN\"===s||null===s?null:window.luxon.DateTime.fromMillis(s,l).toFormat(\"yyyy-MM-dd\");const a=document.createElement(\"input\");function r(){const t=window.luxon.DateTime.fromFormat(a.value,\"yyyy-MM-dd\",l).toMillis();t!=n?i(t):o()}return a.setAttribute(\"type\",\"date\"),a.style.padding=\"4px\",a.style.width=\"100%\",a.style.boxSizing=\"border-box\",a.value=n,e((()=>{a.focus(),a.style.height=\"100%\"})),a.addEventListener(\"blur\",r),a.addEventListener(\"keydown\",(function(t){13==t.keyCode&&r(),27==t.keyCode&&o()})),a},S=function(t,e,i,o){const s=t.getValue(),l={zone:new window.luxon.IANAZone(\"UTC\")};let n;n=\"NaN\"===s||null===s?null:window.luxon.DateTime.fromMillis(s,l).toFormat(\"yyyy-MM-dd'T'T\");const a=document.createElement(\"input\");function r(){const t=window.luxon.DateTime.fromFormat(a.value,\"yyyy-MM-dd'T'T\",l).toMillis();t!=n?i(t):o()}return a.setAttribute(\"type\",\"datetime-local\"),a.style.padding=\"4px\",a.style.width=\"100%\",a.style.boxSizing=\"border-box\",a.value=n,e((()=>{a.focus(),a.style.height=\"100%\"})),a.addEventListener(\"blur\",r),a.addEventListener(\"keydown\",(function(t){13==t.keyCode&&r(),27==t.keyCode&&o()})),a};class k extends p.PanelHTMLBoxView{constructor(){super(...arguments),this._tabulator_cell_updating=!1,this._updating_page=!0,this._updating_sort=!1,this._relayouting=!1,this._selection_updating=!1,this._lastVerticalScrollbarTopPosition=0,this._applied_styles=!1,this._building=!1}connect_signals(){super.connect_signals();const t=this.model.properties,{configuration:e,layout:i,columns:o,theme:s,groupby:l}=t;this.on_change([e,i,o,l],(0,g.debounce)((()=>this.invalidate_render()),20,!1)),this.on_change([s],(()=>this.setCSS())),this.connect(t.download.change,(()=>{const t=this.model.filename.endsWith(\".json\")?\"json\":\"csv\";this.tabulator.download(t,this.model.filename)})),this.connect(t.children.change,(()=>this.renderChildren())),this.connect(t.expanded.change,(()=>{for(const t of this.tabulator.rowManager.getRows())t.cells.length>0&&t.cells[0].layoutElement();for(const t of this.tabulator.rowManager.getRows())if(t.cells.length>0){const e=t.data._index,i=this.model.expanded.indexOf(e)<0?\"\\u25ba\":\"\\u25bc\";t.cells[1].element.innerText=i}})),this.connect(t.styles.change,(()=>{this._applied_styles&&this.tabulator.redraw(!0),this.setStyles()})),this.connect(t.hidden_columns.change,(()=>this.setHidden())),this.connect(t.page_size.change,(()=>this.setPageSize())),this.connect(t.page.change,(()=>{this._updating_page||this.setPage()})),this.connect(t.max_page.change,(()=>this.setMaxPage())),this.connect(t.frozen_rows.change,(()=>this.setFrozen())),this.connect(t.sorters.change,(()=>this.setSorters())),this.connect(this.model.source.properties.data.change,(()=>this.setData())),this.connect(this.model.source.streaming,(()=>this.addData())),this.connect(this.model.source.patching,(()=>{const t=this.model.source.selected.indices;this.updateOrAddData(),this.tabulator.rowManager.element.scrollTop=this._lastVerticalScrollbarTopPosition,this.model.source.selected.indices=t})),this.connect(this.model.source.selected.change,(()=>this.setSelection())),this.connect(this.model.source.selected.properties.indices.change,(()=>this.setSelection()))}get sorters(){const t=[];this.model.sorters.length&&t.push({column:\"_index\",dir:\"asc\"});for(const e of this.model.sorters.reverse())void 0===e.column&&(e.column=e.field),t.push(e);return t}invalidate_render(){this.tabulator.destroy(),this.tabulator=null,this.render(),this.relayout()}redraw(){this._building||(null!=this.tabulator.columnManager.element&&this.tabulator.columnManager.redraw(!0),null!=this.tabulator.rowManager.renderer&&(this.tabulator.rowManager.redraw(!0),this.setStyles()))}after_layout(){super.after_layout(),null==this.tabulator||this._relayouting&&!this._initializing||this.redraw()}render(){super.render();if(this.setCSS())return;this._initializing=!0;const t=(0,h.div)({class:\"pnx-tabulator\"});(0,p.set_size)(t,this.model);let e=this.getConfiguration();this.tabulator=new Tabulator(t,e),this.init_callbacks(),this.renderChildren(!0),this.setHidden(),this.el.appendChild(t)}tableInit(){this._building=!0;this.tabulator.modules.ajax.sendRequest=(t,e,i)=>this.requestPage(e.page,e.sort),this.tabulator.modules.page._parseRemoteData=()=>!1}init_callbacks(){this.tabulator.on(\"tableBuilding\",(()=>this.tableInit())),this.tabulator.on(\"tableBuilt\",(()=>this.tableBuilt())),this.tabulator.on(\"dataLoading\",(()=>{this.tabulator.modules.frozenColumns.active=!1})),this.tabulator.on(\"selectableCheck\",(t=>{const e=this.model.selectable_rows;return null==e||e.indexOf(t._row.data._index)>=0})),this.tabulator.on(\"tooltips\",(t=>t.getColumn().getField()+\": \"+t.getValue())),this.tabulator.on(\"scrollVertical\",(0,g.debounce)((()=>{this.setStyles()}),50,!1)),this.tabulator.on(\"rowFormatter\",(t=>this._render_row(t))),this.tabulator.on(\"rowSelectionChanged\",((t,e)=>this.rowSelectionChanged(t,e))),this.tabulator.on(\"rowClick\",((t,e)=>this.rowClicked(t,e))),this.tabulator.on(\"cellEdited\",(t=>this.cellEdited(t))),this.tabulator.on(\"dataFiltering\",(t=>{this.model.filters=t})),this.tabulator.on(\"dataFiltered\",((t,e)=>{this._initializing||(0===e.length&&this.tabulator.rowManager.renderEmptyScroll(),this.updatePage(this.tabulator.getPage()))})),this.tabulator.on(\"pageLoaded\",(t=>{this.updatePage(t)})),this.tabulator.on(\"dataSorting\",(t=>{const e=[];for(const i of t)\"_index\"!==i.field&&e.push({field:i.field,dir:i.dir});\"remote\"!==this.model.pagination&&(this._updating_sort=!0,this.model.sorters=e,this._updating_sort=!1)}))}tableBuilt(){this._building=!1,this.setHidden(),this.setSelection(),this.setMaxPage(),this.tabulator.setPage(this.model.page),this.setStyles(),this.renderChildren(),this.setGroupBy(),this.setFrozen(),this.tabulator.modules.frozenColumns.active=!0,this.tabulator.modules.frozenColumns.layout(),this._initializing=!1}relayout(){if(!this._relayouting){if(this._relayouting=!0,this.tabulator.rowManager.renderer&&this.tabulator.rowManager.adjustTableSize(),this.update_layout(),this.compute_layout(),this.root!==this){this.invalidate_layout();const t=this.root._parent;null!=t&&null!=t.relayout&&t.relayout()}else null!=this._parent&&(null!=this._parent.relayout?this._parent.relayout():this._parent.invalidate_layout());this._relayouting=!1}}requestPage(t,e){return new Promise(((i,o)=>{try{if(null!=t&&null!=e){this._updating_sort=!0;const i=[];for(const t of e)\"_index\"!==t.field&&i.push({field:t.field,dir:t.dir});this.model.sorters=i,this._updating_sort=!1,this._updating_page=!0;try{this.model.page=t||1}finally{this._updating_page=!1}}i([])}catch(t){o(t)}}))}getLayout(){switch(this.model.layout){case\"fit_data\":return\"fitData\";case\"fit_data_fill\":return\"fitDataFill\";case\"fit_data_stretch\":return\"fitDataStretch\";case\"fit_data_table\":return\"fitDataTable\";case\"fit_columns\":return\"fitColumns\"}}getConfiguration(){let t=\"toggle\"===this.model.select_mode||NaN,e=Object.assign(Object.assign({},this.model.configuration),{index:\"_index\",nestedFieldSeparator:!1,movableColumns:!1,selectable:t,columns:this.getColumns(),initialSort:this.sorters,layout:this.getLayout(),pagination:null!=this.model.pagination,paginationMode:this.model.pagination,paginationSize:this.model.page_size,paginationInitialPage:1});\"remote\"===this.model.pagination&&(e.ajaxURL=\"http://panel.pyviz.org\",e.sortMode=\"remote\");const i=this.model.source;let o;return o=null===i||0===i.columns().length?[]:(0,_.transform_cds_to_records)(i,!0),e.dataTree&&(o=v(o,this.model.columns,this.model.indexes,this.model.aggregators)),Object.assign(Object.assign({},e),{data:o})}renderChildren(t=!1){new Promise((async t=>{const e=[];for(const t of this.model.expanded)t in this.model.children&&e.push(this.model.children[t]);await(0,r.build_views)(this._child_views,e,{parent:null}),t(null)})).then((()=>{for(const t of this.model.expanded){const e=this.tabulator.getRow(t);this._render_row(e)}this.model.expanded.length||t||setTimeout((()=>this.relayout()),20)}))}_render_row(t){const e=t._row.data._index;if(this.model.expanded.indexOf(e)<0||!(e in this.model.children))return;const i=this.model.children[e],o=this._child_views.get(i);if(null==o)return;o._parent=this;const s=t.getElement();let l=s.children[s.children.length-1];if(\"bk\"===l.className){if(l.children.length)return}else l=null;if(null==l){const t=getComputedStyle(this.tabulator.element.children[1].children[0]).backgroundColor,e=\"-\"+s.style.paddingLeft;l=(0,h.div)({style:\"background-color: \"+t+\"; margin-left:\"+e})}t.getElement().appendChild(l),o.renderTo(l)}_expand_render(t){const e=t._cell.row.data._index;return\"<i>\"+(this.model.expanded.indexOf(e)<0?\"\\u25ba\":\"\\u25bc\")+\"</i>\"}_update_expand(t){const e=t._cell.row.data._index,i=[...this.model.expanded],o=i.indexOf(e);if(o<0)i.push(e);else{const t=i.splice(o,1)[0];if(t in this.model.children){const e=this.model.children[t],i=this._child_views.get(e);void 0!==i&&null!=i.el&&(0,l.undisplay)(i.el)}}if(this.model.expanded=i,i.indexOf(e)<0)return;let s=!0;for(const t of this.model.expanded)if(!(t in this.model.children)){s=!1;break}s&&this.renderChildren()}getData(){let t=(0,_.transform_cds_to_records)(this.model.source,!0);return this.model.configuration.dataTree&&(t=v(t,this.model.columns,this.model.indexes,this.model.aggregators)),t}getColumns(){var t;const e=null===(t=this.model.configuration)||void 0===t?void 0:t.columns;let i=[];if(i.push({field:\"_index\",frozen:!0}),null!=e)for(const t of e)if(null!=t.columns){const e=[];for(const i of t.columns)e.push(Object.assign({},i));i.push(Object.assign(Object.assign({},t),{columns:e}))}else if(\"expand\"===t.formatter){const t={hozAlign:\"center\",cellClick:(t,e)=>{this._update_expand(e)},formatter:t=>this._expand_render(t),width:40,frozen:!0};i.push(t)}else{const e=Object.assign({},t);\"rowSelection\"===e.formatter&&(e.cellClick=(t,e)=>{e.getRow().toggleSelect()}),i.push(e)}for(const t of this.model.columns){let o=null;if(null!=e)for(const e of i)if(null!=e.columns){for(const i of e.columns)if(t.field===i.field){o=i;break}if(null!=o)break}else if(t.field===e.field){o=e;break}if(null==o&&(o={field:t.field}),null==o.title&&(o.title=t.title),null==o.width&&null!=t.width&&0!=t.width&&(o.width=t.width),null==o.formatter&&null!=t.formatter){const e=t.formatter.type;o.formatter=\"BooleanFormatter\"===e?\"tickCross\":e=>{const i=t.formatter.doFormat(e.getRow(),e,e.getValue(),null,null);if(\"HTMLTemplateFormatter\"===t.formatter.type)return i;const o=(0,h.div)();o.innerHTML=i;const s=o.children[0];return\"function(){return c.convert(arguments)}\"===s.innerHTML?\"\":s}}\"timestamp\"==o.sorter&&(o.sorter=T);const s=t.editor,l=s.type;null!=o.editor?\"date\"===o.editor?o.editor=C:\"datetime\"===o.editor&&(o.editor=S):\"StringEditor\"===l?s.completions.length>0?(o.editor=\"list\",o.editorParams={values:s.completions,autocomplete:!0,listOnEmpty:!0}):o.editor=\"input\":\"TextEditor\"===l?o.editor=\"textarea\":\"IntEditor\"===l||\"NumberEditor\"===l?(o.editor=\"number\",o.editorParams={step:s.step}):\"CheckboxEditor\"===l?o.editor=\"tickCross\":\"DateEditor\"===l?o.editor=C:\"SelectEditor\"===l?(o.editor=\"list\",o.editorParams={values:s.options}):null!=s&&null!=s.default_view&&(o.editor=(e,i,o,s)=>{this.renderEditor(t,e,i,o,s)}),o.editable=()=>this.model.editable&&null!=s.default_view,o.headerFilter&&\"boolean\"==typeof o.headerFilter&&\"string\"==typeof o.editor&&(o.headerFilter=o.editor,o.headerFilterParams=o.editorParams);for(const t of this.model.sorters)o.field===t.field&&(o.headerSortStartingDir=t.dir);o.cellClick=(e,i)=>{const o=i.getData()._index;this.model.trigger_event(new y(t.field,o))},null==e&&i.push(o)}for(const t in this.model.buttons){const e={formatter:()=>this.model.buttons[t],hozAlign:\"center\",cellClick:(e,i)=>{const o=i.getData()._index;this.model.trigger_event(new y(t,o))}};i.push(e)}return i}renderEditor(t,e,i,o,s){const l=t.editor,n=new l.default_view({column:t,model:l,parent:this,container:e._cell.element});return n.initialize(),n.connect_signals(),i((()=>{n.setValue(e.getValue())})),n.inputEl.addEventListener(\"change\",(()=>{const t=n.serializeValue(),i=e.getValue(),l=n.validate();l.valid||s(l.msg),null!=i&&typeof t!=typeof i?s(\"Mismatching type\"):o(n.serializeValue())})),n.inputEl}setData(){const t=this.getData();null!=this.model.pagination?this.tabulator.rowManager.setData(t,!0,!1):this.tabulator.setData(t),this.postUpdate()}addData(){const t=this.tabulator.rowManager.getRows(),e=t[t.length-1],i=(null==e?void 0:e.data._index)||0;this.setData(),this.postUpdate(),this.model.follow&&e&&this.tabulator.scrollToRow(i,\"top\",!1)}postUpdate(){this.model.pagination||this.setFrozen(),this.setSelection(),null==this.model.height&&null==this.model.pagination&&this.relayout()}updateOrAddData(){if(this._tabulator_cell_updating)return;let t=(0,_.transform_cds_to_records)(this.model.source,!0);this.tabulator.setData(t),this.postUpdate()}setFrozen(){for(const t of this.model.frozen_rows)this.tabulator.getRow(t).freeze()}updatePage(t){\"local\"===this.model.pagination&&this.model.page!==t&&(this._updating_page=!0,this.model.page=t,this._updating_page=!1)}setGroupBy(){if(0==this.model.groupby.length)return void this.tabulator.setGroupBy(!1);const t=t=>{const e=[];for(const i of this.model.groupby){const o=i+\": \"+t[i];e.push(o)}return e.join(\", \")};this.tabulator.setGroupBy(t),this.tabulator.setGroupBy(t)}setSorters(){this._updating_sort||this.tabulator.setSort(this.sorters)}setCSS(){let t,e;\"default\"==this.model.theme?t=\"tabulator\":(e=\"bootstrap\"==this.model.theme?\"bootstrap3\":\"semantic-ui\"==this.model.theme?\"semanticui\":this.model.theme,t=\"tabulator_\"+e);const i=this.model.theme_url+t+\".min.css\";let o=null;const s=document.getElementsByTagName(\"link\"),l=this.model.theme_url.indexOf(\"dist/\"),n=this.model.theme_url.slice(0,l);for(const t of s)if(t.href.indexOf(n)>=0){o=t;break}if(null!=o)return!o.href.endsWith(i)&&(o.href=i,setTimeout((()=>this.render()),100),!0);let a=document.getElementsByTagName(\"head\")[0];const r=document.createElement(\"link\");return r.type=\"text/css\",r.rel=\"stylesheet\",r.media=\"screen\",r.href=i,r.onload=()=>{this._building||(this.render(),this.relayout())},a.appendChild(r),!0}setStyles(){if(null!=this.tabulator&&0!=this.tabulator.getDataCount()){this._applied_styles=!1;for(const t in this.model.styles.data){const e=this.model.styles.data[t],i=this.tabulator.getRow(t);if(!i)continue;const o=i._row.cells;for(const t in e){const i=e[t],s=o[t];if(null==s||!i.length)continue;const l=s.element;for(const t of i){let e,i;if((0,n.isArray)(t))[e,i]=t;else{if(!t.includes(\":\"))continue;[e,i]=t.split(\":\")}l.style.setProperty(e,i.trimLeft()),this._applied_styles=!0}}}}}setHidden(){for(const t of this.tabulator.getColumns()){const e=t._column;\"_index\"==e.field||this.model.hidden_columns.indexOf(e.field)>-1?t.hide():t.show()}}setMaxPage(){this.tabulator.setMaxPage(this.model.max_page),this.tabulator.modules.page.pagesElement&&this.tabulator.modules.page._setPageButtons()}setPage(){this.tabulator.setPage(Math.min(this.model.max_page,this.model.page))}setPageSize(){this.tabulator.setPageSize(this.model.page_size)}setSelection(){if(null==this.tabulator||this._selection_updating)return;const t=this.model.source.selected.indices,e=this.tabulator.getSelectedData().map((t=>t._index));if(JSON.stringify(t)!=JSON.stringify(e)){this._selection_updating=!0,this.tabulator.deselectRow(),this.tabulator.selectRow(t);for(const e of t){this.tabulator.rowManager.findRow(e)&&this.tabulator.scrollToRow(e,\"center\",!1).catch((()=>{}))}this._selection_updating=!1}}rowClicked(t,e){var i;if(this._selection_updating||this._initializing||\"string\"==typeof this.model.select_mode||!1===this.model.select_mode||this.model.configuration.dataTree||\"\\u25ba\"===(null===(i=t.srcElement)||void 0===i?void 0:i.innerText))return;let o=[];const s=this.model.source.selected,l=e._row.data._index;if(t.ctrlKey||t.metaKey)o=this.model.source.selected.indices;else if(t.shiftKey&&s.indices.length){const t=s.indices[s.indices.length-1];if(l>t)for(let e=t;e<l;e++)o.push(e);else for(let e=t;e>l;e--)o.push(e)}if(o.indexOf(l)<0?o.push(l):o.splice(o.indexOf(l),1),\"number\"==typeof this.model.select_mode)for(;o.length>this.model.select_mode;)o.shift();const n=this._filter_selected(o);this.tabulator.deselectRow(),this.tabulator.selectRow(n),this._selection_updating=!0,s.indices=n,this._selection_updating=!1}_filter_selected(t){const e=[];for(const i of t)(null==this.model.selectable_rows||this.model.selectable_rows.indexOf(i)>=0)&&e.push(i);return e}rowSelectionChanged(t,e){if(this._selection_updating||this._initializing||\"boolean\"==typeof this.model.select_mode||\"number\"==typeof this.model.select_mode||this.model.configuration.dataTree)return;const i=t.map((t=>t._index)),o=this._filter_selected(i);this._selection_updating=i.length===o.length,this.model.source.selected.indices=o,this._selection_updating=!1}cellEdited(t){const e=t._cell.column.field,i=t.getData()._index,o=t._cell.value;this._tabulator_cell_updating=!0,f.comm_settings.debounce=!1,this.model.trigger_event(new b(e,i,!0));try{this.model.source.patch({[e]:[[i,o]]})}finally{f.comm_settings.debounce=!0,this._tabulator_cell_updating=!1}this.model.trigger_event(new b(e,i,!1)),this.tabulator.scrollToRow(i,\"top\",!1)}}i.DataTabulatorView=k,k.__name__=\"DataTabulatorView\",i.TableLayout=(0,u.Enum)(\"fit_data\",\"fit_data_fill\",\"fit_data_stretch\",\"fit_data_table\",\"fit_columns\");class M extends a.HTMLBox{constructor(t){super(t)}static init_DataTabulator(){this.prototype.default_view=k,this.define((({Any:t,Array:e,Boolean:o,Nullable:s,Number:l,Ref:n,String:a})=>({aggregators:[t,{}],buttons:[t,{}],children:[t,{}],configuration:[t,{}],columns:[e(n(m.TableColumn)),[]],download:[o,!1],editable:[o,!0],expanded:[e(l),[]],filename:[a,\"table.csv\"],filters:[e(t),[]],follow:[o,!0],frozen_rows:[e(l),[]],groupby:[e(a),[]],hidden_columns:[e(a),[]],indexes:[e(a),[]],layout:[i.TableLayout,\"fit_data\"],max_page:[l,0],pagination:[s(a),null],page:[l,0],page_size:[l,0],select_mode:[t,!0],selectable_rows:[s(e(l)),null],source:[n(c.ColumnDataSource)],sorters:[e(t),[]],styles:[t,{}],theme:[a,\"simple\"],theme_url:[a,\"https://unpkg.com/tabulator-tables@5.3.2/dist/css/\"]})))}}i.DataTabulator=M,M.__name__=\"DataTabulator\",M.__module__=\"panel.models.tabulator\",M.init_DataTabulator()},\n      \"99a25e6992\": function _(n,l,u,t,e){function o(n,l,u){var t,e,o,a,r;function i(){var c=Date.now()-a;c<l&&c>=0?t=setTimeout(i,l-c):(t=null,u||(r=n.apply(o,e),o=e=null))}null==l&&(l=100);var c=function(){o=this,e=arguments,a=Date.now();var c=u&&!t;return t||(t=setTimeout(i,l)),c&&(r=n.apply(o,e),o=e=null),r};return c.clear=function(){t&&(clearTimeout(t),t=null)},c.flush=function(){t&&(r=n.apply(o,e),o=e=null,clearTimeout(t),t=null)},c}o.debounce=o,l.exports=o},\n      \"7f7d9e0c6b\": function _(n,t,e,o,r){o(),e.transform_cds_to_records=function(n,t=!1,e=0){const o=[],r=n.columns(),l=n.get_length();if(0===r.length||null===l)return[];for(let c=e;c<l;c++){const e={};for(const t of r){let o=n.get_array(t);const r=null==o[0].shape?null:o[0].shape;null!=r&&r.length>1&&\"number\"==typeof r[0]?e[t]=o.slice(c*r[1],c*r[1]+r[1]):e[t]=o[c]}t&&(e._index=c),o.push(e)}return o},e.dict_to_records=function(n,t=!0){for(let e=0;e<n.index.length;e++){const o={};for(const r of n)(t||\"index\"!==r)&&(o[r]=n[r][e])}return[]}},\n      \"b843627155\": function _(e,t,i,s,n){s();const l=e(\"tslib\"),o=(0,l.__importDefault)(e(\"50d3473f3f\")),a=e(\"@bokehjs/models/widgets/input_widget\"),d=e(\"@bokehjs/core/dom\"),r=e(\"@bokehjs/core/enums\"),m=e(\"@bokehjs/core/util/types\"),c=(0,l.__importStar)(e(\"@bokehjs/styles/widgets/inputs.css\")),h=(0,l.__importDefault)(e(\"@bokehjs/styles/widgets/flatpickr.css\"));function _(e){const t=[];for(const i of e)if((0,m.isString)(i))t.push(i);else{const[e,s]=i;t.push({from:e,to:s})}return t}class u extends a.InputWidgetView{connect_signals(){super.connect_signals();const{value:e,min_date:t,max_date:i,disabled_dates:s,enabled_dates:n,position:l,inline:o,enable_time:a,enable_seconds:d,military_time:r,date_format:m,mode:c}=this.model.properties;this.connect(e.change,(()=>{var e;return this.model.value?null===(e=this._picker)||void 0===e?void 0:e.setDate(this.model.value):this._clear()})),this.connect(t.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"minDate\",this.model.min_date)})),this.connect(i.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"maxDate\",this.model.max_date)})),this.connect(s.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"disable\",this.model.disabled_dates)})),this.connect(n.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"enable\",this.model.enabled_dates)})),this.connect(l.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"position\",this.model.position)})),this.connect(o.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"inline\",this.model.inline)})),this.connect(a.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"enableTime\",this.model.enable_time)})),this.connect(d.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"enableSeconds\",this.model.enable_seconds)})),this.connect(r.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"time_24hr\",this.model.military_time)})),this.connect(c.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"mode\",this.model.mode)})),this.connect(m.change,(()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"dateFormat\",this.model.date_format)}))}remove(){var e;null===(e=this._picker)||void 0===e||e.destroy(),super.remove()}styles(){return[...super.styles(),h.default]}render(){null==this._picker&&(super.render(),this.input_el=(0,d.input)({type:\"text\",class:c.input,disabled:this.model.disabled}),this.group_el.appendChild(this.input_el),this._picker=(0,o.default)(this.input_el,{defaultDate:this.model.value,minDate:this.model.min_date?new Date(this.model.min_date):void 0,maxDate:this.model.max_date?new Date(this.model.max_date):void 0,inline:this.model.inline,position:this.model.position,disable:_(this.model.disabled_dates),enable:_(this.model.enabled_dates),enableTime:this.model.enable_time,enableSeconds:this.model.enable_seconds,time_24hr:this.model.military_time,dateFormat:this.model.date_format,mode:this.model.mode,onClose:(e,t,i)=>this._on_close(e,t,i)}),this._picker.maxDateHasTime=!0,this._picker.minDateHasTime=!0)}_clear(){var e;null===(e=this._picker)||void 0===e||e.clear(),this.model.value=null}_on_close(e,t,i){(\"range\"!=this.model.mode||t.includes(\"to\"))&&(this.model.value=t,this.change_input())}}i.DatetimePickerView=u,u.__name__=\"DatetimePickerView\";class p extends a.InputWidget{constructor(e){super(e)}static init_DatetimePicker(){this.prototype.default_view=u,this.define((({Boolean:e,String:t,Array:i,Tuple:s,Or:n,Nullable:l})=>{const o=i(n(t,s(t,t)));return{value:[l(t),null],min_date:[l(t),null],max_date:[l(t),null],disabled_dates:[o,[]],enabled_dates:[o,[]],position:[r.CalendarPosition,\"auto\"],inline:[e,!1],enable_time:[e,!0],enable_seconds:[e,!0],military_time:[e,!0],date_format:[t,\"Y-m-d H:i:S\"],mode:[t,\"single\"]}}))}}i.DatetimePicker=p,p.__name__=\"DatetimePicker\",p.__module__=\"panel.models.datetime_picker\",p.init_DatetimePicker()},\n      \"50d3473f3f\": function _(e,n,t,a,i){\n      /* flatpickr v4.6.6, @license MIT */var o,r;o=this,r=function(){\"use strict\";\n      /*! *****************************************************************************\n              Copyright (c) Microsoft Corporation.\n          \n              Permission to use, copy, modify, and/or distribute this software for any\n              purpose with or without fee is hereby granted.\n          \n              THE SOFTWARE IS PROVIDED \"AS IS\" AND THE AUTHOR DISCLAIMS ALL WARRANTIES WITH\n              REGARD TO THIS SOFTWARE INCLUDING ALL IMPLIED WARRANTIES OF MERCHANTABILITY\n              AND FITNESS. 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a=m(\"cur-year\",{tabindex:\"-1\"}),i=a.getElementsByTagName(\"input\")[0];i.setAttribute(\"aria-label\",w.l10n.yearAriaLabel),w.config.minDate&&i.setAttribute(\"min\",w.config.minDate.getFullYear().toString()),w.config.maxDate&&(i.setAttribute(\"max\",w.config.maxDate.getFullYear().toString()),i.disabled=!!w.config.minDate&&w.config.minDate.getFullYear()===w.config.maxDate.getFullYear());var o=s(\"div\",\"flatpickr-current-month\");return o.appendChild(e),o.appendChild(a),t.appendChild(o),n.appendChild(t),{container:n,yearElement:i,monthElement:e}}function q(){u(w.monthNav),w.monthNav.appendChild(w.prevMonthNav),w.config.showMonths&&(w.yearElements=[],w.monthElements=[]);for(var e=w.config.showMonths;e--;){var n=U();w.yearElements.push(n.yearElement),w.monthElements.push(n.monthElement),w.monthNav.appendChild(n.container)}w.monthNav.appendChild(w.nextMonthNav)}function $(){w.weekdayContainer?u(w.weekdayContainer):w.weekdayContainer=s(\"div\",\"flatpickr-weekdays\");for(var e=w.config.showMonths;e--;){var n=s(\"div\",\"flatpickr-weekdaycontainer\");w.weekdayContainer.appendChild(n)}return z(),w.weekdayContainer}function z(){if(w.weekdayContainer){var e=w.l10n.firstDayOfWeek,t=n(w.l10n.weekdays.shorthand);e>0&&e<t.length&&(t=n(t.splice(e,t.length),t.splice(0,e)));for(var a=w.config.showMonths;a--;)w.weekdayContainer.children[a].innerHTML=\"\\n      <span class='flatpickr-weekday'>\\n        \"+t.join(\"</span><span class='flatpickr-weekday'>\")+\"\\n      </span>\\n      \"}}function G(e,n){void 0===n&&(n=!0);var t=n?e:e-w.currentMonth;t<0&&!0===w._hidePrevMonthArrow||t>0&&!0===w._hideNextMonthArrow||(w.currentMonth+=t,(w.currentMonth<0||w.currentMonth>11)&&(w.currentYear+=w.currentMonth>11?1:-1,w.currentMonth=(w.currentMonth+12)%12,pe(\"onYearChange\"),K()),J(),pe(\"onMonthChange\"),De())}function V(e){return!(!w.config.appendTo||!w.config.appendTo.contains(e))||w.calendarContainer.contains(e)}function Z(e){if(w.isOpen&&!w.config.inline){var n=g(e),t=V(n),a=n===w.input||n===w.altInput||w.element.contains(n)||e.path&&e.path.indexOf&&(~e.path.indexOf(w.input)||~e.path.indexOf(w.altInput)),i=\"blur\"===e.type?a&&e.relatedTarget&&!V(e.relatedTarget):!a&&!t&&!V(e.relatedTarget),o=!w.config.ignoredFocusElements.some((function(e){return e.contains(n)}));i&&o&&(void 0!==w.timeContainer&&void 0!==w.minuteElement&&void 0!==w.hourElement&&\"\"!==w.input.value&&void 0!==w.input.value&&T(),w.close(),w.config&&\"range\"===w.config.mode&&1===w.selectedDates.length&&(w.clear(!1),w.redraw()))}}function Q(e){if(!(!e||w.config.minDate&&e<w.config.minDate.getFullYear()||w.config.maxDate&&e>w.config.maxDate.getFullYear())){var n=e,t=w.currentYear!==n;w.currentYear=n||w.currentYear,w.config.maxDate&&w.currentYear===w.config.maxDate.getFullYear()?w.currentMonth=Math.min(w.config.maxDate.getMonth(),w.currentMonth):w.config.minDate&&w.currentYear===w.config.minDate.getFullYear()&&(w.currentMonth=Math.max(w.config.minDate.getMonth(),w.currentMonth)),t&&(w.redraw(),pe(\"onYearChange\"),K())}}function X(e,n){void 0===n&&(n=!0);var t=w.parseDate(e,void 0,n);if(w.config.minDate&&t&&M(t,w.config.minDate,void 0!==n?n:!w.minDateHasTime)<0||w.config.maxDate&&t&&M(t,w.config.maxDate,void 0!==n?n:!w.maxDateHasTime)>0)return!1;if(0===w.config.enable.length&&0===w.config.disable.length)return!0;if(void 0===t)return!1;for(var a=w.config.enable.length>0,i=a?w.config.enable:w.config.disable,o=0,r=void 0;o<i.length;o++){if(\"function\"==typeof(r=i[o])&&r(t))return a;if(r instanceof Date&&void 0!==t&&r.getTime()===t.getTime())return a;if(\"string\"==typeof r&&void 0!==t){var l=w.parseDate(r,void 0,!0);return l&&l.getTime()===t.getTime()?a:!a}if(\"object\"==typeof r&&void 0!==t&&r.from&&r.to&&t.getTime()>=r.from.getTime()&&t.getTime()<=r.to.getTime())return a}return!a}function ee(e){return void 0!==w.daysContainer&&-1===e.className.indexOf(\"hidden\")&&-1===e.className.indexOf(\"flatpickr-disabled\")&&w.daysContainer.contains(e)}function ne(e){e.target!==w._input||e.relatedTarget&&V(e.relatedTarget)||w.setDate(w._input.value,!0,e.target===w.altInput?w.config.altFormat:w.config.dateFormat)}function te(e){var n=g(e),t=w.config.wrap?p.contains(n):n===w._input,a=w.config.allowInput,i=w.isOpen&&(!a||!t),o=w.config.inline&&t&&!a;if(13===e.keyCode&&t){if(a)return w.setDate(w._input.value,!0,n===w.altInput?w.config.altFormat:w.config.dateFormat),n.blur();w.open()}else if(V(n)||i||o){var r=!!w.timeContainer&&w.timeContainer.contains(n);switch(e.keyCode){case 13:r?(e.preventDefault(),T(),se()):ue(e);break;case 27:e.preventDefault(),se();break;case 8:case 46:t&&!w.config.allowInput&&(e.preventDefault(),w.clear());break;case 37:case 39:if(r||t)w.hourElement&&w.hourElement.focus();else if(e.preventDefault(),void 0!==w.daysContainer&&(!1===a||document.activeElement&&ee(document.activeElement))){var l=39===e.keyCode?1:-1;e.ctrlKey?(e.stopPropagation(),G(l),R(W(1),0)):R(void 0,l)}break;case 38:case 40:e.preventDefault();var c=40===e.keyCode?1:-1;w.daysContainer&&void 0!==n.$i||n===w.input||n===w.altInput?e.ctrlKey?(e.stopPropagation(),Q(w.currentYear-c),R(W(1),0)):r||R(void 0,7*c):n===w.currentYearElement?Q(w.currentYear-c):w.config.enableTime&&(!r&&w.hourElement&&w.hourElement.focus(),T(e),w._debouncedChange());break;case 9:if(r){var d=[w.hourElement,w.minuteElement,w.secondElement,w.amPM].concat(w.pluginElements).filter((function(e){return e})),s=d.indexOf(n);if(-1!==s){var u=d[s+(e.shiftKey?-1:1)];e.preventDefault(),(u||w._input).focus()}}else!w.config.noCalendar&&w.daysContainer&&w.daysContainer.contains(n)&&e.shiftKey&&(e.preventDefault(),w._input.focus())}}if(void 0!==w.amPM&&n===w.amPM)switch(e.key){case w.l10n.amPM[0].charAt(0):case w.l10n.amPM[0].charAt(0).toLowerCase():w.amPM.textContent=w.l10n.amPM[0],I(),be();break;case w.l10n.amPM[1].charAt(0):case w.l10n.amPM[1].charAt(0).toLowerCase():w.amPM.textContent=w.l10n.amPM[1],I(),be()}(t||V(n))&&pe(\"onKeyDown\",e)}function ae(e){if(1===w.selectedDates.length&&(!e||e.classList.contains(\"flatpickr-day\")&&!e.classList.contains(\"flatpickr-disabled\"))){for(var n=e?e.dateObj.getTime():w.days.firstElementChild.dateObj.getTime(),t=w.parseDate(w.selectedDates[0],void 0,!0).getTime(),a=Math.min(n,w.selectedDates[0].getTime()),i=Math.max(n,w.selectedDates[0].getTime()),o=!1,r=0,l=0,c=a;c<i;c+=y)X(new Date(c),!0)||(o=o||c>a&&c<i,c<t&&(!r||c>r)?r=c:c>t&&(!l||c<l)&&(l=c));for(var d=0;d<w.config.showMonths;d++)for(var s=w.daysContainer.children[d],u=function(a,i){var c,d,u,f=s.children[a],m=f.dateObj.getTime(),g=r>0&&m<r||l>0&&m>l;return g?(f.classList.add(\"notAllowed\"),[\"inRange\",\"startRange\",\"endRange\"].forEach((function(e){f.classList.remove(e)})),\"continue\"):o&&!g?\"continue\":([\"startRange\",\"inRange\",\"endRange\",\"notAllowed\"].forEach((function(e){f.classList.remove(e)})),void(void 0!==e&&(e.classList.add(n<=w.selectedDates[0].getTime()?\"startRange\":\"endRange\"),t<n&&m===t?f.classList.add(\"startRange\"):t>n&&m===t&&f.classList.add(\"endRange\"),m>=r&&(0===l||m<=l)&&(d=t,u=n,(c=m)>Math.min(d,u)&&c<Math.max(d,u))&&f.classList.add(\"inRange\"))))},f=0,m=s.children.length;f<m;f++)u(f)}}function ie(){!w.isOpen||w.config.static||w.config.inline||ce()}function oe(e){return function(n){var t=w.config[\"_\"+e+\"Date\"]=w.parseDate(n,w.config.dateFormat),a=w.config[\"_\"+(\"min\"===e?\"max\":\"min\")+\"Date\"];void 0!==t&&(w[\"min\"===e?\"minDateHasTime\":\"maxDateHasTime\"]=t.getHours()>0||t.getMinutes()>0||t.getSeconds()>0),w.selectedDates&&(w.selectedDates=w.selectedDates.filter((function(e){return X(e)})),w.selectedDates.length||\"min\"!==e||S(t),be()),w.daysContainer&&(de(),void 0!==t?w.currentYearElement[e]=t.getFullYear().toString():w.currentYearElement.removeAttribute(e),w.currentYearElement.disabled=!!a&&void 0!==t&&a.getFullYear()===t.getFullYear())}}function re(){return w.config.wrap?p.querySelector(\"[data-input]\"):p}function le(){\"object\"!=typeof w.config.locale&&void 0===k.l10ns[w.config.locale]&&w.config.errorHandler(new Error(\"flatpickr: invalid locale \"+w.config.locale)),w.l10n=e(e({},k.l10ns.default),\"object\"==typeof w.config.locale?w.config.locale:\"default\"!==w.config.locale?k.l10ns[w.config.locale]:void 0),D.K=\"(\"+w.l10n.amPM[0]+\"|\"+w.l10n.amPM[1]+\"|\"+w.l10n.amPM[0].toLowerCase()+\"|\"+w.l10n.amPM[1].toLowerCase()+\")\",void 0===e(e({},v),JSON.parse(JSON.stringify(p.dataset||{}))).time_24hr&&void 0===k.defaultConfig.time_24hr&&(w.config.time_24hr=w.l10n.time_24hr),w.formatDate=b(w),w.parseDate=C({config:w.config,l10n:w.l10n})}function ce(e){if(void 0!==w.calendarContainer){pe(\"onPreCalendarPosition\");var n=e||w._positionElement,t=Array.prototype.reduce.call(w.calendarContainer.children,(function(e,n){return e+n.offsetHeight}),0),a=w.calendarContainer.offsetWidth,i=w.config.position.split(\" \"),o=i[0],r=i.length>1?i[1]:null,l=n.getBoundingClientRect(),c=window.innerHeight-l.bottom,s=\"above\"===o||\"below\"!==o&&c<t&&l.top>t,u=window.pageYOffset+l.top+(s?-t-2:n.offsetHeight+2);if(d(w.calendarContainer,\"arrowTop\",!s),d(w.calendarContainer,\"arrowBottom\",s),!w.config.inline){var f=window.pageXOffset+l.left,m=!1,g=!1;\"center\"===r?(f-=(a-l.width)/2,m=!0):\"right\"===r&&(f-=a-l.width,g=!0),d(w.calendarContainer,\"arrowLeft\",!m&&!g),d(w.calendarContainer,\"arrowCenter\",m),d(w.calendarContainer,\"arrowRight\",g);var p=window.document.body.offsetWidth-(window.pageXOffset+l.right),h=f+a>window.document.body.offsetWidth,v=p+a>window.document.body.offsetWidth;if(d(w.calendarContainer,\"rightMost\",h),!w.config.static)if(w.calendarContainer.style.top=u+\"px\",h)if(v){var D=function(){for(var e=null,n=0;n<document.styleSheets.length;n++){var t=document.styleSheets[n];try{t.cssRules}catch(e){continue}e=t;break}return null!=e?e:(a=document.createElement(\"style\"),document.head.appendChild(a),a.sheet);var a}();if(void 0===D)return;var b=window.document.body.offsetWidth,C=Math.max(0,b/2-a/2),M=D.cssRules.length,y=\"{left:\"+l.left+\"px;right:auto;}\";d(w.calendarContainer,\"rightMost\",!1),d(w.calendarContainer,\"centerMost\",!0),D.insertRule(\".flatpickr-calendar.centerMost:before,.flatpickr-calendar.centerMost:after\"+y,M),w.calendarContainer.style.left=C+\"px\",w.calendarContainer.style.right=\"auto\"}else w.calendarContainer.style.left=\"auto\",w.calendarContainer.style.right=p+\"px\";else w.calendarContainer.style.left=f+\"px\",w.calendarContainer.style.right=\"auto\"}}}function de(){w.config.noCalendar||w.isMobile||(K(),De(),J())}function se(){w._input.focus(),-1!==window.navigator.userAgent.indexOf(\"MSIE\")||void 0!==navigator.msMaxTouchPoints?setTimeout(w.close,0):w.close()}function ue(e){e.preventDefault(),e.stopPropagation();var n=f(g(e),(function(e){return e.classList&&e.classList.contains(\"flatpickr-day\")&&!e.classList.contains(\"flatpickr-disabled\")&&!e.classList.contains(\"notAllowed\")}));if(void 0!==n){var t=n,a=w.latestSelectedDateObj=new Date(t.dateObj.getTime()),i=(a.getMonth()<w.currentMonth||a.getMonth()>w.currentMonth+w.config.showMonths-1)&&\"range\"!==w.config.mode;if(w.selectedDateElem=t,\"single\"===w.config.mode)w.selectedDates=[a];else if(\"multiple\"===w.config.mode){var o=ve(a);o?w.selectedDates.splice(parseInt(o),1):w.selectedDates.push(a)}else\"range\"===w.config.mode&&(2===w.selectedDates.length&&w.clear(!1,!1),w.latestSelectedDateObj=a,w.selectedDates.push(a),0!==M(a,w.selectedDates[0],!0)&&w.selectedDates.sort((function(e,n){return e.getTime()-n.getTime()})));if(I(),i){var r=w.currentYear!==a.getFullYear();w.currentYear=a.getFullYear(),w.currentMonth=a.getMonth(),r&&(pe(\"onYearChange\"),K()),pe(\"onMonthChange\")}if(De(),J(),be(),i||\"range\"===w.config.mode||1!==w.config.showMonths?void 0!==w.selectedDateElem&&void 0===w.hourElement&&w.selectedDateElem&&w.selectedDateElem.focus():L(t),void 0!==w.hourElement&&void 0!==w.hourElement&&w.hourElement.focus(),w.config.closeOnSelect){var l=\"single\"===w.config.mode&&!w.config.enableTime,c=\"range\"===w.config.mode&&2===w.selectedDates.length&&!w.config.enableTime;(l||c)&&se()}A()}}w.parseDate=C({config:w.config,l10n:w.l10n}),w._handlers=[],w.pluginElements=[],w.loadedPlugins=[],w._bind=N,w._setHoursFromDate=S,w._positionCalendar=ce,w.changeMonth=G,w.changeYear=Q,w.clear=function(e,n){if(void 0===e&&(e=!0),void 0===n&&(n=!0),w.input.value=\"\",void 0!==w.altInput&&(w.altInput.value=\"\"),void 0!==w.mobileInput&&(w.mobileInput.value=\"\"),w.selectedDates=[],w.latestSelectedDateObj=void 0,!0===n&&(w.currentYear=w._initialDate.getFullYear(),w.currentMonth=w._initialDate.getMonth()),!0===w.config.enableTime){var t=_(),a=t.hours,i=t.minutes,o=t.seconds;O(a,i,o)}w.redraw(),e&&pe(\"onChange\")},w.close=function(){w.isOpen=!1,w.isMobile||(void 0!==w.calendarContainer&&w.calendarContainer.classList.remove(\"open\"),void 0!==w._input&&w._input.classList.remove(\"active\")),pe(\"onClose\")},w._createElement=s,w.destroy=function(){void 0!==w.config&&pe(\"onDestroy\");for(var e=w._handlers.length;e--;){var n=w._handlers[e];n.element.removeEventListener(n.event,n.handler,n.options)}if(w._handlers=[],w.mobileInput)w.mobileInput.parentNode&&w.mobileInput.parentNode.removeChild(w.mobileInput),w.mobileInput=void 0;else if(w.calendarContainer&&w.calendarContainer.parentNode)if(w.config.static&&w.calendarContainer.parentNode){var t=w.calendarContainer.parentNode;if(t.lastChild&&t.removeChild(t.lastChild),t.parentNode){for(;t.firstChild;)t.parentNode.insertBefore(t.firstChild,t);t.parentNode.removeChild(t)}}else w.calendarContainer.parentNode.removeChild(w.calendarContainer);w.altInput&&(w.input.type=\"text\",w.altInput.parentNode&&w.altInput.parentNode.removeChild(w.altInput),delete w.altInput),w.input&&(w.input.type=w.input._type,w.input.classList.remove(\"flatpickr-input\"),w.input.removeAttribute(\"readonly\")),[\"_showTimeInput\",\"latestSelectedDateObj\",\"_hideNextMonthArrow\",\"_hidePrevMonthArrow\",\"__hideNextMonthArrow\",\"__hidePrevMonthArrow\",\"isMobile\",\"isOpen\",\"selectedDateElem\",\"minDateHasTime\",\"maxDateHasTime\",\"days\",\"daysContainer\",\"_input\",\"_positionElement\",\"innerContainer\",\"rContainer\",\"monthNav\",\"todayDateElem\",\"calendarContainer\",\"weekdayContainer\",\"prevMonthNav\",\"nextMonthNav\",\"monthsDropdownContainer\",\"currentMonthElement\",\"currentYearElement\",\"navigationCurrentMonth\",\"selectedDateElem\",\"config\"].forEach((function(e){try{delete w[e]}catch(e){}}))},w.isEnabled=X,w.jumpToDate=P,w.open=function(e,n){if(void 0===n&&(n=w._positionElement),!0===w.isMobile){if(e){e.preventDefault();var t=g(e);t&&t.blur()}return void 0!==w.mobileInput&&(w.mobileInput.focus(),w.mobileInput.click()),void pe(\"onOpen\")}if(!w._input.disabled&&!w.config.inline){var a=w.isOpen;w.isOpen=!0,a||(w.calendarContainer.classList.add(\"open\"),w._input.classList.add(\"active\"),pe(\"onOpen\"),ce(n)),!0===w.config.enableTime&&!0===w.config.noCalendar&&(!1!==w.config.allowInput||void 0!==e&&w.timeContainer.contains(e.relatedTarget)||setTimeout((function(){return w.hourElement.select()}),50))}},w.redraw=de,w.set=function(e,n){if(null!==e&&\"object\"==typeof e)for(var a in Object.assign(w.config,e),e)void 0!==fe[a]&&fe[a].forEach((function(e){return e()}));else w.config[e]=n,void 0!==fe[e]?fe[e].forEach((function(e){return e()})):t.indexOf(e)>-1&&(w.config[e]=c(n));w.redraw(),be(!0)},w.setDate=function(e,n,t){if(void 0===n&&(n=!1),void 0===t&&(t=w.config.dateFormat),0!==e&&!e||e instanceof Array&&0===e.length)return w.clear(n);me(e,t),w.latestSelectedDateObj=w.selectedDates[w.selectedDates.length-1],w.redraw(),P(void 0,n),S(),0===w.selectedDates.length&&w.clear(!1),be(n),n&&pe(\"onChange\")},w.toggle=function(e){if(!0===w.isOpen)return w.close();w.open(e)};var fe={locale:[le,z],showMonths:[q,E,$],minDate:[P],maxDate:[P]};function me(e,n){var t=[];if(e instanceof Array)t=e.map((function(e){return w.parseDate(e,n)}));else if(e instanceof Date||\"number\"==typeof e)t=[w.parseDate(e,n)];else if(\"string\"==typeof e)switch(w.config.mode){case\"single\":case\"time\":t=[w.parseDate(e,n)];break;case\"multiple\":t=e.split(w.config.conjunction).map((function(e){return w.parseDate(e,n)}));break;case\"range\":t=e.split(w.l10n.rangeSeparator).map((function(e){return w.parseDate(e,n)}))}else w.config.errorHandler(new Error(\"Invalid date supplied: \"+JSON.stringify(e)));w.selectedDates=w.config.allowInvalidPreload?t:t.filter((function(e){return e instanceof Date&&X(e,!1)})),\"range\"===w.config.mode&&w.selectedDates.sort((function(e,n){return e.getTime()-n.getTime()}))}function ge(e){return 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         to use, copy, modify, merge, publish, distribute, sublicense, and/or sell\n          copies of the Software, and to permit persons to whom the Software is\n          furnished to do so, subject to the following conditions:\n          \n          The above copyright notice and this permission notice shall be included in\n          all copies or substantial portions of the Software.\n          \n          THE SOFTWARE IS PROVIDED \"AS IS\", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR\n          IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,\n          FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE\n          AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER\n          LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,\n          OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN\n          THE SOFTWARE.\n          */\n      let o,r;i();const c={fontFamily:'\"Helvetica Neue\", Helvetica, Arial, sans-serif',display:\"flex\",flex:\"wrap\",maxWidth:\"500px\",flexDirection:\"column\",zIndex:2};function s(){return document.createElement(\"div\")}function a(t){if(!t.picked)return null;if(t.object===o)return r;const e={html:u(t.object),style:c};return r=e,o=t.object,e}n.getTooltipDefault=a;const f=new Set([\"position\",\"index\"]);function u(t){const e=s();for(const n in t){if(f.has(n))continue;const i=s();i.className=\"header\",i.textContent=n;const l=s();l.className=\"value\",l.textContent=h(t[n]);const o=s();p(o,i,l),o.appendChild(i),o.appendChild(l),e.appendChild(o)}return 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     \"9d046c4720\": function _(t,e,s,h,i){h();const r=t(\"@bokehjs/models/layouts/html_box\");class n extends r.HTMLBoxView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.data.change,(()=>this._plot()));const{width:t,height:e,renderer:s,theme:h}=this.model.properties;this.on_change([t,e],(()=>this._resize())),this.on_change([h,s],(()=>this.render()))}render(){super.render();const t={width:this.model.width,height:this.model.height,renderer:this.model.renderer};null!=this._chart&&window.echarts.dispose(this._chart),this._chart=window.echarts.init(this.el,this.model.theme,t),this._plot()}after_layout(){super.after_layout(),this._chart.resize()}_plot(){null!=window.echarts&&this._chart.setOption(this.model.data)}_resize(){this._chart.resize({width:this.model.width,height:this.model.height})}}s.EChartsView=n,n.__name__=\"EChartsView\";class a extends r.HTMLBox{constructor(t){super(t)}static init_ECharts(){this.prototype.default_view=n,this.define((({Any:t,String:e})=>({data:[t,{}],theme:[e,\"default\"],renderer:[e,\"canvas\"]})))}}s.ECharts=a,a.__name__=\"ECharts\",a.__module__=\"panel.models.echarts\",a.init_ECharts()},\n      \"3d7593ca5a\": function _(e,t,n,s,r){s();const i=e(\"@bokehjs/models/widgets/markup\"),o=e(\"@bokehjs/core/bokeh_events\"),l=e(\"80a6464b1f\"),_=e(\"d92f7d4d2b\");class a extends o.ModelEvent{constructor(e,t){super(),this.node=e,this.data=t,this.event_name=\"dom_event\"}_to_json(){return{model:this.origin,node:this.node,data:this.data}}}function d(e){return(new DOMParser).parseFromString(e,\"text/html\").documentElement.textContent}function c(e){Array.from(e.querySelectorAll(\"script\")).forEach((e=>{const t=document.createElement(\"script\");Array.from(e.attributes).forEach((e=>t.setAttribute(e.name,e.value))),t.appendChild(document.createTextNode(e.innerHTML)),e.parentNode&&e.parentNode.replaceChild(t,e)}))}n.DOMEvent=a,a.__name__=\"DOMEvent\",n.htmlDecode=d,n.runScripts=c;class h extends l.PanelMarkupView{constructor(){super(...arguments),this._event_listeners={}}connect_signals(){super.connect_signals(),this.connect(this.model.properties.events.change,(()=>{this._remove_event_listeners(),this._setup_event_listeners()}))}rerender(){this.render(),this.invalidate_layout()}render(){super.render();const e=this.process_tex();e?(this.markup_el.innerHTML=e,c(this.markup_el),this._setup_event_listeners()):this.markup_el.innerHTML=\"\"}process_tex(){const e=d(this.model.text)||this.model.text;if(this.model.disable_math||!this.contains_tex(e))return e;const t=this.provider.MathJax.find_tex(e),n=[];let s=0;for(const r of t)n.push(e.slice(s,r.start.n)),n.push(this.provider.MathJax.tex2svg(r.math,{display:r.display}).outerHTML),s=r.end.n;return s<e.length&&n.push(e.slice(s)),n.join(\"\")}contains_tex(e){return!!this.provider.MathJax&&this.provider.MathJax.find_tex(e).length>0}_remove_event_listeners(){for(const e in this._event_listeners){const t=document.getElementById(e);if(null!=t)for(const n in this._event_listeners[e]){const s=this._event_listeners[e][n];t.removeEventListener(n,s)}else console.warn(`DOM node '${e}' could not be found. Cannot subscribe to DOM events.`)}this._event_listeners={}}_setup_event_listeners(){for(const e in this.model.events){const t=document.getElementById(e);if(null!=t)for(const n of this.model.events[e]){const s=t=>{this.model.trigger_event(new a(e,(0,_.serializeEvent)(t)))};t.addEventListener(n,s),e in this._event_listeners||(this._event_listeners[e]={}),this._event_listeners[e][n]=s}else console.warn(`DOM node '${e}' could not be found. Cannot subscribe to DOM events.`)}}}n.HTMLView=h,h.__name__=\"HTMLView\";class u extends i.Markup{constructor(e){super(e)}static init_HTML(){this.prototype.default_view=h,this.define((({Any:e})=>({events:[e,{}]})))}}n.HTML=u,u.__name__=\"HTML\",u.__module__=\"panel.models.markup\",u.init_HTML()},\n      \"d92f7d4d2b\": function _(e,t,a,r,n){function i(e){let t=null;return e&&(t=function(e){return{boundingClientRect:Object.assign({},e.getBoundingClientRect())}}(e),e.tagName in l&&l[e.tagName].forEach((a=>Object.assign(t,a(e))))),t}r(),a.serializeEvent=\n      /*\n          The MIT License (MIT)\n          \n          Copyright (c) 2019 Ryan S. Morshead\n          \n          Permission is hereby granted, free of charge, to any person obtaining a copy\n          of this software and associated documentation files (the \"Software\"), to deal\n          in the Software without restriction, including without limitation the rights\n          to use, copy, modify, merge, publish, distribute, sublicense, and/or sell\n          copies of the Software, and to permit persons to whom the Software is\n          furnished to do so, subject to the following conditions:\n          \n          The above copyright notice and this permission notice shall be included in all\n          copies or substantial portions of the Software.\n          \n          THE SOFTWARE IS PROVIDED \"AS IS\", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR\n          IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,\n          FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE\n          AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER\n          LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,\n          OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE\n          SOFTWARE.\n          */\n      function(e){const t={};return void 0!==e.detail&&Object.assign(t,{detail:JSON.parse(JSON.stringify(e.detail))}),e.type in d&&Object.assign(t,d[e.type](e)),t.target=i(e.target),t.currentTarget=e.target===e.currentTarget?t.target:i(e.currentTarget),t.relatedTarget=i(e.relatedTarget),t};const o={hasValue:e=>({value:e.value}),hasCurrentTime:e=>({currentTime:e.currentTime}),hasFiles:e=>\"file\"===(null==e?void 0:e.type)?{files:Array.from(e.files).map((e=>({lastModified:e.lastModified,name:e.name,size:e.size,type:e.type})))}:{}};const s={hasValue:[\"BUTTON\",\"INPUT\",\"OPTION\",\"LI\",\"METER\",\"PROGRESS\",\"PARAM\",\"SELECT\",\"TEXTAREA\"],hasCurrentTime:[\"AUDIO\",\"VIDEO\"],hasFiles:[\"INPUT\"]},l={};Object.keys(s).forEach((e=>{s[e].forEach((t=>{(l[t]||(l[t]=[])).push(o[e])}))}));class c{clipboard(e){return{clipboardData:e.clipboardData}}composition(e){return{data:e.data}}keyboard(e){return{altKey:e.altKey,charCode:e.charCode,ctrlKey:e.ctrlKey,key:e.key,keyCode:e.keyCode,locale:e.locale,location:e.location,metaKey:e.metaKey,repeat:e.repeat,shiftKey:e.shiftKey,which:e.which}}mouse(e){return{altKey:e.altKey,button:e.button,buttons:e.buttons,clientX:e.clientX,clientY:e.clientY,ctrlKey:e.ctrlKey,metaKey:e.metaKey,pageX:e.pageX,pageY:e.pageY,screenX:e.screenX,screenY:e.screenY,shiftKey:e.shiftKey}}pointer(e){return Object.assign(Object.assign({},this.mouse(e)),{pointerId:e.pointerId,width:e.width,height:e.height,pressure:e.pressure,tiltX:e.tiltX,tiltY:e.tiltY,pointerType:e.pointerType,isPrimary:e.isPrimary})}selection(){return{selectedText:window.getSelection().toString()}}touch(e){return{altKey:e.altKey,ctrlKey:e.ctrlKey,metaKey:e.metaKey,shiftKey:e.shiftKey}}ui(e){return{detail:e.detail}}wheel(e){return{deltaMode:e.deltaMode,deltaX:e.deltaX,deltaY:e.deltaY,deltaZ:e.deltaZ}}animation(e){return{animationName:e.animationName,pseudoElement:e.pseudoElement,elapsedTime:e.elapsedTime}}transition(e){return{propertyName:e.propertyName,pseudoElement:e.pseudoElement,elapsedTime:e.elapsedTime}}}c.__name__=\"EventTransformCategories\";const u={clipboard:[\"copy\",\"cut\",\"paste\"],composition:[\"compositionend\",\"compositionstart\",\"compositionupdate\"],keyboard:[\"keydown\",\"keypress\",\"keyup\"],mouse:[\"click\",\"contextmenu\",\"doubleclick\",\"drag\",\"dragend\",\"dragenter\",\"dragexit\",\"dragleave\",\"dragover\",\"dragstart\",\"drop\",\"mousedown\",\"mouseenter\",\"mouseleave\",\"mousemove\",\"mouseout\",\"mouseover\",\"mouseup\"],pointer:[\"pointerdown\",\"pointermove\",\"pointerup\",\"pointercancel\",\"gotpointercapture\",\"lostpointercapture\",\"pointerenter\",\"pointerleave\",\"pointerover\",\"pointerout\"],selection:[\"select\"],touch:[\"touchcancel\",\"touchend\",\"touchmove\",\"touchstart\"],ui:[\"scroll\"],wheel:[\"wheel\"],animation:[\"animationstart\",\"animationend\",\"animationiteration\"],transition:[\"transitionend\"]},d={},p=new c;Object.keys(u).forEach((e=>{u[e].forEach((t=>{d[t]=p[e]}))}))},\n      \"7d45bd3bc4\": function _(require,module,exports,__esModule,__esExport){__esModule();const preact_1=require(\"6f11f2ef27\"),hooks_1=require(\"4c02a9b43f\"),preact_2=require(\"b3f51db71c\"),fast_json_patch_1=require(\"cbecfde9cd\"),html_box_1=require(\"@bokehjs/models/layouts/html_box\"),layout_1=require(\"80a6464b1f\"),event_to_object_1=require(\"d92f7d4d2b\"),LayoutConfigContext=(0,preact_1.createContext)({});function mountLayout(e,t,o,n){(0,preact_1.render)(preact_2.html`\n            <${Layout}\n              saveUpdateHook=${t}\n              sendEvent=${o}\n              importSourceUrl=${n}\n            />\n          `,e)}function Layout({saveUpdateHook:e,sendEvent:t,importSourceUrl:o}){const[n,r]=useInplaceJsonPatch({});return(0,hooks_1.useEffect)((()=>e(r)),[r]),n.tagName?preact_2.html`\n            <${LayoutConfigContext.Provider}\n              value=${{sendEvent:t,importSourceUrl:o}}\n            >\n              <${Element} model=${n} />\n            <//>\n          `:preact_2.html`<div />`}function Element({model:e}){return e.importSource?preact_2.html`<${ImportedElement} model=${e} />`:preact_2.html`<${StandardElement} model=${e} />`}function ImportedElement({model:e}){const t=(0,hooks_1.useContext)(LayoutConfigContext),o=useLazyModule(e.importSource.source,t.importSourceUrl);if(o){const n=getPathProperty(o,e.tagName),r=elementChildren(e),a=elementAttributes(e,t.sendEvent);return preact_2.html`<${n} ...${a}>${r}<//>`}{const t=e.importSource.fallback;if(!t)return preact_2.html`<div />`;switch(typeof t){case\"object\":return preact_2.html`<${Element} model=${t} />`;case\"string\":return preact_2.html`<div>${t}</div>`;default:return null}}}function StandardElement({model:e}){const t=(0,hooks_1.useContext)(LayoutConfigContext),o=elementChildren(e),n=elementAttributes(e,t.sendEvent);return e.children&&e.children.length?preact_2.html`<${e.tagName} ...${n}>${o}<//>`:preact_2.html`<${e.tagName} ...${n} />`}function elementChildren(e){return e.children?e.children.map((e=>{switch(typeof e){case\"object\":return preact_2.html`<${Element} model=${e} />`;case\"string\":return e;default:return null}})):[]}function elementAttributes(e,t){const o=Object.assign({},e.attributes);return e.eventHandlers&&Object.keys(e.eventHandlers).forEach((n=>{const r=e.eventHandlers[n];o[n]=eventHandler(t,r)})),o}function eventHandler(e,t){return function(){const o=Array.from(arguments).map((e=>\"object\"==typeof e?(t.preventDefault&&e.preventDefault(),t.stopPropagation&&e.stopPropagation(),(0,event_to_object_1.serializeEvent)(e)):e));return new Promise((n=>{const r={data:o,target:t.target};e(r),n(r)}))}}function useLazyModule(source,sourceUrlBase=\"\"){const[module,setModule]=(0,hooks_1.useState)(null);return module||eval(`import('${joinUrl(sourceUrlBase,source)}')`).then(setModule),module}function getPathProperty(e,t){const o=t.split(\".\");let n=e[o.shift()];for(let e=0;e<o.length;e++)n=n[o[e]];return n}function useInplaceJsonPatch(e){const t=(0,hooks_1.useRef)(e),o=useForceUpdate(),n=(0,hooks_1.useCallback)(((e,n)=>{applyPatchInplace(t.current,e,n),o()}),[t,o]);return[t.current,n]}function applyPatchInplace(e,t,o){t?(0,fast_json_patch_1.applyPatch)(e,[{op:\"replace\",path:t,value:(0,fast_json_patch_1.applyPatch)((0,fast_json_patch_1.getValueByPointer)(e,t),o,!1,!1).newDocument}]):(0,fast_json_patch_1.applyPatch)(e,o)}function useForceUpdate(){const[,e]=(0,hooks_1.useState)({});return(0,hooks_1.useCallback)((()=>e({})),[])}function joinUrl(e,t){return t.startsWith(\"./\")?(e.endsWith(\"/\")?e.slice(0,-1):e)+t.slice(1):t}exports.mountLayout=mountLayout,exports.default=Layout;class IDOMView extends layout_1.PanelHTMLBoxView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.event.change,(()=>{this._update(...this.model.event),setTimeout((()=>{requestAnimationFrame((()=>this.fix_layout()))}))}))}fix_layout(){this.update_layout(),this.compute_layout(),this.invalidate_layout(),(0,layout_1.set_size)(this.el,this.model)}initialize(){super.initialize(),mountLayout(this.el,(e=>this._save_update(e)),(e=>this._send(e)),this.model.importSourceUrl)}async lazy_initialize(){await super.lazy_initialize(),await new Promise((e=>{const t=()=>{this._update?e(null):setTimeout(t,100)};t()}))}_save_update(e){this._update=e}async render(){super.render(),this._update(...this.model.event),await new Promise((e=>{const t=()=>{this.el.children.length?(this.fix_layout(),e(null)):setTimeout(t,50)};t()}))}_send(e){this.model.msg=e}}exports.IDOMView=IDOMView,IDOMView.__name__=\"IDOMView\";class IDOM extends html_box_1.HTMLBox{constructor(e){super(e)}static init_IDOM(){this.prototype.default_view=IDOMView,this.define((({Any:e,String:t})=>({event:[e,[]],importSourceUrl:[t,\"\"],msg:[e,{}]})))}}exports.IDOM=IDOM,IDOM.__name__=\"IDOM\",IDOM.__module__=\"panel.models.idom\",IDOM.init_IDOM()},\n      \"6f11f2ef27\": function _(e,n,t,_,l){_();var o,r,i,u,s,c,f={},p=[],a=/acit|ex(?:s|g|n|p|$)|rph|grid|ows|mnc|ntw|ine[ch]|zoo|^ord|itera/i;function d(e,n){for(var t in n)e[t]=n[t];return e}function h(e){var n=e.parentNode;n&&n.removeChild(e)}function v(e,n,t){var _,l,o,r=arguments,i={};for(o in n)\"key\"==o?_=n[o]:\"ref\"==o?l=n[o]:i[o]=n[o];if(arguments.length>3)for(t=[t],o=3;o<arguments.length;o++)t.push(r[o]);if(null!=t&&(i.children=t),\"function\"==typeof e&&null!=e.defaultProps)for(o in e.defaultProps)void 0===i[o]&&(i[o]=e.defaultProps[o]);return y(e,i,_,l,null)}function y(e,n,t,_,l){var r={type:e,props:n,key:t,ref:_,__k:null,__:null,__b:0,__e:null,__d:void 0,__c:null,__h:null,constructor:void 0,__v:null==l?++o.__v:l};return 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i=f(this.type,this.json,this.useToJSON?this.json.toJSON():this.json);e.appendChild(document.createTextNode(i)),t.appendChild(e)}if(this.isObject&&this.config.hoverPreviewEnabled){var s=d(\"span\",\"preview-text\");s.appendChild(document.createTextNode(this.getInlinepreview())),t.appendChild(s)}var a=d(\"div\",\"children\");return this.isObject&&a.classList.add(l(\"object\")),this.isArray&&a.classList.add(l(\"array\")),this.isEmpty&&a.classList.add(l(\"empty\")),this.config&&this.config.theme&&this.element.classList.add(l(this.config.theme)),this.isOpen&&this.element.classList.add(l(\"open\")),this.element.appendChild(t),this.element.appendChild(a),this.isObject&&this.isOpen&&this.appendChildren(),this.isObject&&!this.useToJSON&&t.addEventListener(\"click\",this.toggleOpen.bind(this)),this.element},t.prototype.appendChildren=function(e){var r=this;void 0===e&&(e=!1);var n=this.element.querySelector(\"div.\"+l(\"children\"));if(n&&!this.isEmpty)if(e){var o=0,i=function(){var e=r.keys[o],s=new t(r.json[e],r.open-1,r.config,e);n.appendChild(s.render()),(o+=1)<r.keys.length&&(o>10?i():h(i))};h(i)}else this.keys.forEach((function(e){var o=new t(r.json[e],r.open-1,r.config,e);n.appendChild(o.render())}))},t.prototype.removeChildren=function(t){void 0===t&&(t=!1);var e=this.element.querySelector(\"div.\"+l(\"children\"));if(t){var r=0,n=function(){e&&e.children.length&&(e.removeChild(e.children[0]),(r+=1)>10?n():h(n))};h(n)}else e&&(e.innerHTML=\"\")},t}();r.default=g},\n      \"5379466860\": function _(e,t,s,o,i){o();const n=e(\"@bokehjs/core/bokeh_events\"),d=e(\"@bokehjs/models/layouts/html_box\"),a=e(\"80a6464b1f\");class h extends n.ModelEvent{constructor(e){super(),this.data=e,this.event_name=\"json_edit\"}_to_json(){return{model:this.origin,data:this.data}}}s.JSONEditEvent=h,h.__name__=\"JSONEditEvent\";class m extends a.PanelHTMLBoxView{connect_signals(){super.connect_signals();const{data:e,disabled:t,templates:s,menu:o,mode:i,search:n,schema:d}=this.model.properties;this.on_change([e],(()=>this.editor.update(this.model.data))),this.on_change([s],(()=>{this.editor.options.templates=this.model.templates})),this.on_change([o],(()=>{this.editor.options.menu=this.model.menu})),this.on_change([n],(()=>{this.editor.options.search=this.model.search})),this.on_change([d],(()=>{this.editor.options.schema=this.model.schema})),this.on_change([t,i],(()=>{const e=this.model.disabled?\"view\":this.model.mode;this.editor.setMode(e)}))}remove(){super.remove(),this.editor.destroy()}render(){super.render();const e=this.model.disabled?\"view\":this.model.mode;this.editor=new window.JSONEditor(this.el,{menu:this.model.menu,mode:e,onChangeJSON:e=>{this.model.data=e},onSelectionChange:(e,t)=>{this.model.selection=[e,t]},search:this.model.search,schema:this.model.schema,templates:this.model.templates}),this.editor.set(this.model.data)}}s.JSONEditorView=m,m.__name__=\"JSONEditorView\";class r extends d.HTMLBox{constructor(e){super(e)}static init_JSONEditor(){this.prototype.default_view=m,this.define((({Any:e,Array:t,Boolean:s,String:o})=>({data:[e,{}],mode:[o,\"tree\"],menu:[s,!0],search:[s,!0],selection:[t(e),[]],schema:[e,null],templates:[t(e),[]]})))}}s.JSONEditor=r,r.__name__=\"JSONEditor\",r.__module__=\"panel.models.jsoneditor\",r.init_JSONEditor()},\n      \"1767172ffa\": function _(e,t,i,s,l){s();const n=e(\"tslib\"),o=e(\"@bokehjs/models/widgets/input_widget\"),a=(0,n.__importStar)(e(\"@bokehjs/styles/buttons.css\")),h=a,d=e(\"@bokehjs/core/dom\"),_=e(\"@bokehjs/core/enums\");class r extends o.InputWidgetView{constructor(){super(...arguments),this._downloadable=!1,this._embed=!1,this._prev_href=\"\",this._prev_download=\"\"}initialize(){super.initialize(),this.model.data&&this.model.filename&&(this._embed=!0)}connect_signals(){super.connect_signals(),this.connect(this.model.properties.button_type.change,(()=>this._update_button_style())),this.connect(this.model.properties.filename.change,(()=>this._update_download())),this.connect(this.model.properties._transfers.change,(()=>this._handle_click())),this.connect(this.model.properties.label.change,(()=>this._update_label())),this.connect(this.model.properties.disabled.change,(()=>this.set_disabled()))}render(){super.render(),this.group_el.style.display=\"flex\",this.group_el.style.alignItems=\"stretch\",this.anchor_el=document.createElement(\"a\"),this._update_button_style(),this._update_label(),this.model.disabled?(this.anchor_el.setAttribute(\"disabled\",\"\"),this._downloadable=!1):(this.anchor_el.removeAttribute(\"disabled\"),this._prev_download&&(this.anchor_el.download=this._prev_download),this._prev_href&&(this.anchor_el.href=this._prev_href),this.anchor_el.download&&this.anchor_el.download&&(this._downloadable=!0)),this._embed?this._make_link_downloadable():(this._click_listener=this._increment_clicks.bind(this),this.anchor_el.addEventListener(\"click\",this._click_listener)),this.group_el.appendChild(this.anchor_el),this.input_el=(0,d.input)({type:\"bk_btn, bk_btn_type\"}),this.input_el.addEventListener(\"change\",(()=>this.change_input()))}styles(){return[...super.styles(),a.default]}_increment_clicks(){this.model.clicks=this.model.clicks+1}_handle_click(){!this.model.auto&&this._downloadable||(this._make_link_downloadable(),!this._embed&&this.model.auto&&(this.anchor_el.removeEventListener(\"click\",this._click_listener),this.anchor_el.click(),this.anchor_el.removeAttribute(\"href\"),this.anchor_el.removeAttribute(\"download\"),this.anchor_el.addEventListener(\"click\",this._click_listener)),this._prev_href=this.anchor_el.getAttribute(\"href\"),this._prev_download=this.anchor_el.getAttribute(\"download\"))}_make_link_downloadable(){this._update_href(),this._update_download(),this.anchor_el.download&&this.anchor_el.href&&(this._downloadable=!0)}_update_href(){if(this.model.data){const e=function(e){const t=atob(e.split(\",\")[1]),i=e.split(\",\")[0].split(\":\")[1].split(\";\")[0],s=new ArrayBuffer(t.length),l=new Uint8Array(s);for(let e=0;e<t.length;e++)l[e]=t.charCodeAt(e);return new Blob([s],{type:i})}(this.model.data);this.anchor_el.href=URL.createObjectURL(e)}}_update_download(){this.model.filename&&(this.anchor_el.download=this.model.filename)}_update_label(){this.anchor_el.textContent=this.model.label}_update_button_style(){const e=h[`btn_${this.model.button_type}`];if(this.anchor_el.hasAttribute(\"class\")){const t=this.anchor_el.classList.item(1);t&&this.anchor_el.classList.replace(t,e)}else this.anchor_el.classList.add(h.btn),this.anchor_el.classList.add(e)}set_disabled(){this.model.disabled?this.anchor_el.setAttribute(\"disabled\",\"\"):this.anchor_el.removeAttribute(\"disabled\")}}i.FileDownloadView=r,r.__name__=\"FileDownloadView\";class c extends o.InputWidget{constructor(e){super(e)}static init_FileDownload(){this.prototype.default_view=r,this.define((({Boolean:e,Int:t,Nullable:i,String:s})=>({auto:[e,!1],clicks:[t,0],data:[i(s),null],label:[s,\"Download\"],filename:[i(s),null],button_type:[_.ButtonType,\"default\"],_transfers:[t,0]}))),this.override({title:\"\"})}}i.FileDownload=c,c.__name__=\"FileDownload\",c.__module__=\"panel.models.widgets\",c.init_FileDownload()},\n      \"7b859fb3cf\": function _(e,t,i,a,n){a();const s=e(\"@bokehjs/models/widgets/markup\"),r=e(\"80a6464b1f\");class l extends r.PanelMarkupView{render(){super.render(),this.markup_el.innerHTML=this.model.text,window.renderMathInElement&&window.renderMathInElement(this.el,{delimiters:[{left:\"$$\",right:\"$$\",display:!0},{left:\"\\\\[\",right:\"\\\\]\",display:!0},{left:\"$\",right:\"$\",display:!1},{left:\"\\\\(\",right:\"\\\\)\",display:!1}]})}}i.KaTeXView=l,l.__name__=\"KaTeXView\";class d extends s.Markup{constructor(e){super(e)}static init_KaTeX(){this.prototype.default_view=l}}i.KaTeX=d,d.__name__=\"KaTeX\",d.__module__=\"panel.models.katex\",d.init_KaTeX()},\n      \"0c52a301f3\": function _(e,o,t,i,h){i();const a=e(\"@bokehjs/core/view\"),s=e(\"@bokehjs/model\");class n extends a.View{initialize(){super.initialize(),this.model.pathname=window.location.pathname,this.model.search=window.location.search,this.model.hash=window.location.hash,this.model.href=window.location.href,this.model.hostname=window.location.hostname,this.model.protocol=window.location.protocol,this.model.port=window.location.port,this._hash_listener=()=>{this.model.hash=window.location.hash},window.addEventListener(\"hashchange\",this._hash_listener)}connect_signals(){super.connect_signals(),this.connect(this.model.properties.pathname.change,(()=>this.update(\"pathname\"))),this.connect(this.model.properties.search.change,(()=>this.update(\"search\"))),this.connect(this.model.properties.hash.change,(()=>this.update(\"hash\"))),this.connect(this.model.properties.reload.change,(()=>this.update(\"reload\")))}remove(){super.remove(),window.removeEventListener(\"hashchange\",this._hash_listener)}update(e){this.model.reload&&\"reload\"!==e?(\"pathname\"==e&&(window.location.pathname=this.model.pathname),\"search\"==e&&(window.location.search=this.model.search),\"hash\"==e&&(window.location.hash=this.model.hash)):(window.history.pushState({},\"\",`${this.model.pathname}${this.model.search}${this.model.hash}`),this.model.href=window.location.href,\"reload\"===e&&window.location.reload())}}t.LocationView=n,n.__name__=\"LocationView\";class l extends s.Model{constructor(e){super(e)}static init_Location(){this.prototype.default_view=n,this.define((({Boolean:e,String:o})=>({href:[o,\"\"],hostname:[o,\"\"],pathname:[o,\"\"],protocol:[o,\"\"],port:[o,\"\"],search:[o,\"\"],hash:[o,\"\"],reload:[e,!1]})))}}t.Location=l,l.__name__=\"Location\",l.__module__=\"panel.models.location\",l.init_Location()},\n      \"0c21036737\": function _(e,t,a,i,s){i();const h=e(\"@bokehjs/models/widgets/markup\"),_=e(\"80a6464b1f\");class n extends _.PanelMarkupView{initialize(){super.initialize(),this._hub=window.MathJax.Hub,this._hub.Config({tex2jax:{inlineMath:[[\"$\",\"$\"],[\"\\\\(\",\"\\\\)\"]]}})}render(){super.render(),this._hub&&(this.markup_el.innerHTML=this.model.text,this._hub.Queue([\"Typeset\",this._hub,this.markup_el]))}}a.MathJaxView=n,n.__name__=\"MathJaxView\";class u extends h.Markup{constructor(e){super(e)}static init_MathJax(){this.prototype.default_view=n}}a.MathJax=u,u.__name__=\"MathJax\",u.__module__=\"panel.models.mathjax\",u.init_MathJax()},\n      \"4ae96bd77b\": function _(e,t,s,i,n){i();const l=e(\"@bokehjs/models/layouts/html_box\"),o=e(\"@bokehjs/core/dom\"),r=e(\"@bokehjs/models/sources/column_data_source\"),a=e(\"80a6464b1f\"),c={\"material-dark\":\"Material Dark\",material:\"Material Light\",\"material-dense\":\"Material Light\",\"material-dense-dark\":\"Material Dark\",vaporwave:\"Vaporwave\",solarized:\"Solarized\",\"solarized-dark\":\"Solarized Dark\",monokai:\"Monokai\"},h={datagrid:\"Datagrid\",d3_x_bar:\"X Bar\",d3_y_bar:\"Y Bar\",d3_xy_line:\"X/Y Line\",d3_y_line:\"Y Line\",d3_y_area:\"Y Area\",d3_y_scatter:\"Y Scatter\",d3_xy_scatter:\"X/Y Scatter\",d3_treemap:\"Treemap\",d3_candlestick:\"Candlestick\",d3_sunburst:\"Sunburst\",d3_heatmap:\"Heatmap\",d3_ohlc:\"OHLC\"};function p(e){const t={};return Object.keys(e).forEach((s=>{t[e[s]]=s})),t}const _=p(h),d=p(c);class m extends a.PanelHTMLBoxView{constructor(){super(...arguments),this._updating=!1,this._config_listener=null,this._current_config=null,this._event_listener=null,this._loaded=!1}connect_signals(){super.connect_signals(),this.connect(this.model.source.properties.data.change,(()=>this.setData())),this.connect(this.model.properties.toggle_config.change,(()=>{this.perspective_element.toggleConfig(),this.fix_layout()})),this.connect(this.model.properties.columns.change,(()=>{this.perspective_element.restore({columns:this.model.columns})})),this.connect(this.model.properties.expressions.change,(()=>{this.perspective_element.restore({expressions:this.model.expressions})})),this.connect(this.model.properties.split_by.change,(()=>{this.perspective_element.restore({split_by:this.model.split_by})})),this.connect(this.model.properties.group_by.change,(()=>{this.perspective_element.restore({group_by:this.model.group_by})})),this.connect(this.model.properties.aggregates.change,(()=>{this.perspective_element.restore({aggregates:this.model.aggregates})})),this.connect(this.model.properties.filters.change,(()=>{this.perspective_element.restore({filter:this.model.filters})})),this.connect(this.model.properties.sort.change,(()=>{this.perspective_element.restore({sort:this.model.sort})})),this.connect(this.model.properties.plugin.change,(()=>{this.perspective_element.restore({plugin:h[this.model.plugin]})})),this.connect(this.model.properties.selectable.change,(()=>{this.perspective_element.restore({plugin_config:Object.assign(Object.assign({},this._current_config),{selectable:this.model.selectable})})})),this.connect(this.model.properties.editable.change,(()=>{this.perspective_element.restore({plugin_config:Object.assign(Object.assign({},this._current_config),{editable:this.model.editable})})})),this.connect(this.model.properties.theme.change,(()=>{this.perspective_element.restore({theme:c[this.model.theme]}).catch((()=>{}))})),null!=this.model.document&&(this._event_listener=e=>this.on_event(e),this.model.document.on_change(this._event_listener))}disconnect_signals(){null!=this._config_listener&&this.perspective_element.removeEventListener(\"perspective-config-update\",this._config_listener),this._config_listener=null,null!=this.model.document&&null!=this._event_listener&&this.model.document.remove_on_change(this._event_listener),this._event_listener=null,super.disconnect_signals()}async render(){super.render(),this.worker=window.perspective.worker(),this.table=await this.worker.table(this.model.schema),this.table.update(this.data);const e=(0,o.div)({class:\"pnx-perspective-viewer\",style:{zIndex:0}});(0,a.set_size)(e,this.model),e.innerHTML=\"<perspective-viewer style='height:100%; width:100%;'></perspective-viewer>\",this.perspective_element=e.children[0],this.perspective_element.resetThemes([...Object.values(c)]).catch((()=>{})),(0,a.set_size)(this.perspective_element,this.model),this.el.appendChild(e),this.perspective_element.load(this.table);const t=Object.assign(Object.assign({},this.model.plugin_config),{editable:this.model.editable,selectable:this.model.selectable});this.perspective_element.restore({aggregates:this.model.aggregates,columns:this.model.columns,expressions:this.model.expressions,filter:this.model.filters,split_by:this.model.split_by,group_by:this.model.group_by,plugin:h[this.model.plugin],plugin_config:t,sort:this.model.sort,theme:c[this.model.theme]}).catch((()=>{})),this._config_listener=()=>this.sync_config(),this._current_config=await this.perspective_element.save(),this.model.toggle_config&&this.perspective_element.toggleConfig(),this.perspective_element.addEventListener(\"perspective-config-update\",this._config_listener),this._loaded=!0,this.fix_layout()}fix_layout(){this.update_layout(),this.compute_layout(),this.invalidate_layout()}sync_config(){return this._updating||this.perspective_element.save().then((e=>{this._current_config=e;const t={};for(let s in e){let i=e[s];void 0===i||\"plugin\"==s&&\"debug\"===i||\"settings\"===s||(\"filter\"===s?s=\"filters\":\"plugin\"===s?i=_[i]:\"theme\"===s&&(i=d[i]),t[s]=i)}this._updating=!0,this.model.setv(t),this._updating=!1})),!0}on_event(e){null!=(e=e.hint)&&null!=e.column_source&&e.column_source.id==this.model.source.id&&(void 0!==e.rollover?this.stream(e.data,e.rollover):void 0!==e.patches&&this.patch(e.patches))}get data(){const e={};for(const t of this.model.source.columns())e[t]=this.model.source.get_array(t);return e}stream(e,t){this._loaded&&(null==t?this.table.update(e):this.table.replace(this.data))}patch(e){this.table.replace(this.data)}setData(){this._loaded&&this.table.load(this.data)}}s.PerspectiveView=m,m.__name__=\"PerspectiveView\";class g extends l.HTMLBox{constructor(e){super(e)}static init_Perspective(){this.prototype.default_view=m,this.define((({Any:e,Array:t,Boolean:s,Ref:i,Nullable:n,String:l})=>({aggregates:[e],columns:[t(n(l))],expressions:[n(t(l))],split_by:[n(t(l))],editable:[n(s)],filters:[n(t(e))],group_by:[n(t(l))],plugin:[l],plugin_config:[e],selectable:[n(s)],schema:[e,{}],toggle_config:[s,!0],sort:[n(t(t(l)))],source:[i(r.ColumnDataSource)],theme:[l]})))}}s.Perspective=g,g.__name__=\"Perspective\",g.__module__=\"panel.models.perspective\",g.init_Perspective()},\n      \"588a5ae70d\": function _(e,t,i,s,o){s();const l=e(\"@bokehjs/core/kinds\"),n=e(\"@bokehjs/core/dom\"),a=e(\"@bokehjs/models/widgets/widget\");function r(e){e.forEach((e=>e.style.borderStyle=\"inset\"))}function d(e){e.forEach((e=>e.style.borderStyle=\"outset\"))}class h extends a.WidgetView{constructor(){super(...arguments),this._changing=!1}connect_signals(){super.connect_signals(),this.connect(this.model.properties.direction.change,(()=>this.set_direction())),this.connect(this.model.properties.value.change,(()=>this.render())),this.connect(this.model.properties.loop_policy.change,(()=>this.set_loop_state(this.model.loop_policy))),this.connect(this.model.properties.disabled.change,(()=>this.toggle_disable())),this.connect(this.model.properties.show_loop_controls.change,(()=>{this.model.show_loop_controls&&this.loop_state.parentNode!=this.groupEl?this.groupEl.appendChild(this.loop_state):this.model.show_loop_controls||this.loop_state.parentNode!=this.groupEl||this.groupEl.removeChild(this.loop_state)}))}toggle_disable(){this.sliderEl.disabled=this.model.disabled;for(const e of this.buttonEl.children){e.disabled=this.model.disabled}for(const e of this.loop_state.children)if(\"input\"==e.tagName){e.disabled=this.model.disabled}}get_height(){return 250}render(){if(null!=this.sliderEl)return this.sliderEl.min=String(this.model.start),this.sliderEl.max=String(this.model.end),void(this.sliderEl.value=String(this.model.value));super.render(),this.groupEl=(0,n.div)(),this.groupEl.style.display=\"flex\",this.groupEl.style.flexDirection=\"column\",this.groupEl.style.alignItems=\"center\",this.sliderEl=document.createElement(\"input\"),this.sliderEl.style.width=\"100%\",this.sliderEl.setAttribute(\"type\",\"range\"),this.sliderEl.value=String(this.model.value),this.sliderEl.min=String(this.model.start),this.sliderEl.max=String(this.model.end),this.sliderEl.addEventListener(\"input\",(e=>{this.set_frame(parseInt(e.target.value),!1)})),this.sliderEl.addEventListener(\"change\",(e=>{this.set_frame(parseInt(e.target.value))}));const e=(0,n.div)();this.buttonEl=e,e.style.cssText=\"margin: 0 auto; display: flex; padding: 5px; align-items: stretch; width: 100%;\";const t=\"text-align: center; min-width: 20px; flex-grow: 1; margin: 2px\",i=\"text-align: center; min-width: 40px; flex-grow: 2; margin: 2px\",s=document.createElement(\"button\");s.style.cssText=t,s.appendChild(document.createTextNode(\"\\u2013\")),s.onclick=()=>this.slower(),e.appendChild(s);const o=document.createElement(\"button\");o.style.cssText=i,o.appendChild(document.createTextNode(\"\\u275a\\u25c0\\u25c0\")),o.onclick=()=>this.first_frame(),e.appendChild(o);const l=document.createElement(\"button\");l.style.cssText=i,l.appendChild(document.createTextNode(\"\\u275a\\u25c0\")),l.onclick=()=>this.previous_frame(),e.appendChild(l);const a=document.createElement(\"button\");a.style.cssText=i,a.appendChild(document.createTextNode(\"\\u25c0\")),a.onclick=()=>this.reverse_animation(),e.appendChild(a);const h=document.createElement(\"button\");h.style.cssText=i,h.appendChild(document.createTextNode(\"\\u275a\\u275a\")),h.onclick=()=>this.pause_animation(),e.appendChild(h);const c=document.createElement(\"button\");c.style.cssText=i,c.appendChild(document.createTextNode(\"\\u25b6\")),c.onclick=()=>this.play_animation(),e.appendChild(c);const p=document.createElement(\"button\");p.style.cssText=i,p.appendChild(document.createTextNode(\"\\u25b6\\u275a\")),p.onclick=()=>this.next_frame(),e.appendChild(p);const m=document.createElement(\"button\");m.style.cssText=i,m.appendChild(document.createTextNode(\"\\u25b6\\u25b6\\u275a\")),m.onclick=()=>this.last_frame(),e.appendChild(m);const _=document.createElement(\"button\");_.style.cssText=t,_.appendChild(document.createTextNode(\"+\")),_.onclick=()=>this.faster(),e.appendChild(_),this._toggle_reverse=()=>{d([h,c]),r([a])},this._toogle_pause=()=>{d([a,c]),r([h])},this._toggle_play=()=>{d([a,h]),r([c])},this.loop_state=document.createElement(\"form\"),this.loop_state.style.cssText=\"margin: 0 auto; display: table\";const u=document.createElement(\"input\");u.type=\"radio\",u.value=\"once\",u.name=\"state\";const g=document.createElement(\"label\");g.innerHTML=\"Once\",g.style.cssText=\"padding: 0 10px 0 5px; user-select:none;\";const f=document.createElement(\"input\");f.setAttribute(\"type\",\"radio\"),f.setAttribute(\"value\",\"loop\"),f.setAttribute(\"name\",\"state\");const v=document.createElement(\"label\");v.innerHTML=\"Loop\",v.style.cssText=\"padding: 0 10px 0 5px; user-select:none;\";const E=document.createElement(\"input\");E.setAttribute(\"type\",\"radio\"),E.setAttribute(\"value\",\"reflect\"),E.setAttribute(\"name\",\"state\");const y=document.createElement(\"label\");y.innerHTML=\"Reflect\",y.style.cssText=\"padding: 0 10px 0 5px; user-select:none;\",\"once\"==this.model.loop_policy?u.checked=!0:\"loop\"==this.model.loop_policy?f.checked=!0:E.checked=!0,this.loop_state.appendChild(u),this.loop_state.appendChild(g),this.loop_state.appendChild(f),this.loop_state.appendChild(v),this.loop_state.appendChild(E),this.loop_state.appendChild(y),this.groupEl.appendChild(this.sliderEl),this.groupEl.appendChild(e),this.model.show_loop_controls&&this.groupEl.appendChild(this.loop_state),this.toggle_disable(),this.el.appendChild(this.groupEl)}set_frame(e,t=!0){this.model.value=e,t&&(this.model.value_throttled=e),this.sliderEl.value!=String(e)&&(this.sliderEl.value=String(e))}get_loop_state(){for(var e=this.loop_state.state,t=0;t<e.length;t++){var i=e[t];if(i.checked)return i.value}return\"once\"}set_loop_state(e){for(var t=this.loop_state.state,i=0;i<t.length;i++){var s=t[i];s.value==e&&(s.checked=!0)}}next_frame(){this.set_frame(Math.min(this.model.end,this.model.value+this.model.step))}previous_frame(){this.set_frame(Math.max(this.model.start,this.model.value-this.model.step))}first_frame(){this.set_frame(this.model.start)}last_frame(){this.set_frame(this.model.end)}slower(){this.model.interval=Math.round(this.model.interval/.7),this.model.direction>0?this.play_animation():this.model.direction<0&&this.reverse_animation()}faster(){this.model.interval=Math.round(.7*this.model.interval),this.model.direction>0?this.play_animation():this.model.direction<0&&this.reverse_animation()}anim_step_forward(){if(this.model.value<this.model.end)this.next_frame();else{var e=this.get_loop_state();\"loop\"==e?this.first_frame():\"reflect\"==e?(this.last_frame(),this.reverse_animation()):(this.pause_animation(),this.last_frame())}}anim_step_reverse(){if(this.model.value>this.model.start)this.previous_frame();else{var e=this.get_loop_state();\"loop\"==e?this.last_frame():\"reflect\"==e?(this.first_frame(),this.play_animation()):(this.pause_animation(),this.first_frame())}}set_direction(){this._changing||(0===this.model.direction?this.pause_animation():1===this.model.direction?this.play_animation():-1===this.model.direction&&this.reverse_animation())}pause_animation(){this._toogle_pause(),this._changing=!0,this.model.direction=0,this._changing=!1,this.timer&&(clearInterval(this.timer),this.timer=null)}play_animation(){this.pause_animation(),this._toggle_play(),this._changing=!0,this.model.direction=1,this._changing=!1,this.timer||(this.timer=setInterval((()=>this.anim_step_forward()),this.model.interval))}reverse_animation(){this.pause_animation(),this._toggle_reverse(),this._changing=!0,this.model.direction=-1,this._changing=!1,this.timer||(this.timer=setInterval((()=>this.anim_step_reverse()),this.model.interval))}}i.PlayerView=h,h.__name__=\"PlayerView\",i.LoopPolicy=(0,l.Enum)(\"once\",\"loop\",\"reflect\");class c extends a.Widget{constructor(e){super(e)}static init_Player(){this.prototype.default_view=h,this.define((({Boolean:e,Int:t})=>({direction:[t,0],interval:[t,500],start:[t,0],end:[t,10],step:[t,1],loop_policy:[i.LoopPolicy,\"once\"],value:[t,0],value_throttled:[t,0],show_loop_controls:[e,!0]}))),this.override({width:400})}}i.Player=c,c.__name__=\"Player\",c.__module__=\"panel.models.widgets\",c.init_Player()},\n      \"42de27e56c\": function _(t,e,o,i,l){i();const s=t(\"@bokehjs/core/dom\"),r=t(\"@bokehjs/core/util/object\"),a=t(\"@bokehjs/core/util/eq\"),n=t(\"@bokehjs/models/layouts/html_box\"),p=t(\"@bokehjs/models/sources/column_data_source\"),_=t(\"99a25e6992\"),h=t(\"990b5dd5c7\"),u=t(\"80a6464b1f\"),d=(t,e,o)=>{let i=Array.isArray(e)?[]:{};if(\"click\"===o||\"hover\"===o||\"selected\"===o){const o=[];if(null==e)return null;const l=t.data;for(let t=0;t<e.points.length;t++){const i=e.points[t];let s={};for(let t in i){const e=i[t];!i.hasOwnProperty(t)||Array.isArray(e)||(0,h.isPlainObject)(e)||(s[t]=e)}null!=i&&(i.hasOwnProperty(\"curveNumber\")&&i.hasOwnProperty(\"pointNumber\")&&l[i.curveNumber].hasOwnProperty(\"customdata\")&&(s.customdata=l[i.curveNumber].customdata[i.pointNumber]),i.hasOwnProperty(\"pointNumbers\")&&(s.pointNumbers=i.pointNumbers)),o[t]=s}i.points=o}else if(\"relayout\"===o||\"restyle\"===o)for(let t in e)e.hasOwnProperty(t)&&(i[t]=e[t]);return e.hasOwnProperty(\"range\")&&(i.range=e.range),e.hasOwnProperty(\"lassoPoints\")&&(i.lassoPoints=e.lassoPoints),i};class y extends u.PanelHTMLBoxView{constructor(){super(...arguments),this._settingViewport=!1,this._plotInitialized=!1,this._reacting=!1,this._relayouting=!1,this._end_relayouting=(0,_.debounce)((()=>{this._relayouting=!1}),2e3,!1)}initialize(){super.initialize(),this._layout_wrapper=(0,s.div)({style:\"height: 100%; width: 100%;\"})}connect_signals(){super.connect_signals();const{data:t,data_sources:e,layout:o,relayout:i,restyle:l}=this.model.properties;this.on_change([t,e,o],(()=>{const t=this.model._render_count;setTimeout((()=>{this.model._render_count===t&&(this.model._render_count+=1)}),250)})),this.on_change([i],(()=>{null!=this.model.relayout&&(window.Plotly.relayout(this._layout_wrapper,this.model.relayout),this.model.relayout=null)})),this.on_change([l],(()=>{null!=this.model.restyle&&(window.Plotly.restyle(this._layout_wrapper,this.model.restyle.data,this.model.restyle.traces),this.model.restyle=null)})),this.connect(this.model.properties.viewport_update_policy.change,(()=>{this._updateSetViewportFunction()})),this.connect(this.model.properties.viewport_update_throttle.change,(()=>{this._updateSetViewportFunction()})),this.connect(this.model.properties._render_count.change,(()=>{this.plot()})),this.connect(this.model.properties.frames.change,(()=>{this.plot(!0)})),this.connect(this.model.properties.viewport.change,(()=>this._updateViewportFromProperty())),this.connect(this.model.properties.visibility.change,(()=>{this.el.style.visibility=this.model.visibility?\"visible\":\"hidden\"}))}async render(){super.render(),this.el.style.visibility=this.model.visibility?\"visible\":\"hidden\",this.el.appendChild(this._layout_wrapper),await this.plot(),window.Plotly.relayout(this._layout_wrapper,this.model.relayout)}_trace_data(){const t=[];for(let e=0;e<this.model.data.length;e++)t.push(this._get_trace(e,!1));return t}_layout_data(){const t=(0,h.deepCopy)(this.model.layout);if(this._relayouting){const{layout:e}=this._layout_wrapper;Object.keys(e).reduce(((e,o)=>{\"axis\"===o.slice(1,5)&&\"range\"in e&&(t[o].range=e.range)}),{})}return t}_install_callbacks(){this._layout_wrapper.on(\"plotly_relayout\",(t=>{!0!==t._update_from_property&&(this.model.relayout_data=d(this._layout_wrapper,t,\"relayout\"),this._updateViewportProperty(),this._end_relayouting())})),this._layout_wrapper.on(\"plotly_relayouting\",(()=>{\"mouseup\"!==this.model.viewport_update_policy&&(this._relayouting=!0,this._updateViewportProperty())})),this._layout_wrapper.on(\"plotly_restyle\",(t=>{this.model.restyle_data=d(this._layout_wrapper,t,\"restyle\"),this._updateViewportProperty()})),this._layout_wrapper.on(\"plotly_click\",(t=>{this.model.click_data=d(this._layout_wrapper,t,\"click\")})),this._layout_wrapper.on(\"plotly_hover\",(t=>{this.model.hover_data=d(this._layout_wrapper,t,\"hover\")})),this._layout_wrapper.on(\"plotly_selected\",(t=>{this.model.selected_data=d(this._layout_wrapper,t,\"selected\")})),this._layout_wrapper.on(\"plotly_clickannotation\",(t=>{delete t.event,delete t.fullAnnotation,this.model.clickannotation_data=t})),this._layout_wrapper.on(\"plotly_deselect\",(()=>{this.model.selected_data=null})),this._layout_wrapper.on(\"plotly_unhover\",(()=>{this.model.hover_data=null}))}async plot(t=!1){if(!window.Plotly)return;const e=this._trace_data(),o=this._layout_data();if(this._reacting=!0,t){const t={data:e,layout:o,config:this.model.config,frames:this.model.frames};await window.Plotly.newPlot(this._layout_wrapper,t)}else await window.Plotly.react(this._layout_wrapper,e,o,this.model.config),null!=this.model.frames&&await window.Plotly.addFrames(this._layout_wrapper,this.model.frames);var i,l;this._updateSetViewportFunction(),this._updateViewportProperty(),this._plotInitialized?(i=this._layout_wrapper,(l=window.getComputedStyle(i).display)&&\"none\"!==l&&window.Plotly.Plots.resize(this._layout_wrapper)):this._install_callbacks(),this._reacting=!1,this._plotInitialized=!0}after_layout(){super.after_layout(),(0,u.set_size)(this.el,this.model),window.Plotly&&this._plotInitialized&&window.Plotly.Plots.resize(this._layout_wrapper)}_get_trace(t,e){const o=(0,r.clone)(this.model.data[t]),i=this.model.data_sources[t];for(const t of i.columns()){let l=i.get_array(t)[0];if(null!=l.shape&&l.shape.length>1){const t=[],e=l.shape;for(let o=0;o<e[0];o++)t.push(l.slice(o*e[1],(o+1)*e[1]));l=t}let s=t.split(\".\"),r=s[s.length-1],a=o;for(let t of s.slice(0,-1))a=a[t];e&&1==s.length?a[r]=[l]:a[r]=l}return o}_updateViewportFromProperty(){if(!window.Plotly||this._settingViewport||this._reacting||!this.model.viewport)return;const t=this._layout_wrapper._fullLayout;Object.keys(this.model.viewport).reduce(((e,o)=>{if((0,a.isEqual)((0,h.get)(t,o),e))return!0;{let t=(0,h.deepCopy)(this.model.viewport);return t._update_from_property=!0,this._settingViewport=!0,window.Plotly.relayout(this.el,t).then((()=>{this._settingViewport=!1})),!1}}),{})}_updateViewportProperty(){const t=this._layout_wrapper._fullLayout;let e={};for(let o in t){if(!t.hasOwnProperty(o))continue;let i=o.slice(0,5);\"xaxis\"!==i&&\"yaxis\"!==i||(e[o+\".range\"]=(0,h.deepCopy)(t[o].range))}(0,a.isEqual)(e,this.model.viewport)||this._setViewport(e)}_updateSetViewportFunction(){\"continuous\"===this.model.viewport_update_policy||\"mouseup\"===this.model.viewport_update_policy?this._setViewport=t=>{this._settingViewport||(this._settingViewport=!0,this.model.viewport=t,this._settingViewport=!1)}:this._setViewport=(0,h.throttle)((t=>{this._settingViewport||(this._settingViewport=!0,this.model.viewport=t,this._settingViewport=!1)}),this.model.viewport_update_throttle)}}o.PlotlyPlotView=y,y.__name__=\"PlotlyPlotView\";class c extends n.HTMLBox{constructor(t){super(t)}static init_PlotlyPlot(){this.prototype.default_view=y,this.define((({Array:t,Any:e,Boolean:o,Ref:i,String:l,Nullable:s,Number:r})=>({data:[t(e),[]],layout:[e,{}],config:[e,{}],frames:[s(t(e)),null],data_sources:[t(i(p.ColumnDataSource)),[]],relayout:[s(e),{}],restyle:[s(e),{}],relayout_data:[e,{}],restyle_data:[t(e),[]],click_data:[e,{}],hover_data:[e,{}],clickannotation_data:[e,{}],selected_data:[e,{}],viewport:[e,{}],viewport_update_policy:[l,\"mouseup\"],viewport_update_throttle:[r,200],visibility:[o,!0],_render_count:[r,0]})))}}o.PlotlyPlot=c,c.__name__=\"PlotlyPlot\",c.__module__=\"panel.models.plotly\",c.init_PlotlyPlot()},\n      \"990b5dd5c7\": function _(t,n,r,e,o){e();r.get=(t,n,r)=>{const e=r=>String.prototype.split.call(n,r).filter(Boolean).reduce(((t,n)=>null!=t?t[n]:t),t),o=e(/[,[\\]]+?/)||e(/[,[\\].]+?/);return void 0===o||o===t?r:o},r.throttle=function(t,n){var r=0;return function(){var e=Number(new Date);e-r>=n&&(t(),r=e)}},r.deepCopy=function t(n){var r;if(null==n||\"object\"!=typeof n)return n;if(n instanceof Array){r=[];for(var e=0,o=n.length;e<o;e++)r[e]=t(n[e]);return r}if(n instanceof Object){const r={};for(const e in n){const o=e;n.hasOwnProperty(o)&&(r[o]=t(n[o]))}return r}throw new Error(\"Unable to copy obj! Its type isn't supported.\")},r.isPlainObject=function(t){return\"[object Object]\"===Object.prototype.toString.call(t)}},\n      \"979633320f\": function _(e,s,t,i,o){i();const l=e(\"@bokehjs/models/layouts/html_box\"),r=e(\"80a6464b1f\");class h extends l.HTMLBoxView{connect_signals(){super.connect_signals();const e=()=>{this.render(),this.root.compute_layout()};this.connect(this.model.properties.height.change,e),this.connect(this.model.properties.width.change,e),this.connect(this.model.properties.height_policy.change,e),this.connect(this.model.properties.width_policy.change,e),this.connect(this.model.properties.sizing_mode.change,e),this.connect(this.model.properties.active.change,(()=>this.setCSS())),this.connect(this.model.properties.bar_color.change,(()=>this.setCSS())),this.connect(this.model.properties.css_classes.change,(()=>this.setCSS())),this.connect(this.model.properties.value.change,(()=>this.setValue())),this.connect(this.model.properties.max.change,(()=>this.setMax()))}render(){super.render();const e=Object.assign(Object.assign({},this.model.style),{display:\"inline-block\"});this.progressEl=document.createElement(\"progress\"),this.setValue(),this.setMax(),(0,r.set_size)(this.progressEl,this.model),this.setCSS();for(const s in e)this.progressEl.style.setProperty(s,e[s]);this.el.appendChild(this.progressEl)}setCSS(){let e=this.model.css_classes.join(\" \")+\" \"+this.model.bar_color;this.model.active&&(e+=\" active\"),this.progressEl.className=e}setValue(){null==this.model.value?this.progressEl.value=0:this.model.value>=0?this.progressEl.value=this.model.value:this.model.value<0&&this.progressEl.removeAttribute(\"value\"),console.log(this.progressEl)}setMax(){null!=this.model.max&&(this.progressEl.max=this.model.max)}_update_layout(){let e=void 0!==this._prev_sizing_mode&&this._prev_sizing_mode!==this.model.sizing_mode;this._prev_sizing_mode=this.model.sizing_mode,this.layout=new r.CachedVariadicBox(this.el,this.model.sizing_mode,e),this.layout.set_sizing(this.box_sizing())}}t.ProgressView=h,h.__name__=\"ProgressView\";class n extends l.HTMLBox{constructor(e){super(e)}static init_Progress(){this.prototype.default_view=h,this.define((({Any:e,Boolean:s,Number:t,String:i})=>({active:[s,!0],bar_color:[i,\"primary\"],style:[e,{}],max:[t,100],value:[e,null]})))}}t.Progress=n,n.__name__=\"Progress\",n.__module__=\"panel.models.widgets\",n.init_Progress()},\n      \"d51a79a0a3\": function _(t,e,i,l,o){l();const s=t(\"@bokehjs/core/dom\"),n=t(\"@bokehjs/models/layouts/html_box\"),h=t(\"80a6464b1f\");class a extends h.PanelHTMLBoxView{initialize(){super.initialize(),this._container=(0,s.div)({})}connect_signals(){super.connect_signals(),this.connect(this.model.properties.disabled.change,(()=>this.quill.enable(!this.model.disabled))),this.connect(this.model.properties.text.change,(()=>{this._editing||(this._editing=!0,this.quill.enable(!1),this.quill.setContents([]),this.quill.clipboard.dangerouslyPasteHTML(this.model.text),this.quill.enable(!this.model.disabled),this._editing=!1)}));const{mode:t,toolbar:e,placeholder:i}=this.model.properties;this.on_change([i],(()=>{this.quill.root.setAttribute(\"data-placeholder\",this.model.placeholder)})),this.on_change([t,e],(()=>{this.render(),this._layout_toolbar()}))}_layout_toolbar(){if(null==this._toolbar)this.el.style.removeProperty(\"padding-top\");else{const t=this._toolbar.getBoundingClientRect().height+1;this.el.style.paddingTop=t+\"px\",this._toolbar.style.marginTop=-t+\"px\"}}render(){super.render(),this.el.appendChild(this._container);const t=\"bubble\"===this.model.mode?\"bubble\":\"snow\";this.quill=new window.Quill(this._container,{modules:{toolbar:this.model.toolbar},readOnly:!0,placeholder:this.model.placeholder,theme:t}),this._editor=this.el.querySelector(\".ql-editor\"),this._toolbar=this.el.querySelector(\".ql-toolbar\"),this.quill.clipboard.dangerouslyPasteHTML(this.model.text),this.quill.on(\"text-change\",(()=>{this._editing||(this._editing=!0,this.model.text=this._editor.innerHTML,this._editing=!1)})),this.model.disabled||this.quill.enable(!this.model.disabled)}after_layout(){super.after_layout(),this._layout_toolbar()}}i.QuillInputView=a,a.__name__=\"QuillInputView\";class d extends n.HTMLBox{constructor(t){super(t)}static init_QuillInput(){this.prototype.default_view=a,this.define((({Any:t,String:e})=>({mode:[e,\"toolbar\"],placeholder:[e,\"\"],text:[e,\"\"],toolbar:[t,null]}))),this.override({height:300})}}i.QuillInput=d,d.__name__=\"QuillInput\",d.__module__=\"panel.models.quill\",d.init_QuillInput()},\n      \"ad426de39c\": function _(e,t,n,s,i){s();const o=e(\"6f11f2ef27\"),l=e(\"4c02a9b43f\"),r=e(\"b3f51db71c\"),c=e(\"@bokehjs/core/build_views\"),a=e(\"@bokehjs/core/util/types\"),d=e(\"@bokehjs/models/layouts/html_box\"),h=e(\"@bokehjs/core/dom\"),_=e(\"@bokehjs/core/util/color\"),u=e(\"7f7d9e0c6b\"),p=e(\"d92f7d4d2b\"),m=e(\"3d7593ca5a\"),f=e(\"80a6464b1f\");function v(e,t,n){const s={};for(const e of n)s[`{${e}}`]=\"(.*)\";const i=[];let o=\"^\"+(e.replace(/[-\\/\\\\^$*+?.()|[\\]]/g,\"\\\\$&\")+\"$\");let l,r,c;for(const t in s)if(r=e.indexOf(t),r>-1){for(o=o.replace(t,s[t]),c={index:r,token:t},l=0;l<i.length&&i[l].index<r;l++);l<i.length?i.splice(l,0,c):i.push(c)}o=o.replace(/\\{[^{}]+\\}/g,\".*\");var a=new RegExp(o).exec(t);let d=null;if(a)for(d={},l=0;l<i.length;l++)d[i[l].token.slice(1,-1)]=a[l+1];return d}class g extends f.PanelHTMLBoxView{constructor(){super(...arguments),this._parent=null,this._changing=!1,this._event_listeners={},this._mutation_observers=[],this._script_fns={},this._state={}}initialize(){super.initialize(),this.html=(0,m.htmlDecode)(this.model.html)||this.model.html}_recursive_connect(e,t,n){for(const s in e.properties){let i;i=n.length?`${n}.${s}`:s;const o=e[s];null!=o&&(null!=o.properties&&this._recursive_connect(o,!0,i),this.connect(e.properties[s].change,(()=>{if(t)for(const t in this.model.children)if(this.model.children[t]==s){let n=e[s];return(0,a.isArray)(n)||(n=[n]),this._render_node(t,n),void this.invalidate_layout()}this._changing||(this._update(i),this.invalidate_layout())})))}}connect_signals(){super.connect_signals(),this.connect(this.model.properties.children.change,(async()=>{this.html=(0,m.htmlDecode)(this.model.html)||this.model.html,await this.rebuild(),this.invalidate_layout()})),this._recursive_connect(this.model.data,!0,\"\"),this.connect(this.model.properties.events.change,(()=>{this._remove_event_listeners(),this._setup_event_listeners()})),this.connect_scripts()}connect_scripts(){const e=this.model.data.id;for(let t in this.model.scripts){const n=this.model.scripts[t];let s,i=this.model.data;if(t.indexOf(\".\")>=0){const e=t.split(\".\");s=e[e.length-1];for(const t of e.slice(0,-1))i=i[t]}else s=t;for(const o of n){const n=(0,m.htmlDecode)(o)||o,l=this._render_script(n,e);this._script_fns[t]=l;const r=i.properties[s];null!=r&&this.connect(r.change,(()=>{this._changing||this.run_script(t)}))}}}run_script(e,t=!1){const n=this._script_fns[e];if(void 0===n)return void(t||console.log(`Script '${e}' could not be found.`));const s={get_records:(e,t)=>this.get_records(e,t)};for(const e in this._script_fns)s[e]=()=>this.run_script(e);return n(this.model,this.model.data,this._state,this,(e=>this.run_script(e)),s)}get_records(e,t=!0){return(0,u.dict_to_records)(this.model.data[e],t)}disconnect_signals(){super.disconnect_signals(),this._remove_event_listeners(),this._remove_mutation_observers(),this.run_script(\"remove\",!0)}get child_models(){const e=[];for(const t in this.model.children)for(const n of this.model.children[t])\"string\"!=typeof n&&e.push(n);return e}async build_child_views(){await(0,c.build_views)(this._child_views,this.child_models,{parent:null})}compute_layout(){this.root!=this?super.compute_layout():(this.update_position(),this.after_layout(),this.notify_finished())}after_layout(){for(const e of this.child_views)e.after_layout();this.run_script(\"after_layout\",!0),this._has_finished=!0}update_layout(){for(const e of this.child_views)this._align_view(e),e.compute_viewport(),e.update_layout(),e.compute_layout();this.root!=this&&this._update_layout()}_align_view(e){const{align:t}=e.model;let n,s;(0,a.isArray)(t)?[n,s]=t:n=s=t,\"center\"===n?(e.el.style.marginLeft=\"auto\",e.el.style.marginRight=\"auto\"):\"end\"===n&&(e.el.style.marginLeft=\"auto\"),\"center\"===s?(e.el.style.marginTop=\"auto\",e.el.style.marginBottom=\"auto\"):\"end\"===s&&(e.el.style.marginTop=\"auto\")}render(){(0,h.empty)(this.el);const{background:e}=this.model;this.el.style.backgroundColor=null!=e?(0,_.color2css)(e):\"\",(0,h.classes)(this.el).clear().add(...this.css_classes()),this._update(),this._render_children(),this._setup_mutation_observers(),this._setup_event_listeners(),this.run_script(\"render\",!0)}_send_event(e,t,n){let s=(0,p.serializeEvent)(n);s.type=t;for(const e in s)void 0===s[e]&&delete s[e];this.model.trigger_event(new m.DOMEvent(e,s))}_render_child(e,t){const n=this._child_views.get(e);null==n?t.innerHTML=(0,m.htmlDecode)(e)||e:(n._parent=this,n.renderTo(t))}resize_layout(){null!=this._parent&&this._parent.resize_layout(),this.root!=this&&super.resize_layout()}invalidate_layout(){null!=this._parent&&this._parent.invalidate_layout(),this.root!=this&&this.root.has_finished()&&super.invalidate_layout()}update_position(){if(this.root!=this)return void super.update_position();this.el.style.display=this.model.visible?\"block\":\"none\",(0,f.set_size)(this.el,this.model);let{margin:e}=this.model,t=null;if(null==e)this.el.style.margin=\"\";else{if((0,a.isNumber)(e))t={top:e,right:e,bottom:e,left:e};else if(2==e.length){const[n,s]=e;t={top:n,right:s,bottom:n,left:s}}else{const[n,s,i,o]=e;t={top:n,right:s,bottom:i,left:o}}const{top:n,right:s,bottom:i,left:o}=t;this.el.style.padding=`${n}px ${s}px ${i}px ${o}px`}for(const e of this.child_views)e.update_position()}_render_node(e,t){const n=this.model.data.id;if(this.model.looped.indexOf(e)>-1)for(let s=0;s<t.length;s++){let i=document.getElementById(`${e}-${s}-${n}`);null!=i?this._render_child(t[s],i):console.warn(`DOM node '${e}-${s}-${n}' could not be found. Cannot render children.`)}else{let s=document.getElementById(`${e}-${n}`);if(null==s)return void console.warn(`DOM node '${e}-${n}' could not be found. Cannot render children.`);for(const e of t)this._render_child(e,s)}}_render_children(){for(const e in this.model.children){let t=this.model.children[e];\"string\"==typeof t&&(t=this.model.data[t],(0,a.isArray)(t)||(t=[t])),this._render_node(e,t)}}_render_html(e,t={}){let n=e,s=\"\";const i=[];for(const e in this.model.callbacks)for(const t of this.model.callbacks[e]){const[o,l]=t;let r;if(n=n.replaceAll(\"${\"+l+\"}\",\"$--{\"+l+\"}\"),l.startsWith(\"script(\")){const e=l.replace(\"('\",\"_\").replace(\"')\",\"\").replace('(\"',\"_\").replace('\")',\"\").replace(\"-\",\"_\"),t=e.replaceAll(\"script_\",\"\");n=n.replaceAll(l,e),r=`\\n          const ${e} = (event) => {\\n            view._state.event = event\\n            view.run_script(\"${t}\")\\n            delete view._state.event\\n          }\\n          `}else r=`\\n          const ${l} = (event) => {\\n            let elname = \"${e}\"\\n            if (RegExp(\"{{.*loop.index.*}}\").test(elname)) {\\n              const pattern = RegExp(elname.replace(/{{(.+?)}}/g, String.fromCharCode(92) + \"d+\"))\\n              for (const p of event.path) {\\n                if (pattern.exec(p.id) != null) {\\n                  elname = p.id.split(\"-\").slice(null, -1).join(\"-\")\\n                  break\\n                }\\n              }\\n            }\\n            view._send_event(elname, \"${o}\", event)\\n          }\\n          `;i.indexOf(l)>-1||(i.push(l),s+=r)}return n=n.replaceAll(\"${model.\",\"$-{model.\").replaceAll(\"${\",\"${data.\").replaceAll(\"$-{model.\",\"${model.\").replaceAll(\"$--{\",\"${\"),new Function(\"view, model, data, state, html, useCallback\",s+\"return html`\"+n+\"`;\")(this,this.model,this.model.data,t,r.html,l.useCallback)}_render_script(e,t){const n=[];for(const s of this.model.nodes){const i=s.replace(\"-\",\"_\");if(-1===e.indexOf(i))continue;const o=`\\n      const ${i} = document.getElementById('${s}-${t}')\\n      if (${i} == null) {\\n        console.warn(\"DOM node '${s}' could not be found. Cannot execute callback.\")\\n        return\\n      }\\n      `;n.push(o)}return n.push(\"\\n    if (state.event !== undefined) {\\n      const event = state.event\\n    }\\n    \"),n.push(e),new Function(\"model, data, state, view, script, self\",n.join(\"\\n\"))}_remove_mutation_observers(){for(const e of this._mutation_observers)e.disconnect();this._mutation_observers=[]}_setup_mutation_observers(){const e=this.model.data.id;for(const t in this.model.attrs){const n=document.getElementById(`${t}-${e}`);if(null==n){console.warn(`DOM node '${t}-${e}' could not be found. Cannot set up MutationObserver.`);continue}const s=new MutationObserver((()=>{this._update_model(n,t)}));s.observe(n,{attributes:!0}),this._mutation_observers.push(s)}}_remove_event_listeners(){const e=this.model.data.id;for(const t in this._event_listeners){const n=document.getElementById(`${t}-${e}`);if(null!=n)for(const e in this._event_listeners[t]){const s=this._event_listeners[t][e];n.removeEventListener(e,s)}}this._event_listeners={}}_setup_event_listeners(){const e=this.model.data.id;for(const t in this.model.events){const n=document.getElementById(`${t}-${e}`);if(null==n){console.warn(`DOM node '${t}-${e}' could not be found. Cannot subscribe to DOM events.`);continue}const s=this.model.events[t];for(const e in s){const i=i=>{this._send_event(t,e,i),t in this.model.attrs&&s[e]&&this._update_model(n,t)};n.addEventListener(e,i),t in this._event_listeners||(this._event_listeners[t]={}),this._event_listeners[t][e]=i}}}_update(e=null){if(null==e||this.html.indexOf(`\\${${e}}`)>-1){const e=this._render_html(this.html);try{this._changing=!0,(0,o.render)(e,this.el)}finally{this._changing=!1}}}_update_model(e,t){if(this._changing)return;const n={};for(const s of this.model.attrs[t]){const[i,o,l]=s;let r=\"children\"===i?e.innerHTML:e[i];if(1===o.length&&`{${o[0]}}`===l)n[o[0]]=r;else if(\"string\"==typeof r)if(r=v(l,r,o),null==r)console.warn(`Could not resolve parameters in ${t} element ${i} attribute value ${r}.`);else for(const e in r)void 0===r[e]?console.warn(`Could not resolve ${e} in ${t} element ${i} attribute value ${r}.`):n[e]=r[e]}try{this._changing=!0,this.model.data.setv(function(e){const t={};for(const n in e){let s=e[n];\"string\"!=typeof s?s=s:\"\"===s||\"NaN\"!==s&&isNaN(Number(s))?\"false\"!==s&&\"true\"!==s||(s=\"true\"===s):s=Number(s),t[n]=s}return t}(n))}catch(e){console.log(\"Could not serialize\",n)}finally{this._changing=!1}}}n.ReactiveHTMLView=g,g.__name__=\"ReactiveHTMLView\";class $ extends d.HTMLBox{constructor(e){super(e)}static init_ReactiveHTML(){this.prototype.default_view=g,this.define((({Array:e,Any:t,String:n})=>({attrs:[t,{}],callbacks:[t,{}],children:[t,{}],data:[t],events:[t,{}],html:[n,\"\"],looped:[e(n),[]],nodes:[e(n),[]],scripts:[t,{}]})))}}n.ReactiveHTML=$,$.__name__=\"ReactiveHTML\",$.__module__=\"panel.models.reactive_html\",$.init_ReactiveHTML()},\n      \"ab54efe08a\": function _(e,t,s,i,n){i();const l=e(\"tslib\"),o=e(\"@bokehjs/core/dom\"),c=e(\"@bokehjs/core/util/types\"),r=e(\"@bokehjs/models/widgets/input_widget\"),d=(0,l.__importStar)(e(\"@bokehjs/styles/widgets/inputs.css\"));class h extends r.InputWidgetView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.value.change,(()=>this.render_selection())),this.connect(this.model.properties.options.change,(()=>this.render())),this.connect(this.model.properties.disabled_options.change,(()=>this.render())),this.connect(this.model.properties.name.change,(()=>this.render())),this.connect(this.model.properties.title.change,(()=>this.render())),this.connect(this.model.properties.size.change,(()=>this.render())),this.connect(this.model.properties.disabled.change,(()=>this.render()))}render(){super.render();const e=this.model.options.map((e=>{let t,s;(0,c.isString)(e)?t=s=e:[t,s]=e;let i=this.model.disabled_options.includes(t);return(0,o.option)({value:t,disabled:i},s)}));this.select_el=(0,o.select)({multiple:!1,class:d.input,name:this.model.name,disabled:this.model.disabled},e),this.select_el.style.backgroundImage=\"none\",this.select_el.addEventListener(\"change\",(()=>this.change_input())),this.group_el.appendChild(this.select_el),this.render_selection()}render_selection(){const e=this.model.value;for(const t of this.el.querySelectorAll(\"option\"))t.value===e&&(t.selected=!0);this.select_el.size=this.model.size}change_input(){const e=null!=this.el.querySelector(\"select:focus\");let t=null;for(const e of this.el.querySelectorAll(\"option\"))if(e.selected){t=e.value;break}this.model.value=t,super.change_input(),e&&this.select_el.focus()}}s.SingleSelectView=h,h.__name__=\"SingleSelectView\";class a extends r.InputWidget{constructor(e){super(e)}static init_SingleSelect(){this.prototype.default_view=h,this.define((({Any:e,Array:t,Int:s,String:i})=>({disabled_options:[t(i),[]],options:[t(e),[]],size:[s,4],value:[i,\"\"]})))}}s.SingleSelect=a,a.__name__=\"SingleSelect\",a.__module__=\"panel.models.widgets\",a.init_SingleSelect()},\n      \"a96be0bcc9\": function _(t,e,i,o,n){o();const s=t(\"@bokehjs/models/layouts/html_box\"),r=\"Click to START the speech recognition.\",{webkitSpeechRecognition:h}=window,{webkitSpeechGrammarList:l}=window;class a extends s.HTMLBoxView{initialize(){var t,e;super.initialize(),this.recognition=new h,this.recognition.lang=this.model.lang,this.recognition.continuous=this.model.continuous,this.recognition.interimResults=this.model.interim_results,this.recognition.maxAlternatives=this.model.max_alternatives,this.recognition.serviceURI=this.model.service_uri,this.setGrammars(),this.recognition.onresult=t=>{this.model.results=function(t){const e=[];for(let o of t){let t=[],n={is_final:o.isFinal,alternatives:t};for(let e=0;e<o.length;e++){let n={confidence:(i=o[e].confidence,Math.round(100*(i+Number.EPSILON))/100),transcript:o[e].transcript};t.push(n)}n.alternatives=t,e.push(n)}var i;return e}(t.results)},this.recognition.onerror=t=>{console.log(\"SpeechToText Error\"),console.log(t)},this.recognition.onnomatch=t=>{console.log(\"SpeechToText No Match\"),console.log(t)},this.recognition.onaudiostart=()=>this.model.audio_started=!0,this.recognition.onaudioend=()=>this.model.audio_started=!1,this.recognition.onsoundstart=()=>this.model.sound_started=!0,this.recognition.onsoundend=()=>this.model.sound_started=!1,this.recognition.onspeechstart=()=>this.model.speech_started=!0,this.recognition.onspeechend=()=>this.model.speech_started=!1,this.recognition.onstart=()=>{this.buttonEl.onclick=()=>{this.recognition.stop()},this.buttonEl.innerHTML=this.iconStarted(),this.buttonEl.setAttribute(\"title\",\"Click to STOP the speech recognition.\"),this.model.started=!0},this.recognition.onend=()=>{this.buttonEl.onclick=()=>{this.recognition.start()},this.buttonEl.innerHTML=this.iconNotStarted(),this.buttonEl.setAttribute(\"title\",r),this.model.started=!1},this.buttonEl=(t=`<button class=\"bk bk-btn bk-btn-${this.model.button_type}\" type=\"button\" title=\"${r}\"></button>`,e=document.createElement(\"template\"),t=t.trim(),e.innerHTML=t,e.content.firstChild),this.buttonEl.innerHTML=this.iconNotStarted(),this.buttonEl.onclick=()=>this.recognition.start()}iconStarted(){return\"\"!==this.model.button_started?this.model.button_started:'<svg xmlns=\"http://www.w3.org/2000/svg\" height=\"22px\" style=\"vertical-align: middle;\" fill=\"currentColor\" class=\"bi bi-mic\" viewBox=\"0 0 16 16\">\\n  <path fill-rule=\"evenodd\" d=\"M3.5 6.5A.5.5 0 0 1 4 7v1a4 4 0 0 0 8 0V7a.5.5 0 0 1 1 0v1a5 5 0 0 1-4.5 4.975V15h3a.5.5 0 0 1 0 1h-7a.5.5 0 0 1 0-1h3v-2.025A5 5 0 0 1 3 8V7a.5.5 0 0 1 .5-.5z\"/>\\n  <path fill-rule=\"evenodd\" d=\"M10 8V3a2 2 0 1 0-4 0v5a2 2 0 1 0 4 0zM8 0a3 3 0 0 0-3 3v5a3 3 0 0 0 6 0V3a3 3 0 0 0-3-3z\"/>\\n</svg>'}iconNotStarted(){return\"\"!==this.model.button_not_started?this.model.button_not_started:'<svg xmlns=\"http://www.w3.org/2000/svg\" height=\"22px\" style=\"vertical-align: middle;\" fill=\"currentColor\" class=\"bi bi-mic-mute\" viewBox=\"0 0 16 16\">\\n<path fill-rule=\"evenodd\" d=\"M12.734 9.613A4.995 4.995 0 0 0 13 8V7a.5.5 0 0 0-1 0v1c0 .274-.027.54-.08.799l.814.814zm-2.522 1.72A4 4 0 0 1 4 8V7a.5.5 0 0 0-1 0v1a5 5 0 0 0 4.5 4.975V15h-3a.5.5 0 0 0 0 1h7a.5.5 0 0 0 0-1h-3v-2.025a4.973 4.973 0 0 0 2.43-.923l-.718-.719zM11 7.88V3a3 3 0 0 0-5.842-.963l.845.845A2 2 0 0 1 10 3v3.879l1 1zM8.738 9.86l.748.748A3 3 0 0 1 5 8V6.121l1 1V8a2 2 0 0 0 2.738 1.86zm4.908 3.494l-12-12 .708-.708 12 12-.708.707z\"/>\\n</svg>'}setIcon(){this.model.started?this.buttonEl.innerHTML=this.iconStarted():this.buttonEl.innerHTML=this.iconNotStarted()}connect_signals(){super.connect_signals(),this.connect(this.model.properties.start.change,(()=>{this.model.start=!1,this.recognition.start()})),this.connect(this.model.properties.stop.change,(()=>{this.model.stop=!1,this.recognition.stop()})),this.connect(this.model.properties.abort.change,(()=>{this.model.abort=!1,this.recognition.abort()})),this.connect(this.model.properties.grammars.change,(()=>this.setGrammars())),this.connect(this.model.properties.lang.change,(()=>this.recognition.lang=this.model.lang)),this.connect(this.model.properties.continuous.change,(()=>this.recognition.continuous=this.model.continuous)),this.connect(this.model.properties.interim_results.change,(()=>this.recognition.interimResults=this.model.interim_results)),this.connect(this.model.properties.max_alternatives.change,(()=>this.recognition.maxAlternatives=this.model.max_alternatives)),this.connect(this.model.properties.service_uri.change,(()=>this.recognition.serviceURI=this.model.service_uri)),this.connect(this.model.properties.button_type.change,(()=>this.buttonEl.className=`bk bk-btn bk-btn-${this.model.button_type}`)),this.connect(this.model.properties.button_hide.change,(()=>this.render()));const{button_not_started:t,button_started:e}=this.model.properties;this.on_change([t,e],(()=>this.setIcon()))}setGrammars(){this.recognition.grammars=function(t){if(t){var e=new l;for(let i of t)i.src?e.addFromString(i.src,i.weight):i.uri&&e.addFromURI(i.uri,i.weight);return e}return null}(this.model.grammars)}render(){super.render(),this.model.button_hide||this.el.appendChild(this.buttonEl)}}i.SpeechToTextView=a,a.__name__=\"SpeechToTextView\";class c extends s.HTMLBox{constructor(t){super(t)}static init_SpeechToText(){this.prototype.default_view=a,this.define((({Array:t,Boolean:e,Number:i,String:o})=>({start:[e,!1],stop:[e,!1],abort:[e,!1],grammars:[t(o),[]],lang:[o,\"\"],continuous:[e,!1],interim_results:[e,!1],max_alternatives:[i,1],service_uri:[o],started:[e,!1],audio_started:[e,!1],sound_started:[e,!1],speech_started:[e,!1],button_type:[o,\"light\"],button_hide:[e,!1],button_not_started:[o,\"\"],button_started:[o,\"\"],results:[t(o),[]]})))}}i.SpeechToText=c,c.__name__=\"SpeechToText\",c.__module__=\"panel.models.speech_to_text\",c.init_SpeechToText()},\n      \"bfa46a5f19\": function _(e,t,s,a,i){a();const o=e(\"@bokehjs/core/view\"),c=e(\"@bokehjs/core/util/array\"),n=e(\"@bokehjs/model\"),h=e(\"@bokehjs/protocol/receiver\");class _ extends o.View{renderTo(){}}s.StateView=_,_.__name__=\"StateView\";class r extends n.Model{constructor(e){super(e),this._receiver=new h.Receiver,this._cache={}}apply_state(e){this._receiver.consume(e.header),this._receiver.consume(e.metadata),this._receiver.consume(e.content),this._receiver.message&&this.document&&this.document.apply_json_patch(this._receiver.message.content)}_receive_json(e,t){const s=JSON.parse(e);this._cache[t]=s;let a=this.state;for(const e of this.values)a=a[e];a===t?this.apply_state(s):this._cache[a]&&this.apply_state(this._cache[a])}set_state(e,t){let s=(0,c.copy)(this.values);s[this.widgets[e.id]]=t;let a=this.state;for(const e of s)a=a[e];var i,o,n;this.values=s,this.json?this._cache[a]?this.apply_state(this._cache[a]):(i=a,o=e=>this._receive_json(e,a),(n=new XMLHttpRequest).overrideMimeType(\"application/json\"),n.open(\"GET\",i,!0),n.onreadystatechange=function(){4==n.readyState&&200==n.status&&o(n.responseText)},n.send(null)):this.apply_state(a)}static init_State(){this.prototype.default_view=_,this.define((({Any:e,Boolean:t})=>({json:[t,!1],state:[e,{}],widgets:[e,{}],values:[e,[]]})))}}s.State=r,r.__name__=\"State\",r.__module__=\"panel.models.state\",r.init_State()},\n      \"f693d9aa84\": function _(e,t,s,i,l){i();const h=e(\"tslib\"),a=e(\"@bokehjs/core/layout\"),o=e(\"@bokehjs/core/dom\"),d=e(\"@bokehjs/core/util/array\"),c=e(\"@bokehjs/models/layouts/tabs\"),r=e(\"@bokehjs/models/layouts/layout_dom\"),n=(0,h.__importStar)(e(\"@bokehjs/styles/tabs.css\")),_=(0,h.__importStar)(e(\"@bokehjs/styles/buttons.css\")),p=(0,h.__importStar)(e(\"@bokehjs/styles/menus.css\"));function b(e){e.style.visibility=\"\",e.style.opacity=\"\"}function u(e){e.style.visibility=\"hidden\",e.style.opacity=\"0\"}class m extends c.TabsView{connect_signals(){super.connect_signals();let e=this;for(;null!=e;)e.model.type.endsWith(\"Tabs\")&&e.connect(e.model.properties.active.change,(()=>this.update_zindex())),e=e.parent||e._parent}get is_visible(){let e=this.parent,t=this;for(;null!=e;){if(e.model.type.endsWith(\"Tabs\")&&e.child_views.indexOf(t)!==e.model.active)return!1;t=e,e=e.parent||e._parent}return!0}_update_layout(){const e=this.model.tabs_location,t=\"above\"==e||\"below\"==e,{scroll_el:s,headers_el:i}=this;this.header=new class extends a.ContentBox{_measure(e){const l=(0,o.size)(s),h=(0,o.children)(i).slice(0,3).map((e=>(0,o.size)(e))),{width:a,height:c}=super._measure(e);if(t){const t=l.width+(0,d.sum)(h.map((e=>e.width)));return{width:e.width!=1/0?e.width:t,height:c}}{const t=l.height+(0,d.sum)(h.map((e=>e.height)));return{width:a,height:e.height!=1/0?e.height:t}}}}(this.header_el);let{width_policy:l,height_policy:h}=this.model;\"auto\"==l&&(l=this._width_policy()),\"auto\"==h&&(h=this._height_policy());const{sizing_mode:c}=this.model;null!=c&&(\"fixed\"==c?l=h=\"fixed\":\"stretch_both\"==c?l=h=\"max\":\"stretch_width\"==c?l=\"max\":\"stretch_height\"==c&&(h=\"max\")),t?this.header.set_sizing({width_policy:l,height_policy:\"fixed\"}):this.header.set_sizing({width_policy:\"fixed\",height_policy:h});let r=1,n=1;switch(e){case\"above\":r-=1;break;case\"below\":r+=1;break;case\"left\":n-=1;break;case\"right\":n+=1}const _={layout:this.header,row:r,col:n},p=this.child_views.map((e=>({layout:e.layout,row:1,col:1})));this.layout=new a.Grid([_,...p]),this.layout.set_sizing(this.box_sizing())}update_zindex(){const{child_views:e}=this;for(const t of e)null!=t&&null!=t.el&&(t.el.style.zIndex=\"\");if(this.is_visible){const t=e[this.model.active];null!=t&&null!=t.el&&(t.el.style.zIndex=\"1\")}}update_position(){super.update_position(),this.header_el.style.position=\"absolute\",(0,o.position)(this.header_el,this.header.bbox);const e=this.model.tabs_location,t=\"above\"==e||\"below\"==e,s=(0,o.size)(this.scroll_el),i=(0,o.scroll_size)(this.headers_el);if(t){const{width:e}=this.header.bbox;i.width>e?(this.wrapper_el.style.maxWidth=e-s.width+\"px\",(0,o.display)(this.scroll_el),this.do_scroll(this.model.active)):(this.headers_el.style.left=\"0px\",this.wrapper_el.style.maxWidth=\"\",(0,o.undisplay)(this.scroll_el))}else{const{height:e}=this.header.bbox;i.height>e?(this.wrapper_el.style.maxHeight=e-s.height+\"px\",(0,o.display)(this.scroll_el),this.do_scroll(this.model.active)):(this.headers_el.style.top=\"0px\",this.wrapper_el.style.maxHeight=\"\",(0,o.undisplay)(this.scroll_el))}const{child_views:l}=this;for(const e of l)u(e.el),e.el.style.removeProperty(\"zIndex\");const h=l[this.model.active];null!=h&&b(h.el)}render(){r.LayoutDOMView.prototype.render.call(this);let{active:e}=this.model;const t=this.model.tabs.map(((t,s)=>{const i=(0,o.div)({class:[n.tab,s==e?n.active:null]},t.title);if(i.addEventListener(\"click\",(e=>{this.model.disabled||e.target==e.currentTarget&&this.change_active(s)})),t.closable){const e=(0,o.div)({class:n.close});e.addEventListener(\"click\",(e=>{if(e.target==e.currentTarget){this.model.tabs=(0,d.remove_at)(this.model.tabs,s);const e=this.model.tabs.length;this.model.active>e-1&&(this.model.active=e-1)}})),i.appendChild(e)}return(this.model.disabled||t.disabled)&&i.classList.add(n.disabled),i}));this.headers_el=(0,o.div)({class:[n.headers]},t),this.wrapper_el=(0,o.div)({class:n.headers_wrapper},this.headers_el),this.left_el=(0,o.div)({class:[_.btn,_.btn_default],disabled:\"\"},(0,o.div)({class:[p.caret,n.left]})),this.right_el=(0,o.div)({class:[_.btn,_.btn_default]},(0,o.div)({class:[p.caret,n.right]})),this.left_el.addEventListener(\"click\",(()=>this.do_scroll(\"left\"))),this.right_el.addEventListener(\"click\",(()=>this.do_scroll(\"right\"))),this.scroll_el=(0,o.div)({class:_.btn_group},this.left_el,this.right_el);const s=this.model.tabs_location;this.header_el=(0,o.div)({class:[n.tabs_header,n[s]]},this.scroll_el,this.wrapper_el),this.el.appendChild(this.header_el),this.update_zindex(),-1===e&&this.model.tabs.length&&(this.model.active=0)}on_active_change(){const e=this.model.active,t=(0,o.children)(this.headers_el);for(const e of t)e.classList.remove(n.active);t[e].classList.add(n.active);const{child_views:s}=this;for(const e of s)u(e.el);b(s[e].el)}}s.TabsView=m,m.__name__=\"TabsView\";class y extends c.Tabs{constructor(e){super(e)}static init_Tabs(){this.prototype.default_view=m,this.define((({})=>({})))}}s.Tabs=y,y.__name__=\"Tabs\",y.__module__=\"panel.models.tabs\",y.init_Tabs()},\n      \"3ea011fa55\": function _(e,t,i,n,s){n();const r=e(\"@bokehjs/models/layouts/html_box\"),o=e(\"@bokehjs/core/dom\"),l=e(\"@bokehjs/core/bokeh_events\"),a=e(\"80a6464b1f\");class h extends l.ModelEvent{constructor(e){super(),this.key=e,this.event_name=\"keystroke\"}_to_json(){return{model:this.origin,key:this.key}}}i.KeystrokeEvent=h,h.__name__=\"KeystrokeEvent\";class d extends a.PanelHTMLBoxView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.output.change,this.write),this.connect(this.model.properties._clears.change,this.clear)}render(){super.render(),this.container=(0,o.div)({class:\"terminal-container\"}),(0,a.set_size)(this.container,this.model),this.term=this.getNewTerminal(),this.term.onData((e=>{this.handleOnData(e)})),this.webLinksAddon=this.getNewWebLinksAddon(),this.term.loadAddon(this.webLinksAddon),this.term.open(this.container),this.term.onRender((()=>{this._rendered||this.fit()})),this.write(),this.el.appendChild(this.container)}getNewTerminal(){const e=window;return e.Terminal?new e.Terminal(this.model.options):new e.xtermjs.Terminal(this.model.options)}getNewWebLinksAddon(){return new window.WebLinksAddon.WebLinksAddon}handleOnData(e){this.model.trigger_event(new h(e))}write(){const e=this.model.output;if(null==e||!e.length)return;const t=e.replace(/\\r?\\n/g,\"\\r\\n\");this.term.write(t)}clear(){this.term.clear()}fit(){const e=this.box_sizing(),t=null==e.margin?0:e.margin.top+e.margin.bottom,i=null==e.margin?0:e.margin.left+e.margin.right,n=(this.layout.inner_bbox.width||this.model.width||0)-i,s=(this.layout.inner_bbox.height||this.model.height||0)-t,r=this.term._core._renderService,o=r.dimensions.actualCellWidth||9,l=r.dimensions.actualCellHeight||18;if(null==n||null==s||n<=0||s<=0)return;const a=Math.max(2,Math.floor(n/o)),h=Math.max(1,Math.floor(s/l));this.term.rows===h&&this.term.cols===a||this.term.resize(a,h),this.model.ncols=a,this.model.nrows=h,this._rendered=!0}after_layout(){super.after_layout(),this.fit()}resize_layout(){super.resize_layout(),this.fit()}}i.TerminalView=d,d.__name__=\"TerminalView\";class m extends r.HTMLBox{constructor(e){super(e)}static init_Terminal(){this.prototype.default_view=d,this.define((({Any:e,Int:t,String:i})=>({_clears:[t,0],options:[e,{}],output:[i],ncols:[t],nrows:[t]})))}}i.Terminal=m,m.__name__=\"Terminal\",m.__module__=\"panel.models.terminal\",m.init_Terminal()},\n      \"33cd2c254e\": function _(e,s,i,t,n){t();const h=e(\"@bokehjs/models/layouts/html_box\");function o(e){var s=[];for(let t of e){var i={default:t.default,lang:t.lang,local_service:t.localService,name:t.name,voice_uri:t.voiceURI};s.push(i)}return s}class c extends h.HTMLBoxView{initialize(){super.initialize(),this.model.paused=speechSynthesis.paused,this.model.pending=speechSynthesis.pending,this.model.speaking=speechSynthesis.speaking,this._callback=window.setInterval((function(){!speechSynthesis.paused&&speechSynthesis.speaking&&window.speechSynthesis.resume()}),1e4);const e=()=>{\"undefined\"!=typeof speechSynthesis&&(this.voices=speechSynthesis.getVoices(),this.voices&&(this.model.voices=o(this.voices)))};e(),\"undefined\"!=typeof speechSynthesis&&void 0!==speechSynthesis.onvoiceschanged&&(speechSynthesis.onvoiceschanged=e)}remove(){null!=this._callback&&clearInterval(this._callback),speechSynthesis.cancel(),super.remove()}connect_signals(){super.connect_signals(),this.connect(this.model.properties.speak.change,(()=>{this.speak()})),this.connect(this.model.properties.pause.change,(()=>{this.model.pause=!1,speechSynthesis.pause()})),this.connect(this.model.properties.resume.change,(()=>{this.model.resume=!1,speechSynthesis.resume()})),this.connect(this.model.properties.cancel.change,(()=>{this.model.cancel=!1,speechSynthesis.cancel()}))}speak(){let e=new SpeechSynthesisUtterance(this.model.speak.text);if(e.pitch=this.model.speak.pitch,e.volume=this.model.speak.volume,e.rate=this.model.speak.rate,this.model.voices)for(let s of this.voices)s.name===this.model.speak.voice&&(e.voice=s);e.onpause=()=>this.model.paused=!0,e.onstart=()=>{this.model.speaking=!0,this.model.paused=!1,this.model.pending=speechSynthesis.pending},e.onresume=()=>this.model.paused=!1,e.onend=()=>{this.model.speaking=!1,this.model.paused=!1,this.model.pending=speechSynthesis.pending},speechSynthesis.speak(e),this.model.paused=speechSynthesis.paused,this.model.pending=speechSynthesis.pending}render(){super.render(),this.model.voices||(this.model.voices=o(this.voices)),null!=this.model.speak&&this.model.speak.text&&this.speak()}}i.TextToSpeechView=c,c.__name__=\"TextToSpeechView\";class p extends h.HTMLBox{constructor(e){super(e)}static init_TextToSpeech(){this.prototype.default_view=c,this.define((({Any:e,Array:s,Boolean:i})=>({paused:[i,!1],pending:[i,!1],speaking:[i,!1],voices:[s(e),[]],cancel:[i,!1],pause:[i,!1],resume:[i,!1],speak:[e,{}]})))}}i.TextToSpeech=p,p.__name__=\"TextToSpeech\",p.__module__=\"panel.models.text_to_speech\",p.init_TextToSpeech()},\n      \"effe070807\": function _(t,e,i,l,o){l();const s=t(\"@bokehjs/models/layouts/html_box\"),h=t(\"@bokehjs/core/build_views\"),a=t(\"@bokehjs/models/plots\"),n=t(\"@bokehjs/models/glyphs\"),d=t(\"@bokehjs/core/dom\"),r=t(\"@bokehjs/models/sources/column_data_source\"),c=t(\"@bokehjs/models/formatters\");class p extends s.HTMLBoxView{initialize(){super.initialize(),this.containerDiv=(0,d.div)({style:\"height:100%; width:100%;\"}),this.titleDiv=(0,d.div)({style:\"font-size: 1em; word-wrap: break-word;\"}),this.valueDiv=(0,d.div)({style:\"font-size: 2em\"}),this.value2Div=(0,d.div)({style:\"font-size: 1em; opacity: 0.5; display: inline\"}),this.changeDiv=(0,d.div)({style:\"font-size: 1em; opacity: 0.5; display: inline\"}),this.textDiv=(0,d.div)({},this.titleDiv,this.valueDiv,(0,d.div)({},this.changeDiv,this.value2Div)),this.updateTitle(),this.updateValue(),this.updateValue2(),this.updateValueChange(),this.updateTextFontSize(),this.plotDiv=(0,d.div)({}),this.containerDiv=(0,d.div)({style:\"height:100%; width:100%\"},this.textDiv,this.plotDiv),this.updateLayout()}connect_signals(){super.connect_signals();const{pos_color:t,neg_color:e}=this.model.properties;this.on_change([t,e],(()=>this.updateValueChange()));const{plot_color:i,plot_type:l,width:o,height:s,sizing_mode:h}=this.model.properties;this.on_change([i,l,o,s,h],(()=>this.render())),this.connect(this.model.properties.title.change,(()=>this.updateTitle(!0))),this.connect(this.model.properties.value.change,(()=>this.updateValue(!0))),this.connect(this.model.properties.value_change.change,(()=>this.updateValue2(!0))),this.connect(this.model.properties.layout.change,(()=>this.updateLayout()))}async render(){super.render(),this.el.appendChild(this.containerDiv),await this.setPlot()}async setPlot(){this.plot=new a.Plot({background_fill_color:null,border_fill_color:null,outline_line_color:null,min_border:0,sizing_mode:\"stretch_both\",toolbar_location:null});var t=this.model.source;if(\"line\"===this.model.plot_type){var e=new n.Line({x:{field:this.model.plot_x},y:{field:this.model.plot_y},line_width:4,line_color:this.model.plot_color});this.plot.add_glyph(e,t)}else if(\"step\"===this.model.plot_type){var i=new n.Step({x:{field:this.model.plot_x},y:{field:this.model.plot_y},line_width:3,line_color:this.model.plot_color});this.plot.add_glyph(i,t)}else if(\"area\"===this.model.plot_type){var l=new n.VArea({x:{field:this.model.plot_x},y1:{field:this.model.plot_y},y2:0,fill_color:this.model.plot_color,fill_alpha:.5});this.plot.add_glyph(l,t);e=new n.Line({x:{field:this.model.plot_x},y:{field:this.model.plot_y},line_width:3,line_color:this.model.plot_color});this.plot.add_glyph(e,t)}else{var o=new n.VBar({x:{field:this.model.plot_x},top:{field:this.model.plot_y},width:.9,line_color:null,fill_color:this.model.plot_color});this.plot.add_glyph(o,t)}const s=await(0,h.build_view)(this.plot);this.plotDiv.innerHTML=\"\",s.renderTo(this.plotDiv)}after_layout(){super.after_layout(),this.updateTextFontSize()}updateTextFontSize(){this.updateTextFontSizeColumn()}updateTextFontSizeColumn(){let t=this.containerDiv.clientWidth,e=this.containerDiv.clientHeight;\"column\"===this.model.layout?e=Math.round(e/2):t=Math.round(t/2);const i=t/this.model.title.length*2,l=t/(2*this._value_format.length)*1.8,o=t/(this._value_change_format.length+1)*2,s=e/6,h=Math.min(i,l,o,s);this.textDiv.style.fontSize=Math.trunc(h)+\"px\",this.textDiv.style.lineHeight=\"1.3\"}updateTitle(t=!1){this.titleDiv.innerText=this.model.title,t&&this.updateTextFontSize()}updateValue(t=!1){this._value_format=this.model.formatter.doFormat([this.model.value],{loc:0})[0],this.valueDiv.innerText=this._value_format,t&&this.updateTextFontSize()}updateValue2(t=!1){this._value_change_format=this.model.change_formatter.doFormat([this.model.value_change],{loc:0})[0],this.value2Div.innerText=this._value_change_format,this.updateValueChange(),t&&this.updateTextFontSize()}updateValueChange(){this.model.value_change>0?(this.changeDiv.innerHTML=\"&#9650;\",this.changeDiv.style.color=this.model.pos_color):this.model.value_change<0?(this.changeDiv.innerHTML=\"&#9660;\",this.changeDiv.style.color=this.model.neg_color):(this.changeDiv.innerHTML=\"&nbsp;\",this.changeDiv.style.color=\"inherit\")}updateLayout(){\"column\"===this.model.layout?(this.containerDiv.style.display=\"block\",this.textDiv.style.height=\"50%\",this.textDiv.style.width=\"100%\",this.plotDiv.style.height=\"50%\",this.plotDiv.style.width=\"100%\"):(this.containerDiv.style.display=\"flex\",this.textDiv.style.height=\"100%\",this.textDiv.style.width=\"\",this.plotDiv.style.height=\"100%\",this.plotDiv.style.width=\"\",this.textDiv.style.flex=\"1\",this.plotDiv.style.flex=\"1\"),this._has_finished&&this.invalidate_layout()}}i.TrendIndicatorView=p,p.__name__=\"TrendIndicatorView\";class _ extends s.HTMLBox{constructor(t){super(t)}static init_TrendIndicator(){this.prototype.default_view=p,this.define((({Number:t,String:e,Ref:i})=>({description:[e,\"\"],formatter:[i(c.TickFormatter),()=>new c.BasicTickFormatter],change_formatter:[i(c.TickFormatter),()=>new c.NumeralTickFormatter],layout:[e,\"column\"],source:[i(r.ColumnDataSource)],plot_x:[e,\"x\"],plot_y:[e,\"y\"],plot_color:[e,\"#428bca\"],plot_type:[e,\"bar\"],pos_color:[e,\"#5cb85c\"],neg_color:[e,\"#d9534f\"],title:[e,\"\"],value:[t,0],value_change:[t,0]})))}}i.TrendIndicator=_,_.__name__=\"TrendIndicator\",_.__module__=\"panel.models.trend\",_.init_TrendIndicator()},\n      \"fea356270f\": function _(t,e,s,o,i){o();const a=t(\"@bokehjs/core/bokeh_events\"),n=t(\"@bokehjs/core/util/types\"),h=t(\"@bokehjs/models/layouts/html_box\"),c=t(\"99a25e6992\");class _ extends a.ModelEvent{constructor(t){super(),this.data=t,this.event_name=\"vega_event\"}_to_json(){return{model:this.origin,data:this.data}}}s.VegaEvent=_,_.__name__=\"VegaEvent\";class d extends h.HTMLBoxView{connect_signals(){super.connect_signals();const{data:t,show_actions:e,theme:s}=this.model.properties;this.on_change([t,e,s],(()=>{this._plot()})),this.connect(this.model.properties.data_sources.change,(()=>this._connect_sources())),this.connect(this.model.properties.events.change,(()=>{for(const t of this.model.events){if(this._callbacks.indexOf(t)>-1)continue;this._callbacks.push(t);const e=(t,e)=>this._dispatch_event(t,e),s=this.model.throttle[t]||20;this.vega_view.addSignalListener(t,(0,c.debounce)(e,s,!1))}})),this._connected=[],this._connect_sources()}_connect_sources(){for(const t in this.model.data_sources){const e=this.model.data_sources[t];this._connected.indexOf(t)<0&&(this.connect(e.properties.data.change,this._plot),this._connected.push(t))}}_dispatch_event(t,e){if(\"vlPoint\"in e&&null!=e.vlPoint.or){const t=[];for(const s of e.vlPoint.or)t.push(s._vgsid_);e=t}this.model.trigger_event(new _({type:t,value:e}))}_fetch_datasets(){const t={};for(const e in this.model.data_sources){const s=this.model.data_sources[e],o=[],i=s.columns();for(let t=0;t<s.get_length();t++){const e={};for(const o of i)e[o]=s.data[o][t];o.push(e)}t[e]=o}return t}render(){super.render(),this._callbacks=[],this._plot()}_plot(){const t=this.model.data;if(null==t||!window.vegaEmbed)return;if(this.model.data_sources&&Object.keys(this.model.data_sources).length>0){const e=this._fetch_datasets();if(\"data\"in e&&(t.data.values=e.data,delete e.data),null!=t.data){const s=(0,n.isArray)(t.data)?t.data:[t.data];for(const t of s)t.name in e&&(t.values=e[t.name],delete e[t.name])}this.model.data.datasets=e}const e={actions:this.model.show_actions,theme:this.model.theme};window.vegaEmbed(this.el,this.model.data,e).then((t=>{this.vega_view=t.view,this.relayout(),(this.vega_view._viewHeight<=0||this.vega_view._viewWidth<=0)&&window.dispatchEvent(new Event(\"resize\"));const e=(t,e)=>this._dispatch_event(t,e);for(const t of this.model.events){this._callbacks.push(t);const s=this.model.throttle[t]||20;this.vega_view.addSignalListener(t,(0,c.debounce)(e,s,!1))}}))}relayout(){this.update_layout(),this.compute_layout(),this.root!==this?this.invalidate_layout():null!=this._parent&&this._parent.invalidate_layout()}box_sizing(){const t=super.box_sizing();return null!=this.vega_view&&(\"fixed\"===t.height_policy&&(t.height=this.vega_view._viewHeight),\"fixed\"===t.width_policy&&(t.width=this.vega_view._viewWidth)),t}}s.VegaPlotView=d,d.__name__=\"VegaPlotView\";class l extends h.HTMLBox{constructor(t){super(t)}static init_VegaPlot(){this.prototype.default_view=d,this.define((({Any:t,Array:e,Boolean:s,String:o})=>({data:[t,{}],data_sources:[t,{}],events:[e(o),[]],show_actions:[s,!1],theme:[o],throttle:[t,{}]})))}}s.VegaPlot=l,l.__name__=\"VegaPlot\",l.__module__=\"panel.models.vega\",l.init_VegaPlot()},\n      \"1b46fd56a8\": function _(e,t,i,o,s){o();const l=e(\"@bokehjs/models/layouts/html_box\"),d=e(\"80a6464b1f\");class h extends d.PanelHTMLBoxView{initialize(){super.initialize(),this._blocked=!1,this._setting=!1,this._time=Date.now()}connect_signals(){super.connect_signals(),this.connect(this.model.properties.loop.change,(()=>this.set_loop())),this.connect(this.model.properties.paused.change,(()=>this.set_paused())),this.connect(this.model.properties.muted.change,(()=>this.set_muted())),this.connect(this.model.properties.autoplay.change,(()=>this.set_autoplay())),this.connect(this.model.properties.time.change,(()=>this.set_time())),this.connect(this.model.properties.value.change,(()=>this.set_value())),this.connect(this.model.properties.volume.change,(()=>this.set_volume()))}render(){super.render(),this.videoEl=document.createElement(\"video\"),this.model.sizing_mode&&\"fixed\"!==this.model.sizing_mode||(this.model.height&&(this.videoEl.height=this.model.height),this.model.width&&(this.videoEl.width=this.model.width)),this.videoEl.style.objectFit=\"fill\",this.videoEl.style.minWidth=\"100%\",this.videoEl.style.minHeight=\"100%\",this.videoEl.controls=!0,this.videoEl.src=this.model.value,this.videoEl.currentTime=this.model.time,this.videoEl.loop=this.model.loop,this.videoEl.muted=this.model.muted,this.videoEl.autoplay=this.model.autoplay,null!=this.model.volume?this.videoEl.volume=this.model.volume/100:this.model.volume=100*this.videoEl.volume,this.videoEl.onpause=()=>this.model.paused=!0,this.videoEl.onplay=()=>this.model.paused=!1,this.videoEl.ontimeupdate=()=>this.update_time(this),this.videoEl.onvolumechange=()=>this.update_volume(this),this.el.appendChild(this.videoEl),this.model.paused||this.videoEl.play()}update_time(e){e._setting?e._setting=!1:Date.now()-e._time<e.model.throttle||(e._blocked=!0,e.model.time=e.videoEl.currentTime,e._time=Date.now())}update_volume(e){e._setting?e._setting=!1:(e._blocked=!0,e.model.volume=100*e.videoEl.volume)}set_loop(){this.videoEl.loop=this.model.loop}set_muted(){this.videoEl.muted=this.model.muted}set_autoplay(){this.videoEl.autoplay=this.model.autoplay}set_paused(){!this.videoEl.paused&&this.model.paused&&this.videoEl.pause(),this.videoEl.paused&&!this.model.paused&&this.videoEl.play()}set_volume(){this._blocked?this._blocked=!1:(this._setting=!0,null!=this.model.volume&&(this.videoEl.volume=this.model.volume/100))}set_time(){this._blocked?this._blocked=!1:(this._setting=!0,this.videoEl.currentTime=this.model.time)}set_value(){this.videoEl.src=this.model.value}}i.VideoView=h,h.__name__=\"VideoView\";class m extends l.HTMLBox{constructor(e){super(e)}static init_Video(){this.prototype.default_view=h,this.define((({Any:e,Boolean:t,Int:i,Number:o})=>({loop:[t,!1],paused:[t,!0],muted:[t,!1],autoplay:[t,!1],time:[o,0],throttle:[i,250],value:[e,\"\"],volume:[i]})))}}i.Video=m,m.__name__=\"Video\",m.__module__=\"panel.models.widgets\",m.init_Video()},\n      \"e3e9b8e495\": function _(e,t,i,s,o){s();const h=e(\"@bokehjs/models/layouts/html_box\"),l=e(\"80a6464b1f\");class a extends l.PanelHTMLBoxView{constructor(){super(...arguments),this.constraints={audio:!1,video:!0}}initialize(){super.initialize(),null!==this.model.timeout&&this.set_timeout()}connect_signals(){super.connect_signals(),this.connect(this.model.properties.timeout.change,(()=>this.set_timeout())),this.connect(this.model.properties.snapshot.change,(()=>this.snapshot())),this.connect(this.model.properties.paused.change,(()=>this.pause()))}pause(){this.model.paused?(null!=this.timer&&(clearInterval(this.timer),this.timer=null),this.videoEl.pause()):this.videoEl.play(),this.set_timeout()}set_timeout(){this.timer&&(clearInterval(this.timer),this.timer=null),null!=this.model.timeout&&this.model.timeout>0&&(this.timer=setInterval((()=>this.snapshot()),this.model.timeout))}snapshot(){this.canvasEl.width=this.videoEl.videoWidth,this.canvasEl.height=this.videoEl.videoHeight;const e=this.canvasEl.getContext(\"2d\");e&&e.drawImage(this.videoEl,0,0,this.canvasEl.width,this.canvasEl.height),this.model.value=this.canvasEl.toDataURL(\"image/\"+this.model.format,.95)}remove(){super.remove(),this.timer&&(clearInterval(this.timer),this.timer=null)}render(){super.render(),this.videoEl||(this.videoEl=document.createElement(\"video\"),this.model.sizing_mode&&\"fixed\"!==this.model.sizing_mode||(this.model.height&&(this.videoEl.height=this.model.height),this.model.width&&(this.videoEl.width=this.model.width)),this.videoEl.style.objectFit=\"fill\",this.videoEl.style.minWidth=\"100%\",this.videoEl.style.minHeight=\"100%\",this.canvasEl=document.createElement(\"canvas\"),this.el.appendChild(this.videoEl),navigator.mediaDevices.getUserMedia&&navigator.mediaDevices.getUserMedia(this.constraints).then((e=>{this.videoEl.srcObject=e,this.model.paused||this.videoEl.play()})).catch(console.error))}}i.VideoStreamView=a,a.__name__=\"VideoStreamView\";class n extends h.HTMLBox{constructor(e){super(e)}static init_VideoStream(){this.prototype.default_view=a,this.define((({Any:e,Boolean:t,Int:i,Nullable:s,String:o})=>({format:[o,\"png\"],paused:[t,!1],snapshot:[t,!1],timeout:[s(i),null],value:[e]}))),this.override({height:240,width:320})}}i.VideoStream=n,n.__name__=\"VideoStream\",n.__module__=\"panel.models.widgets\",n.init_VideoStream()},\n      \"c51f25e2a7\": function _(o,V,l,K,T){K(),T(\"VTKJSPlot\",o(\"b6d9199d03\").VTKJSPlot),T(\"VTKVolumePlot\",o(\"7785475bdd\").VTKVolumePlot),T(\"VTKAxes\",o(\"ab478186ba\").VTKAxes),T(\"VTKSynchronizedPlot\",o(\"0a57062475\").VTKSynchronizedPlot)},\n      \"b6d9199d03\": function _(e,t,n,i,s){i();const a=e(\"e13c143c7d\"),r=e(\"993f3118b2\");class _ extends a.AbstractVTKView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.data.change,(()=>{this.invalidate_render()}))}render(){super.render(),this._create_orientation_widget(),this._set_axes()}invalidate_render(){this._vtk_renwin=null,super.invalidate_render()}init_vtk_renwin(){this._vtk_renwin=r.vtkns.FullScreenRenderWindow.newInstance({rootContainer:this.el,container:this._vtk_container})}plot(){if(!this.model.data)return void this._vtk_renwin.getRenderWindow().render();const e=r.vtkns.DataAccessHelper.get(\"zip\",{zipContent:atob(this.model.data),callback:t=>{const n=r.vtkns.HttpSceneLoader.newInstance({renderer:this._vtk_renwin.getRenderer(),dataAccessHelper:e}),i=window.vtk.macro.debounce((()=>setTimeout((()=>{null==this._axes&&this.model.axes&&this._set_axes(),this._set_camera_state(),this._get_camera_state()}),100)),100);n.setUrl(\"index.json\"),n.onReady(i)}})}}n.VTKJSPlotView=_,_.__name__=\"VTKJSPlotView\";class o extends a.AbstractVTKPlot{static init_VTKJSPlot(){this.prototype.default_view=_,this.define((({Boolean:e,Nullable:t,String:n})=>({data:[t(n)],enable_keybindings:[e,!1]})))}}n.VTKJSPlot=o,o.__name__=\"VTKJSPlot\",o.init_VTKJSPlot()},\n      \"e13c143c7d\": function _(e,t,i,n,s){n();const a=e(\"@bokehjs/core/dom\"),r=e(\"@bokehjs/models/layouts/html_box\"),o=e(\"@bokehjs/core/util/object\"),_=e(\"@bokehjs/models/mappers/color_mapper\"),d=e(\"@bokehjs/core/kinds\"),h=e(\"80a6464b1f\"),c=e(\"993f3118b2\"),l=e(\"c010237f8b\"),g=e(\"ab478186ba\"),p={padding:\"0px 2px 0px 2px\",maxHeight:\"150px\",height:\"auto\",backgroundColor:\"rgba(255, 255, 255, 0.4)\",borderRadius:\"10px\",margin:\"2px\",boxSizing:\"border-box\",overflow:\"hidden\",overflowY:\"auto\",transition:\"width 0.1s linear\",bottom:\"0px\",position:\"absolute\"},m=(0,d.Enum)(\"LowerLeft\",\"LowerRight\",\"UpperLeft\",\"UpperRight\",\"LowerEdge\",\"RightEdge\",\"LeftEdge\",\"UpperEdge\");class v extends h.PanelHTMLBoxView{initialize(){super.initialize(),this._camera_callbacks=[],this._renderable=!0,this._setting_camera=!1}_add_colorbars(){const e=this.el.querySelector(\".vtk_info\");if(e&&this.el.removeChild(e),this.model.color_mappers.length<1)return;const t=document.createElement(\"div\"),i=\"350px\",n=\"30px\";t.classList.add(\"vtk_info\"),(0,c.applyStyle)(t,p),(0,c.applyStyle)(t,{width:i}),this.el.appendChild(t);const s=[];this.model.color_mappers.forEach((e=>{const i=new l.VTKColorBar(t,e);s.push(i)}));const a=document.createElement(\"div\");(0,c.applyStyle)(a,{textAlign:\"center\",fontSize:\"20px\"}),a.innerText=\"...\",t.addEventListener(\"click\",(()=>{t.style.width===n?(t.removeChild(a),(0,c.applyStyle)(t,{height:\"auto\",width:i}),s.forEach((e=>t.appendChild(e.canvas)))):(s.forEach((e=>t.removeChild(e.canvas))),(0,c.applyStyle)(t,{height:n,width:n}),t.appendChild(a))})),t.click()}_init_annotations_container(){this._annotations_container||(this._annotations_container=document.createElement(\"div\"),this._annotations_container.style.position=\"absolute\",this._annotations_container.style.width=\"100%\",this._annotations_container.style.height=\"100%\",this._annotations_container.style.top=\"0\",this._annotations_container.style.left=\"0\",this._annotations_container.style.pointerEvents=\"none\")}_clean_annotations(){if(this._annotations_container)for(;this._annotations_container.firstElementChild;)this._annotations_container.firstElementChild.remove()}_add_annotations(){this._clean_annotations();const{annotations:e}=this.model;if(null!=e)for(let t of e){const{viewport:e,color:i,fontSize:n,fontFamily:s}=t;m.values.forEach((a=>{const r=t[a];if(r){const t=document.createElement(\"div\");t.textContent=r;const{style:o}=t;o.position=\"absolute\",o.color=`rgb(${i.map((e=>255*e)).join(\",\")})`,o.fontSize=`${n}px`,o.padding=\"5px\",o.fontFamily=s,o.width=\"fit-content\",\"UpperLeft\"==a&&(o.top=100*(1-e[3])+\"%\",o.left=100*e[0]+\"%\"),\"UpperRight\"==a&&(o.top=100*(1-e[3])+\"%\",o.right=100*(1-e[2])+\"%\"),\"LowerLeft\"==a&&(o.bottom=100*e[1]+\"%\",o.left=100*e[0]+\"%\"),\"LowerRight\"==a&&(o.bottom=100*e[1]+\"%\",o.right=100*(1-e[2])+\"%\"),\"UpperEdge\"==a&&(o.top=100*(1-e[3])+\"%\",o.left=100*(e[0]+(e[2]-e[0])/2)+\"%\",o.transform=\"translateX(-50%)\"),\"LowerEdge\"==a&&(o.bottom=100*e[1]+\"%\",o.left=100*(e[0]+(e[2]-e[0])/2)+\"%\",o.transform=\"translateX(-50%)\"),\"LeftEdge\"==a&&(o.left=100*e[0]+\"%\",o.top=100*(1-e[3]+(e[3]-e[1])/2)+\"%\",o.transform=\"translateY(-50%)\"),\"RightEdge\"==a&&(o.right=100*(1-e[2])+\"%\",o.top=100*(1-e[3]+(e[3]-e[1])/2)+\"%\",o.transform=\"translateY(-50%)\"),this._annotations_container.appendChild(t)}}))}}connect_signals(){super.connect_signals(),this.on_change(this.model.properties.orientation_widget,(()=>{this._orientation_widget_visibility(this.model.orientation_widget)})),this.on_change(this.model.properties.camera,(()=>this._set_camera_state())),this.on_change(this.model.properties.axes,(()=>{this._delete_axes(),this.model.axes&&this._set_axes(),this._vtk_render()})),this.on_change(this.model.properties.color_mappers,(()=>this._add_colorbars())),this.on_change(this.model.properties.annotations,(()=>this._add_annotations()))}render(){super.render(),this._vtk_renwin&&this._vtk_container?((0,h.set_size)(this._vtk_container,this.model),this.el.appendChild(this._vtk_container)):(this._orientationWidget=null,this._axes=null,this._vtk_container=(0,a.div)(),this.init_vtk_renwin(),this._init_annotations_container(),(0,h.set_size)(this._vtk_container,this.model),this.el.appendChild(this._vtk_container),this._vtk_renwin.getInteractor().onEndAnimation((()=>this._get_camera_state())),this._remove_default_key_binding(),this._bind_key_events(),this.plot(),this._add_colorbars(),this._add_annotations(),this.model.renderer_el=this._vtk_renwin),this.el.appendChild(this._annotations_container)}after_layout(){super.after_layout(),this._renderable&&this._vtk_renwin.resize(),this._vtk_render()}invalidate_render(){this._unsubscribe_camera_cb(),super.invalidate_render()}resize_layout(){this.layout&&super.resize_layout()}remove(){this._unsubscribe_camera_cb(),window.removeEventListener(\"resize\",this._vtk_renwin.resize),null!=this._orientationWidget&&this._orientationWidget.delete(),this._vtk_renwin.getRenderWindow().getInteractor().delete(),this._vtk_renwin.delete(),super.remove()}get _vtk_camera_state(){const e=this._vtk_renwin.getRenderer().getActiveCamera();let t;return e&&(t=(0,o.clone)(e.get()),delete t.classHierarchy,delete t.vtkObject,delete t.vtkCamera,delete t.viewPlaneNormal,delete t.flattenedDepIds,delete t.managedInstanceId,delete t.directionOfProjection),t}get _axes_canvas(){let e=this._vtk_container.querySelector(\".axes-canvas\");return e||(e=(0,a.canvas)({style:{position:\"absolute\",top:\"0\",left:\"0\",width:\"100%\",height:\"100%\"}}),e.classList.add(\"axes-canvas\"),this._vtk_container.appendChild(e),this._vtk_renwin.setResizeCallback((()=>{if(this._axes_canvas){const e=this._vtk_container.getBoundingClientRect(),t=Math.floor(e.width*window.devicePixelRatio),i=Math.floor(e.height*window.devicePixelRatio);this._axes_canvas.setAttribute(\"width\",t.toFixed()),this._axes_canvas.setAttribute(\"height\",i.toFixed())}}))),e}_bind_key_events(){this.el.addEventListener(\"mouseenter\",(()=>{const e=this._vtk_renwin.getInteractor();this.model.enable_keybindings&&(document.querySelector(\"body\").addEventListener(\"keypress\",e.handleKeyPress),document.querySelector(\"body\").addEventListener(\"keydown\",e.handleKeyDown),document.querySelector(\"body\").addEventListener(\"keyup\",e.handleKeyUp))})),this.el.addEventListener(\"mouseleave\",(()=>{const e=this._vtk_renwin.getInteractor();document.querySelector(\"body\").removeEventListener(\"keypress\",e.handleKeyPress),document.querySelector(\"body\").removeEventListener(\"keydown\",e.handleKeyDown),document.querySelector(\"body\").removeEventListener(\"keyup\",e.handleKeyUp)}))}_create_orientation_widget(){const e=c.vtkns.AxesActor.newInstance();this._orientationWidget=c.vtkns.OrientationMarkerWidget.newInstance({actor:e,interactor:this._vtk_renwin.getInteractor()}),this._orientationWidget.setEnabled(!0),this._orientationWidget.setViewportCorner(c.vtkns.OrientationMarkerWidget.Corners.BOTTOM_RIGHT),this._orientationWidget.setViewportSize(.15),this._orientationWidget.setMinPixelSize(75),this._orientationWidget.setMaxPixelSize(300),this.model.interactive_orientation_widget&&this._make_orientation_widget_interactive(),this._orientation_widget_visibility(this.model.orientation_widget)}_make_orientation_widget_interactive(){this._widgetManager=c.vtkns.WidgetManager.newInstance(),this._widgetManager.setRenderer(this._orientationWidget.getRenderer());const e=this._orientationWidget.getActor(),t=c.vtkns.InteractiveOrientationWidget.newInstance();t.placeWidget(e.getBounds()),t.setBounds(e.getBounds()),t.setPlaceFactor(1);this._widgetManager.addWidget(t).onOrientationChange((({direction:e})=>{const t=this._vtk_renwin.getRenderer().getActiveCamera(),i=t.getFocalPoint(),n=t.getPosition(),s=t.getViewUp(),a=Math.sqrt(Math.pow(n[0]-i[0],2)+Math.pow(n[1]-i[1],2)+Math.pow(n[2]-i[2],2));t.setPosition(i[0]+e[0]*a,i[1]+e[1]*a,i[2]+e[2]*a),e[0]&&t.setViewUp((0,c.majorAxis)(s,1,2)),e[1]&&t.setViewUp((0,c.majorAxis)(s,0,2)),e[2]&&t.setViewUp((0,c.majorAxis)(s,0,1)),this._vtk_renwin.getRenderer().resetCameraClippingRange(),this._vtk_render(),this._get_camera_state()}))}_delete_axes(){if(this._axes){Object.keys(this._axes).forEach((e=>this._vtk_renwin.getRenderer().removeActor(this._axes[e]))),this._axes=null;const e=this._axes_canvas.getContext(\"2d\");e&&e.clearRect(0,0,this._axes_canvas.clientWidth*window.devicePixelRatio,this._axes_canvas.clientHeight*window.devicePixelRatio)}}_get_camera_state(){this._setting_camera||(this._setting_camera=!0,this.model.camera=this._vtk_camera_state,this._setting_camera=!1)}_orientation_widget_visibility(e){this._orientationWidget.setEnabled(e),null!=this._widgetManager&&(e?this._widgetManager.enablePicking():this._widgetManager.disablePicking()),this._vtk_render()}_remove_default_key_binding(){const e=this._vtk_renwin.getInteractor();document.querySelector(\"body\").removeEventListener(\"keypress\",e.handleKeyPress),document.querySelector(\"body\").removeEventListener(\"keydown\",e.handleKeyDown),document.querySelector(\"body\").removeEventListener(\"keyup\",e.handleKeyUp)}_set_axes(){if(this.model.axes&&this._vtk_renwin.getRenderer()){const{psActor:e,axesActor:t,gridActor:i}=this.model.axes.create_axes(this._axes_canvas);this._axes={psActor:e,axesActor:t,gridActor:i},e&&this._vtk_renwin.getRenderer().addActor(e),t&&this._vtk_renwin.getRenderer().addActor(t),i&&this._vtk_renwin.getRenderer().addActor(i)}}_set_camera_state(){this._setting_camera||void 0===this._vtk_renwin.getRenderer()||(this._setting_camera=!0,this.model.camera&&JSON.stringify(this.model.camera)!=JSON.stringify(this._vtk_camera_state)&&this._vtk_renwin.getRenderer().getActiveCamera().set(this.model.camera),this._vtk_renwin.getRenderer().resetCameraClippingRange(),this._vtk_render(),this._setting_camera=!1)}_unsubscribe_camera_cb(){this._camera_callbacks.splice(0,this._camera_callbacks.length).map((e=>e.unsubscribe()))}_vtk_render(){this._renderable&&(this._orientationWidget&&this._orientationWidget.updateMarkerOrientation(),this._vtk_renwin.getRenderWindow().render())}}i.AbstractVTKView=v,v.__name__=\"AbstractVTKView\";class w extends r.HTMLBox{constructor(e){(0,c.setup_vtkns)(),super(e)}getActors(){return this.renderer_el.getRenderer().getActors()}static init_AbstractVTKPlot(){this.define((({Any:e,Ref:t,Array:i,Boolean:n,Nullable:s})=>({axes:[s(t(g.VTKAxes)),null],camera:[e],color_mappers:[i(t(_.ColorMapper)),[]],orientation_widget:[n,!1],interactive_orientation_widget:[n,!1],annotations:[s(i(e)),null]}))),this.override({height:300,width:300})}}i.AbstractVTKPlot=w,w.__name__=\"AbstractVTKPlot\",w.__module__=\"panel.models.vtk\",w.init_AbstractVTKPlot()},\n      \"993f3118b2\": function _(e,n,t,r,a){r();const o=e(\"@bokehjs/core/util/array\"),i=e(\"@bokehjs/core/kinds\");function s(){if(null!=t.vtkns.Actor)return;const e=window.vtk;t.vtkns.Actor=e.Rendering.Core.vtkActor,t.vtkns.AxesActor=e.Rendering.Core.vtkAxesActor,t.vtkns.Base64=e.Common.Core.vtkBase64,t.vtkns.BoundingBox=e.Common.DataModel.vtkBoundingBox,t.vtkns.Camera=e.Rendering.Core.vtkCamera,t.vtkns.ColorTransferFunction=e.Rendering.Core.vtkColorTransferFunction,t.vtkns.CubeSource=e.Filters.Sources.vtkCubeSource,t.vtkns.DataAccessHelper=e.IO.Core.DataAccessHelper,t.vtkns.DataArray=e.Common.Core.vtkDataArray,t.vtkns.Follower=e.Rendering.Core.vtkFollower,t.vtkns.FullScreenRenderWindow=e.Rendering.Misc.vtkFullScreenRenderWindow,t.vtkns.Glyph3DMapper=e.Rendering.Core.vtkGlyph3DMapper,t.vtkns.HttpSceneLoader=e.IO.Core.vtkHttpSceneLoader,t.vtkns.ImageData=e.Common.DataModel.vtkImageData,t.vtkns.ImageMapper=e.Rendering.Core.vtkImageMapper,t.vtkns.ImageProperty=e.Rendering.Core.vtkImageProperty,t.vtkns.ImageSlice=e.Rendering.Core.vtkImageSlice,t.vtkns.InteractiveOrientationWidget=e.Widgets.Widgets3D.vtkInteractiveOrientationWidget,t.vtkns.InteractorStyleTrackballCamera=e.Interaction.Style.vtkInteractorStyleTrackballCamera,t.vtkns.Light=e.Rendering.Core.vtkLight,t.vtkns.LineSource=e.Filters.Sources.vtkLineSource,t.vtkns.LookupTable=e.Common.Core.vtkLookupTable,t.vtkns.macro=e.macro,t.vtkns.Mapper=e.Rendering.Core.vtkMapper,t.vtkns.OpenGLRenderWindow=e.Rendering.OpenGL.vtkRenderWindow,t.vtkns.OrientationMarkerWidget=e.Interaction.Widgets.vtkOrientationMarkerWidget,t.vtkns.OutlineFilter=e.Filters.General.vtkOutlineFilter,t.vtkns.PiecewiseFunction=e.Common.DataModel.vtkPiecewiseFunction,t.vtkns.PixelSpaceCallbackMapper=e.Rendering.Core.vtkPixelSpaceCallbackMapper,t.vtkns.PlaneSource=e.Filters.Sources.vtkPlaneSource,t.vtkns.PointSource=e.Filters.Sources.vtkPointSource,t.vtkns.PolyData=e.Common.DataModel.vtkPolyData,t.vtkns.Property=e.Rendering.Core.vtkProperty,t.vtkns.Renderer=e.Rendering.Core.vtkRenderer,t.vtkns.RenderWindow=e.Rendering.Core.vtkRenderWindow,t.vtkns.RenderWindowInteractor=e.Rendering.Core.vtkRenderWindowInteractor,t.vtkns.SphereMapper=e.Rendering.Core.vtkSphereMapper,t.vtkns.SynchronizableRenderWindow=e.Rendering.Misc.vtkSynchronizableRenderWindow,t.vtkns.ThirdParty=e.ThirdParty,t.vtkns.Texture=e.Rendering.Core.vtkTexture,t.vtkns.Volume=e.Rendering.Core.vtkVolume,t.vtkns.VolumeController=e.Interaction.UI.vtkVolumeController,t.vtkns.VolumeMapper=e.Rendering.Core.vtkVolumeMapper,t.vtkns.VolumeProperty=e.Rendering.Core.vtkVolumeProperty,t.vtkns.WidgetManager=e.Widgets.Core.vtkWidgetManager;const{vtkObjectManager:n}=t.vtkns.SynchronizableRenderWindow;n.setTypeMapping(\"vtkVolumeMapper\",t.vtkns.VolumeMapper.newInstance,n.oneTimeGenericUpdater),n.setTypeMapping(\"vtkSmartVolumeMapper\",t.vtkns.VolumeMapper.newInstance,n.oneTimeGenericUpdater),n.setTypeMapping(\"vtkFollower\",t.vtkns.Follower.newInstance,n.genericUpdater),n.setTypeMapping(\"vtkOpenGLGlyph3DMapper\",t.vtkns.Glyph3DMapper.newInstance,n.genericUpdater)}function k(e){const n=Math.min(Math.max(Math.round(e),0),255).toString(16);return 2==n.length?n:\"0\"+n}function c(e,n,t){return\"#\"+k(e)+k(n)+k(t)}function v(e){for(var n=new ArrayBuffer(e.length),t=new Uint8Array(n),r=0,a=e.length;r<a;r++)t[r]=e.charCodeAt(r);return n}t.ARRAY_TYPES={uint8:Uint8Array,int8:Int8Array,uint16:Uint16Array,int16:Int16Array,uint32:Uint32Array,int32:Int32Array,float32:Float32Array,float64:Float64Array},t.vtkns={},t.setup_vtkns=s,window.vtk&&s(),t.Interpolation=(0,i.Enum)(\"fast_linear\",\"linear\",\"nearest\"),t.applyStyle=function(e,n){Object.keys(n).forEach((t=>{e.style[t]=n[t]}))},t.hexToRGB=function(e){return[parseInt(e.slice(1,3),16)/255,parseInt(e.slice(3,5),16)/255,parseInt(e.slice(5,7),16)/255]},t.rgbToHex=c,t.vtkLutToMapper=function(e){const{scale:n,nodes:r}=e.get(\"scale\",\"nodes\");if(n!==t.vtkns.ColorTransferFunction.Scale.LINEAR)throw\"Error transfer function scale not handle\";const a=r.map((e=>e.x)),i=Math.min(...a),s=Math.max(...a),k=(0,o.linspace)(i,s,255),v=[0,0,0];return{low:i,high:s,palette:k.map((n=>(e.getColor(n,v),c(255*v[0],255*v[1],255*v[2]))))}},t.data2VTKImageData=function(e){const n=t.vtkns.ImageData.newInstance({spacing:e.spacing});n.setDimensions(e.dims),n.setOrigin(null!=e.origin?e.origin:e.dims.map((e=>e/2)));const r=t.vtkns.DataArray.newInstance({name:\"scalars\",numberOfComponents:1,values:new t.ARRAY_TYPES[e.dtype](v(atob(e.buffer)))});return n.getPointData().setScalars(r),n},t.majorAxis=function(e,n,t){const r=[0,0,0],a=Math.abs(e[n])>Math.abs(e[t])?n:t,o=e[a]>0?1:-1;return r[a]=o,r},t.cartesian_product=function(...e){return e.reduce(((e,n)=>e.flatMap((e=>n.map((n=>[].concat(e,n)))))))}},\n      \"c010237f8b\": function _(t,i,e,s,h){s();const a=t(\"@bokehjs/models/mappers\"),n=t(\"@bokehjs/core/util/array\");class c{constructor(t,i,e={}){this.parent=t,this.mapper=i,this.options=e,e.ticksNum||(e.ticksNum=5),e.fontFamily||(e.fontFamily=\"Arial\"),e.fontSize||(e.fontSize=\"12px\"),e.ticksSize||(e.ticksSize=2),this.canvas=document.createElement(\"canvas\"),this.canvas.style.width=\"100%\",this.parent.appendChild(this.canvas),this.ctx=this.canvas.getContext(\"2d\"),this.ctx.font=`${this.options.fontSize} ${this.options.fontFamily}`,this.ctx.lineWidth=e.ticksSize,e.height||(e.height=4*(this.font_height+1)+\"px\"),this.canvas.style.height=e.height,this.draw_colorbar()}get values(){const{min:t,max:i}=this.mapper.metrics;return(0,n.linspace)(t,i,this.options.ticksNum)}get ticks(){return this.values.map((t=>t.toExponential(3)))}get title(){return this.mapper.name?this.mapper.name:\"scalars\"}get font_height(){let t=0;return this.values.forEach((i=>{const{actualBoundingBoxAscent:e,actualBoundingBoxDescent:s}=this.ctx.measureText(`${i}`),h=e+s;t<h&&(t=h)})),t}draw_colorbar(){this.canvas.width=this.canvas.clientWidth,this.canvas.height=this.canvas.clientHeight;const{palette:t}=this.mapper;this.ctx.font=`${this.options.fontSize} ${this.options.fontFamily}`;const i=this.font_height;this.ctx.save();const e=document.createElement(\"canvas\"),s=t.length;e.width=s,e.height=1;const h=e.getContext(\"2d\"),c=h.getImageData(0,0,s,1),o=new a.LinearColorMapper({palette:t}).rgba_mapper.v_compute((0,n.range)(0,t.length));c.data.set(o),h.putImageData(c,0,0),this.ctx.drawImage(e,0,2*(this.font_height+1)+1,this.canvas.width,this.canvas.height),this.ctx.restore(),this.ctx.save(),this.ctx.textAlign=\"center\",this.ctx.fillText(this.title,this.canvas.width/2,i+1),this.ctx.restore(),this.ctx.save();const r=(0,n.linspace)(0,this.canvas.width,5);r.forEach(((t,e)=>{let s=t;0==e?(s=t+Math.ceil(this.ctx.lineWidth/2),this.ctx.textAlign=\"left\"):e==r.length-1?(s=t-Math.ceil(this.ctx.lineWidth/2),this.ctx.textAlign=\"right\"):this.ctx.textAlign=\"center\",this.ctx.moveTo(s,2*(i+1)),this.ctx.lineTo(s,2*(i+1)+5),this.ctx.stroke(),this.ctx.fillText(`${this.ticks[e]}`,t,2*(i+1))})),this.ctx.restore()}}e.VTKColorBar=c,c.__name__=\"VTKColorBar\"},\n      \"ab478186ba\": function _(t,i,s,e,n){e();const a=t(\"@bokehjs/model\"),c=t(\"2f3fd5db07\"),r=t(\"993f3118b2\");class h extends a.Model{constructor(t){super(t)}static init_VTKAxes(){this.define((({Any:t,Array:i,Boolean:s,Number:e})=>({origin:[i(e)],xticker:[t],yticker:[t],zticker:[t],digits:[e,1],show_grid:[s,!0],grid_opacity:[e,.1],axes_opacity:[e,1],fontsize:[e,12]})))}get xticks(){return this.xticker?this.xticker.ticks:[]}get yticks(){return this.yticker?this.yticker.ticks:[]}get zticks(){return this.zticker?this.zticker.ticks:[]}get xlabels(){return this.xticker.labels?this.xticker.labels:this.xticks.map((t=>t.toFixed(this.digits)))}get ylabels(){return this.yticker.labels?this.yticker.labels:this.yticks.map((t=>t.toFixed(this.digits)))}get zlabels(){return this.zticker.labels?this.zticker.labels:this.zticks.map((t=>t.toFixed(this.digits)))}_make_grid_lines(t,i,s){const e=[];for(let n=0;n<t-1;n++)for(let t=0;t<i-1;t++){const a=n*i+t+s,c=[5,a,n*i+t+1+s,(n+1)*i+t+1+s,(n+1)*i+t+s,a];e.push(c)}return e}_create_grid_axes(){const t=[];t.push((0,r.cartesian_product)(this.xticks,this.yticks,[this.origin[2]])),t.push((0,r.cartesian_product)([this.origin[0]],this.yticks,this.zticks)),t.push((0,r.cartesian_product)(this.xticks,[this.origin[1]],this.zticks));const i=[];let s=0;i.push(this._make_grid_lines(this.xticks.length,this.yticks.length,s)),s+=this.xticks.length*this.yticks.length,i.push(this._make_grid_lines(this.yticks.length,this.zticks.length,s)),s+=this.yticks.length*this.zticks.length,i.push(this._make_grid_lines(this.xticks.length,this.zticks.length,s));const e=window.vtk({vtkClass:\"vtkPolyData\",points:{vtkClass:\"vtkPoints\",dataType:\"Float32Array\",numberOfComponents:3,values:t.flat(2)},lines:{vtkClass:\"vtkCellArray\",dataType:\"Uint32Array\",values:i.flat(2)}}),n=r.vtkns.Mapper.newInstance(),a=r.vtkns.Actor.newInstance();return n.setInputData(e),a.setMapper(n),a.getProperty().setOpacity(this.grid_opacity),a.setVisibility(this.show_grid),a}create_axes(t){if(null==this.origin)return{psActor:null,axesActor:null,gridActor:null};const i=[this.xticks,this.yticks,this.zticks].map(((t,i)=>{let s=null;switch(i){case 0:s=(0,r.cartesian_product)(t,[this.origin[1]],[this.origin[2]]);break;case 1:s=(0,r.cartesian_product)([this.origin[0]],t,[this.origin[2]]);break;case 2:s=(0,r.cartesian_product)([this.origin[0]],[this.origin[1]],t)}return s})).flat(2),s=window.vtk({vtkClass:\"vtkPolyData\",points:{vtkClass:\"vtkPoints\",dataType:\"Float32Array\",numberOfComponents:3,values:i},lines:{vtkClass:\"vtkCellArray\",dataType:\"Uint32Array\",values:[2,0,this.xticks.length-1,2,this.xticks.length,this.xticks.length+this.yticks.length-1,2,this.xticks.length+this.yticks.length,this.xticks.length+this.yticks.length+this.zticks.length-1]}}),e=r.vtkns.PixelSpaceCallbackMapper.newInstance();e.setInputData(s),e.setUseZValues(!0),e.setCallback(((i,s,n)=>{const a=t.getContext(\"2d\");if(a){const r={height:t.clientHeight*window.devicePixelRatio,width:t.clientWidth*window.devicePixelRatio},h=e.getInputData().getPoints(),l=s.getViewMatrix();c.mat4.transpose(l,l);const o=s.getProjectionMatrix(n,-1,1);c.mat4.transpose(o,o),a.clearRect(0,0,r.width,r.height),i.forEach(((t,i)=>{const s=h.getPoint(i),e=c.vec3.fromValues(s[0],s[1],s[2]);if(c.vec3.transformMat4(e,e,l),e[2]+=.05,c.vec3.transformMat4(e,e,o),e[2]-.001<t[3]){let s;a.font=\"30px serif\",a.textAlign=\"center\",a.textBaseline=\"alphabetic\",a.fillText(\".\",t[0],r.height-t[1]+2),a.font=this.fontsize*window.devicePixelRatio+\"px serif\",a.textAlign=\"right\",a.textBaseline=\"top\",s=i<this.xticks.length?this.xlabels[i]:i>=this.xticks.length&&i<this.xticks.length+this.yticks.length?this.ylabels[i-this.xticks.length]:this.zlabels[i-(this.xticks.length+this.yticks.length)],a.fillText(`${s}`,t[0],r.height-t[1])}}))}}));const n=r.vtkns.Actor.newInstance();n.setMapper(e);const a=r.vtkns.Mapper.newInstance();a.setInputData(s);const h=r.vtkns.Actor.newInstance();h.setMapper(a),h.getProperty().setOpacity(this.axes_opacity);return{psActor:n,axesActor:h,gridActor:this._create_grid_axes()}}}s.VTKAxes=h,h.__name__=\"VTKAxes\",h.__module__=\"panel.models.vtk\",h.init_VTKAxes()},\n      \"2f3fd5db07\": function _(t,c,a,o,r){o();const _=t(\"tslib\"),m=(0,_.__importStar)(t(\"68ca94c15c\"));a.glMatrix=m;const i=(0,_.__importStar)(t(\"7c0b8e6048\"));a.mat2=i;const n=(0,_.__importStar)(t(\"dc03f0a621\"));a.mat2d=n;const s=(0,_.__importStar)(t(\"0285c50a7e\"));a.mat3=s;const p=(0,_.__importStar)(t(\"a427635f32\"));a.mat4=p;const S=(0,_.__importStar)(t(\"eb06fc032a\"));a.quat=S;const e=(0,_.__importStar)(t(\"277615c682\"));a.quat2=e;const f=(0,_.__importStar)(t(\"c56d9ff837\"));a.vec2=f;const b=(0,_.__importStar)(t(\"2c5eb22089\"));a.vec3=b;const d=(0,_.__importStar)(t(\"c1aa33d719\"));a.vec4=d},\n      \"68ca94c15c\": function _(t,a,r,n,o){n(),r.EPSILON=1e-6,r.ARRAY_TYPE=\"undefined\"!=typeof Float32Array?Float32Array:Array,r.RANDOM=Math.random,r.setMatrixArrayType=function(t){r.ARRAY_TYPE=t};var h=Math.PI/180;r.toRadian=function(t){return t*h},r.equals=function(t,a){return Math.abs(t-a)<=r.EPSILON*Math.max(1,Math.abs(t),Math.abs(a))},Math.hypot||(Math.hypot=function(){for(var t=0,a=arguments.length;a--;)t+=arguments[a]*arguments[a];return Math.sqrt(t)})},\n      \"7c0b8e6048\": function _(t,n,r,a,u){a();const e=(0,t(\"tslib\").__importStar)(t(\"68ca94c15c\"));function o(t,n,r){var a=n[0],u=n[1],e=n[2],o=n[3],c=r[0],i=r[1],f=r[2],s=r[3];return t[0]=a*c+e*i,t[1]=u*c+o*i,t[2]=a*f+e*s,t[3]=u*f+o*s,t}function c(t,n,r){return t[0]=n[0]-r[0],t[1]=n[1]-r[1],t[2]=n[2]-r[2],t[3]=n[3]-r[3],t}r.create=function(){var t=new e.ARRAY_TYPE(4);return e.ARRAY_TYPE!=Float32Array&&(t[1]=0,t[2]=0),t[0]=1,t[3]=1,t},r.clone=function(t){var n=new e.ARRAY_TYPE(4);return n[0]=t[0],n[1]=t[1],n[2]=t[2],n[3]=t[3],n},r.copy=function(t,n){return t[0]=n[0],t[1]=n[1],t[2]=n[2],t[3]=n[3],t},r.identity=function(t){return t[0]=1,t[1]=0,t[2]=0,t[3]=1,t},r.fromValues=function(t,n,r,a){var u=new e.ARRAY_TYPE(4);return u[0]=t,u[1]=n,u[2]=r,u[3]=a,u},r.set=function(t,n,r,a,u){return t[0]=n,t[1]=r,t[2]=a,t[3]=u,t},r.transpose=function(t,n){if(t===n){var r=n[1];t[1]=n[2],t[2]=r}else t[0]=n[0],t[1]=n[2],t[2]=n[1],t[3]=n[3];return t},r.invert=function(t,n){var r=n[0],a=n[1],u=n[2],e=n[3],o=r*e-u*a;return o?(o=1/o,t[0]=e*o,t[1]=-a*o,t[2]=-u*o,t[3]=r*o,t):null},r.adjoint=function(t,n){var r=n[0];return t[0]=n[3],t[1]=-n[1],t[2]=-n[2],t[3]=r,t},r.determinant=function(t){return t[0]*t[3]-t[2]*t[1]},r.multiply=o,r.rotate=function(t,n,r){var a=n[0],u=n[1],e=n[2],o=n[3],c=Math.sin(r),i=Math.cos(r);return t[0]=a*i+e*c,t[1]=u*i+o*c,t[2]=a*-c+e*i,t[3]=u*-c+o*i,t},r.scale=function(t,n,r){var a=n[0],u=n[1],e=n[2],o=n[3],c=r[0],i=r[1];return t[0]=a*c,t[1]=u*c,t[2]=e*i,t[3]=o*i,t},r.fromRotation=function(t,n){var r=Math.sin(n),a=Math.cos(n);return t[0]=a,t[1]=r,t[2]=-r,t[3]=a,t},r.fromScaling=function(t,n){return t[0]=n[0],t[1]=0,t[2]=0,t[3]=n[1],t},r.str=function(t){return\"mat2(\"+t[0]+\", \"+t[1]+\", \"+t[2]+\", \"+t[3]+\")\"},r.frob=function(t){return Math.hypot(t[0],t[1],t[2],t[3])},r.LDU=function(t,n,r,a){return t[2]=a[2]/a[0],r[0]=a[0],r[1]=a[1],r[3]=a[3]-t[2]*r[1],[t,n,r]},r.add=function(t,n,r){return t[0]=n[0]+r[0],t[1]=n[1]+r[1],t[2]=n[2]+r[2],t[3]=n[3]+r[3],t},r.subtract=c,r.exactEquals=function(t,n){return t[0]===n[0]&&t[1]===n[1]&&t[2]===n[2]&&t[3]===n[3]},r.equals=function(t,n){var r=t[0],a=t[1],u=t[2],o=t[3],c=n[0],i=n[1],f=n[2],s=n[3];return Math.abs(r-c)<=e.EPSILON*Math.max(1,Math.abs(r),Math.abs(c))&&Math.abs(a-i)<=e.EPSILON*Math.max(1,Math.abs(a),Math.abs(i))&&Math.abs(u-f)<=e.EPSILON*Math.max(1,Math.abs(u),Math.abs(f))&&Math.abs(o-s)<=e.EPSILON*Math.max(1,Math.abs(o),Math.abs(s))},r.multiplyScalar=function(t,n,r){return t[0]=n[0]*r,t[1]=n[1]*r,t[2]=n[2]*r,t[3]=n[3]*r,t},r.multiplyScalarAndAdd=function(t,n,r,a){return t[0]=n[0]+r[0]*a,t[1]=n[1]+r[1]*a,t[2]=n[2]+r[2]*a,t[3]=n[3]+r[3]*a,t},r.mul=o,r.sub=c},\n      \"dc03f0a621\": function _(t,n,a,r,u){r();const o=(0,t(\"tslib\").__importStar)(t(\"68ca94c15c\"));function e(t,n,a){var r=n[0],u=n[1],o=n[2],e=n[3],c=n[4],i=n[5],s=a[0],h=a[1],f=a[2],M=a[3],b=a[4],l=a[5];return t[0]=r*s+o*h,t[1]=u*s+e*h,t[2]=r*f+o*M,t[3]=u*f+e*M,t[4]=r*b+o*l+c,t[5]=u*b+e*l+i,t}function c(t,n,a){return t[0]=n[0]-a[0],t[1]=n[1]-a[1],t[2]=n[2]-a[2],t[3]=n[3]-a[3],t[4]=n[4]-a[4],t[5]=n[5]-a[5],t}a.create=function(){var t=new o.ARRAY_TYPE(6);return o.ARRAY_TYPE!=Float32Array&&(t[1]=0,t[2]=0,t[4]=0,t[5]=0),t[0]=1,t[3]=1,t},a.clone=function(t){var n=new o.ARRAY_TYPE(6);return n[0]=t[0],n[1]=t[1],n[2]=t[2],n[3]=t[3],n[4]=t[4],n[5]=t[5],n},a.copy=function(t,n){return t[0]=n[0],t[1]=n[1],t[2]=n[2],t[3]=n[3],t[4]=n[4],t[5]=n[5],t},a.identity=function(t){return t[0]=1,t[1]=0,t[2]=0,t[3]=1,t[4]=0,t[5]=0,t},a.fromValues=function(t,n,a,r,u,e){var c=new o.ARRAY_TYPE(6);return c[0]=t,c[1]=n,c[2]=a,c[3]=r,c[4]=u,c[5]=e,c},a.set=function(t,n,a,r,u,o,e){return t[0]=n,t[1]=a,t[2]=r,t[3]=u,t[4]=o,t[5]=e,t},a.invert=function(t,n){var a=n[0],r=n[1],u=n[2],o=n[3],e=n[4],c=n[5],i=a*o-r*u;return i?(i=1/i,t[0]=o*i,t[1]=-r*i,t[2]=-u*i,t[3]=a*i,t[4]=(u*c-o*e)*i,t[5]=(r*e-a*c)*i,t):null},a.determinant=function(t){return t[0]*t[3]-t[1]*t[2]},a.multiply=e,a.rotate=function(t,n,a){var r=n[0],u=n[1],o=n[2],e=n[3],c=n[4],i=n[5],s=Math.sin(a),h=Math.cos(a);return t[0]=r*h+o*s,t[1]=u*h+e*s,t[2]=r*-s+o*h,t[3]=u*-s+e*h,t[4]=c,t[5]=i,t},a.scale=function(t,n,a){var r=n[0],u=n[1],o=n[2],e=n[3],c=n[4],i=n[5],s=a[0],h=a[1];return t[0]=r*s,t[1]=u*s,t[2]=o*h,t[3]=e*h,t[4]=c,t[5]=i,t},a.translate=function(t,n,a){var r=n[0],u=n[1],o=n[2],e=n[3],c=n[4],i=n[5],s=a[0],h=a[1];return t[0]=r,t[1]=u,t[2]=o,t[3]=e,t[4]=r*s+o*h+c,t[5]=u*s+e*h+i,t},a.fromRotation=function(t,n){var a=Math.sin(n),r=Math.cos(n);return t[0]=r,t[1]=a,t[2]=-a,t[3]=r,t[4]=0,t[5]=0,t},a.fromScaling=function(t,n){return t[0]=n[0],t[1]=0,t[2]=0,t[3]=n[1],t[4]=0,t[5]=0,t},a.fromTranslation=function(t,n){return t[0]=1,t[1]=0,t[2]=0,t[3]=1,t[4]=n[0],t[5]=n[1],t},a.str=function(t){return\"mat2d(\"+t[0]+\", \"+t[1]+\", \"+t[2]+\", \"+t[3]+\", \"+t[4]+\", \"+t[5]+\")\"},a.frob=function(t){return Math.hypot(t[0],t[1],t[2],t[3],t[4],t[5],1)},a.add=function(t,n,a){return t[0]=n[0]+a[0],t[1]=n[1]+a[1],t[2]=n[2]+a[2],t[3]=n[3]+a[3],t[4]=n[4]+a[4],t[5]=n[5]+a[5],t},a.subtract=c,a.multiplyScalar=function(t,n,a){return t[0]=n[0]*a,t[1]=n[1]*a,t[2]=n[2]*a,t[3]=n[3]*a,t[4]=n[4]*a,t[5]=n[5]*a,t},a.multiplyScalarAndAdd=function(t,n,a,r){return t[0]=n[0]+a[0]*r,t[1]=n[1]+a[1]*r,t[2]=n[2]+a[2]*r,t[3]=n[3]+a[3]*r,t[4]=n[4]+a[4]*r,t[5]=n[5]+a[5]*r,t},a.exactEquals=function(t,n){return t[0]===n[0]&&t[1]===n[1]&&t[2]===n[2]&&t[3]===n[3]&&t[4]===n[4]&&t[5]===n[5]},a.equals=function(t,n){var a=t[0],r=t[1],u=t[2],e=t[3],c=t[4],i=t[5],s=n[0],h=n[1],f=n[2],M=n[3],b=n[4],l=n[5];return Math.abs(a-s)<=o.EPSILON*Math.max(1,Math.abs(a),Math.abs(s))&&Math.abs(r-h)<=o.EPSILON*Math.max(1,Math.abs(r),Math.abs(h))&&Math.abs(u-f)<=o.EPSILON*Math.max(1,Math.abs(u),Math.abs(f))&&Math.abs(e-M)<=o.EPSILON*Math.max(1,Math.abs(e),Math.abs(M))&&Math.abs(c-b)<=o.EPSILON*Math.max(1,Math.abs(c),Math.abs(b))&&Math.abs(i-l)<=o.EPSILON*Math.max(1,Math.abs(i),Math.abs(l))},a.mul=e,a.sub=c},\n      \"0285c50a7e\": function _(t,a,n,r,u){r();const o=(0,t(\"tslib\").__importStar)(t(\"68ca94c15c\"));function e(t,a,n){var r=a[0],u=a[1],o=a[2],e=a[3],i=a[4],c=a[5],s=a[6],M=a[7],h=a[8],f=n[0],b=n[1],l=n[2],m=n[3],v=n[4],E=n[5],P=n[6],S=n[7],A=n[8];return t[0]=f*r+b*e+l*s,t[1]=f*u+b*i+l*M,t[2]=f*o+b*c+l*h,t[3]=m*r+v*e+E*s,t[4]=m*u+v*i+E*M,t[5]=m*o+v*c+E*h,t[6]=P*r+S*e+A*s,t[7]=P*u+S*i+A*M,t[8]=P*o+S*c+A*h,t}function i(t,a,n){return t[0]=a[0]-n[0],t[1]=a[1]-n[1],t[2]=a[2]-n[2],t[3]=a[3]-n[3],t[4]=a[4]-n[4],t[5]=a[5]-n[5],t[6]=a[6]-n[6],t[7]=a[7]-n[7],t[8]=a[8]-n[8],t}n.create=function(){var t=new o.ARRAY_TYPE(9);return o.ARRAY_TYPE!=Float32Array&&(t[1]=0,t[2]=0,t[3]=0,t[5]=0,t[6]=0,t[7]=0),t[0]=1,t[4]=1,t[8]=1,t},n.fromMat4=function(t,a){return t[0]=a[0],t[1]=a[1],t[2]=a[2],t[3]=a[4],t[4]=a[5],t[5]=a[6],t[6]=a[8],t[7]=a[9],t[8]=a[10],t},n.clone=function(t){var a=new o.ARRAY_TYPE(9);return a[0]=t[0],a[1]=t[1],a[2]=t[2],a[3]=t[3],a[4]=t[4],a[5]=t[5],a[6]=t[6],a[7]=t[7],a[8]=t[8],a},n.copy=function(t,a){return t[0]=a[0],t[1]=a[1],t[2]=a[2],t[3]=a[3],t[4]=a[4],t[5]=a[5],t[6]=a[6],t[7]=a[7],t[8]=a[8],t},n.fromValues=function(t,a,n,r,u,e,i,c,s){var M=new o.ARRAY_TYPE(9);return M[0]=t,M[1]=a,M[2]=n,M[3]=r,M[4]=u,M[5]=e,M[6]=i,M[7]=c,M[8]=s,M},n.set=function(t,a,n,r,u,o,e,i,c,s){return t[0]=a,t[1]=n,t[2]=r,t[3]=u,t[4]=o,t[5]=e,t[6]=i,t[7]=c,t[8]=s,t},n.identity=function(t){return t[0]=1,t[1]=0,t[2]=0,t[3]=0,t[4]=1,t[5]=0,t[6]=0,t[7]=0,t[8]=1,t},n.transpose=function(t,a){if(t===a){var n=a[1],r=a[2],u=a[5];t[1]=a[3],t[2]=a[6],t[3]=n,t[5]=a[7],t[6]=r,t[7]=u}else t[0]=a[0],t[1]=a[3],t[2]=a[6],t[3]=a[1],t[4]=a[4],t[5]=a[7],t[6]=a[2],t[7]=a[5],t[8]=a[8];return t},n.invert=function(t,a){var n=a[0],r=a[1],u=a[2],o=a[3],e=a[4],i=a[5],c=a[6],s=a[7],M=a[8],h=M*e-i*s,f=-M*o+i*c,b=s*o-e*c,l=n*h+r*f+u*b;return l?(l=1/l,t[0]=h*l,t[1]=(-M*r+u*s)*l,t[2]=(i*r-u*e)*l,t[3]=f*l,t[4]=(M*n-u*c)*l,t[5]=(-i*n+u*o)*l,t[6]=b*l,t[7]=(-s*n+r*c)*l,t[8]=(e*n-r*o)*l,t):null},n.adjoint=function(t,a){var n=a[0],r=a[1],u=a[2],o=a[3],e=a[4],i=a[5],c=a[6],s=a[7],M=a[8];return t[0]=e*M-i*s,t[1]=u*s-r*M,t[2]=r*i-u*e,t[3]=i*c-o*M,t[4]=n*M-u*c,t[5]=u*o-n*i,t[6]=o*s-e*c,t[7]=r*c-n*s,t[8]=n*e-r*o,t},n.determinant=function(t){var a=t[0],n=t[1],r=t[2],u=t[3],o=t[4],e=t[5],i=t[6],c=t[7],s=t[8];return a*(s*o-e*c)+n*(-s*u+e*i)+r*(c*u-o*i)},n.multiply=e,n.translate=function(t,a,n){var r=a[0],u=a[1],o=a[2],e=a[3],i=a[4],c=a[5],s=a[6],M=a[7],h=a[8],f=n[0],b=n[1];return t[0]=r,t[1]=u,t[2]=o,t[3]=e,t[4]=i,t[5]=c,t[6]=f*r+b*e+s,t[7]=f*u+b*i+M,t[8]=f*o+b*c+h,t},n.rotate=function(t,a,n){var r=a[0],u=a[1],o=a[2],e=a[3],i=a[4],c=a[5],s=a[6],M=a[7],h=a[8],f=Math.sin(n),b=Math.cos(n);return t[0]=b*r+f*e,t[1]=b*u+f*i,t[2]=b*o+f*c,t[3]=b*e-f*r,t[4]=b*i-f*u,t[5]=b*c-f*o,t[6]=s,t[7]=M,t[8]=h,t},n.scale=function(t,a,n){var r=n[0],u=n[1];return t[0]=r*a[0],t[1]=r*a[1],t[2]=r*a[2],t[3]=u*a[3],t[4]=u*a[4],t[5]=u*a[5],t[6]=a[6],t[7]=a[7],t[8]=a[8],t},n.fromTranslation=function(t,a){return t[0]=1,t[1]=0,t[2]=0,t[3]=0,t[4]=1,t[5]=0,t[6]=a[0],t[7]=a[1],t[8]=1,t},n.fromRotation=function(t,a){var n=Math.sin(a),r=Math.cos(a);return t[0]=r,t[1]=n,t[2]=0,t[3]=-n,t[4]=r,t[5]=0,t[6]=0,t[7]=0,t[8]=1,t},n.fromScaling=function(t,a){return t[0]=a[0],t[1]=0,t[2]=0,t[3]=0,t[4]=a[1],t[5]=0,t[6]=0,t[7]=0,t[8]=1,t},n.fromMat2d=function(t,a){return t[0]=a[0],t[1]=a[1],t[2]=0,t[3]=a[2],t[4]=a[3],t[5]=0,t[6]=a[4],t[7]=a[5],t[8]=1,t},n.fromQuat=function(t,a){var n=a[0],r=a[1],u=a[2],o=a[3],e=n+n,i=r+r,c=u+u,s=n*e,M=r*e,h=r*i,f=u*e,b=u*i,l=u*c,m=o*e,v=o*i,E=o*c;return t[0]=1-h-l,t[3]=M-E,t[6]=f+v,t[1]=M+E,t[4]=1-s-l,t[7]=b-m,t[2]=f-v,t[5]=b+m,t[8]=1-s-h,t},n.normalFromMat4=function(t,a){var n=a[0],r=a[1],u=a[2],o=a[3],e=a[4],i=a[5],c=a[6],s=a[7],M=a[8],h=a[9],f=a[10],b=a[11],l=a[12],m=a[13],v=a[14],E=a[15],P=n*i-r*e,S=n*c-u*e,A=n*s-o*e,x=r*c-u*i,d=r*s-o*i,I=u*s-o*c,L=M*m-h*l,N=M*v-f*l,O=M*E-b*l,R=h*v-f*m,p=h*E-b*m,Y=f*E-b*v,y=P*Y-S*p+A*R+x*O-d*N+I*L;return y?(y=1/y,t[0]=(i*Y-c*p+s*R)*y,t[1]=(c*O-e*Y-s*N)*y,t[2]=(e*p-i*O+s*L)*y,t[3]=(u*p-r*Y-o*R)*y,t[4]=(n*Y-u*O+o*N)*y,t[5]=(r*O-n*p-o*L)*y,t[6]=(m*I-v*d+E*x)*y,t[7]=(v*A-l*I-E*S)*y,t[8]=(l*d-m*A+E*P)*y,t):null},n.projection=function(t,a,n){return t[0]=2/a,t[1]=0,t[2]=0,t[3]=0,t[4]=-2/n,t[5]=0,t[6]=-1,t[7]=1,t[8]=1,t},n.str=function(t){return\"mat3(\"+t[0]+\", \"+t[1]+\", \"+t[2]+\", \"+t[3]+\", \"+t[4]+\", \"+t[5]+\", \"+t[6]+\", \"+t[7]+\", \"+t[8]+\")\"},n.frob=function(t){return Math.hypot(t[0],t[1],t[2],t[3],t[4],t[5],t[6],t[7],t[8])},n.add=function(t,a,n){return t[0]=a[0]+n[0],t[1]=a[1]+n[1],t[2]=a[2]+n[2],t[3]=a[3]+n[3],t[4]=a[4]+n[4],t[5]=a[5]+n[5],t[6]=a[6]+n[6],t[7]=a[7]+n[7],t[8]=a[8]+n[8],t},n.subtract=i,n.multiplyScalar=function(t,a,n){return t[0]=a[0]*n,t[1]=a[1]*n,t[2]=a[2]*n,t[3]=a[3]*n,t[4]=a[4]*n,t[5]=a[5]*n,t[6]=a[6]*n,t[7]=a[7]*n,t[8]=a[8]*n,t},n.multiplyScalarAndAdd=function(t,a,n,r){return t[0]=a[0]+n[0]*r,t[1]=a[1]+n[1]*r,t[2]=a[2]+n[2]*r,t[3]=a[3]+n[3]*r,t[4]=a[4]+n[4]*r,t[5]=a[5]+n[5]*r,t[6]=a[6]+n[6]*r,t[7]=a[7]+n[7]*r,t[8]=a[8]+n[8]*r,t},n.exactEquals=function(t,a){return t[0]===a[0]&&t[1]===a[1]&&t[2]===a[2]&&t[3]===a[3]&&t[4]===a[4]&&t[5]===a[5]&&t[6]===a[6]&&t[7]===a[7]&&t[8]===a[8]},n.equals=function(t,a){var n=t[0],r=t[1],u=t[2],e=t[3],i=t[4],c=t[5],s=t[6],M=t[7],h=t[8],f=a[0],b=a[1],l=a[2],m=a[3],v=a[4],E=a[5],P=a[6],S=a[7],A=a[8];return Math.abs(n-f)<=o.EPSILON*Math.max(1,Math.abs(n),Math.abs(f))&&Math.abs(r-b)<=o.EPSILON*Math.max(1,Math.abs(r),Math.abs(b))&&Math.abs(u-l)<=o.EPSILON*Math.max(1,Math.abs(u),Math.abs(l))&&Math.abs(e-m)<=o.EPSILON*Math.max(1,Math.abs(e),Math.abs(m))&&Math.abs(i-v)<=o.EPSILON*Math.max(1,Math.abs(i),Math.abs(v))&&Math.abs(c-E)<=o.EPSILON*Math.max(1,Math.abs(c),Math.abs(E))&&Math.abs(s-P)<=o.EPSILON*Math.max(1,Math.abs(s),Math.abs(P))&&Math.abs(M-S)<=o.EPSILON*Math.max(1,Math.abs(M),Math.abs(S))&&Math.abs(h-A)<=o.EPSILON*Math.max(1,Math.abs(h),Math.abs(A))},n.mul=e,n.sub=i},\n      \"a427635f32\": function _(t,a,n,r,h){r();const o=(0,t(\"tslib\").__importStar)(t(\"68ca94c15c\"));function u(t){return t[0]=1,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=1,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=1,t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,t}function M(t,a,n){var r=a[0],h=a[1],o=a[2],u=a[3],M=a[4],s=a[5],e=a[6],i=a[7],c=a[8],f=a[9],b=a[10],l=a[11],m=a[12],v=a[13],P=a[14],E=a[15],S=n[0],I=n[1],O=n[2],L=n[3];return t[0]=S*r+I*M+O*c+L*m,t[1]=S*h+I*s+O*f+L*v,t[2]=S*o+I*e+O*b+L*P,t[3]=S*u+I*i+O*l+L*E,S=n[4],I=n[5],O=n[6],L=n[7],t[4]=S*r+I*M+O*c+L*m,t[5]=S*h+I*s+O*f+L*v,t[6]=S*o+I*e+O*b+L*P,t[7]=S*u+I*i+O*l+L*E,S=n[8],I=n[9],O=n[10],L=n[11],t[8]=S*r+I*M+O*c+L*m,t[9]=S*h+I*s+O*f+L*v,t[10]=S*o+I*e+O*b+L*P,t[11]=S*u+I*i+O*l+L*E,S=n[12],I=n[13],O=n[14],L=n[15],t[12]=S*r+I*M+O*c+L*m,t[13]=S*h+I*s+O*f+L*v,t[14]=S*o+I*e+O*b+L*P,t[15]=S*u+I*i+O*l+L*E,t}function s(t,a,n){var r=a[0],h=a[1],o=a[2],u=a[3],M=r+r,s=h+h,e=o+o,i=r*M,c=r*s,f=r*e,b=h*s,l=h*e,m=o*e,v=u*M,P=u*s,E=u*e;return t[0]=1-(b+m),t[1]=c+E,t[2]=f-P,t[3]=0,t[4]=c-E,t[5]=1-(i+m),t[6]=l+v,t[7]=0,t[8]=f+P,t[9]=l-v,t[10]=1-(i+b),t[11]=0,t[12]=n[0],t[13]=n[1],t[14]=n[2],t[15]=1,t}function e(t,a){var n=a[0],r=a[1],h=a[2],o=a[4],u=a[5],M=a[6],s=a[8],e=a[9],i=a[10];return t[0]=Math.hypot(n,r,h),t[1]=Math.hypot(o,u,M),t[2]=Math.hypot(s,e,i),t}function i(t,a,n){return t[0]=a[0]-n[0],t[1]=a[1]-n[1],t[2]=a[2]-n[2],t[3]=a[3]-n[3],t[4]=a[4]-n[4],t[5]=a[5]-n[5],t[6]=a[6]-n[6],t[7]=a[7]-n[7],t[8]=a[8]-n[8],t[9]=a[9]-n[9],t[10]=a[10]-n[10],t[11]=a[11]-n[11],t[12]=a[12]-n[12],t[13]=a[13]-n[13],t[14]=a[14]-n[14],t[15]=a[15]-n[15],t}n.create=function(){var t=new o.ARRAY_TYPE(16);return o.ARRAY_TYPE!=Float32Array&&(t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[11]=0,t[12]=0,t[13]=0,t[14]=0),t[0]=1,t[5]=1,t[10]=1,t[15]=1,t},n.clone=function(t){var a=new o.ARRAY_TYPE(16);return a[0]=t[0],a[1]=t[1],a[2]=t[2],a[3]=t[3],a[4]=t[4],a[5]=t[5],a[6]=t[6],a[7]=t[7],a[8]=t[8],a[9]=t[9],a[10]=t[10],a[11]=t[11],a[12]=t[12],a[13]=t[13],a[14]=t[14],a[15]=t[15],a},n.copy=function(t,a){return t[0]=a[0],t[1]=a[1],t[2]=a[2],t[3]=a[3],t[4]=a[4],t[5]=a[5],t[6]=a[6],t[7]=a[7],t[8]=a[8],t[9]=a[9],t[10]=a[10],t[11]=a[11],t[12]=a[12],t[13]=a[13],t[14]=a[14],t[15]=a[15],t},n.fromValues=function(t,a,n,r,h,u,M,s,e,i,c,f,b,l,m,v){var P=new o.ARRAY_TYPE(16);return P[0]=t,P[1]=a,P[2]=n,P[3]=r,P[4]=h,P[5]=u,P[6]=M,P[7]=s,P[8]=e,P[9]=i,P[10]=c,P[11]=f,P[12]=b,P[13]=l,P[14]=m,P[15]=v,P},n.set=function(t,a,n,r,h,o,u,M,s,e,i,c,f,b,l,m,v){return t[0]=a,t[1]=n,t[2]=r,t[3]=h,t[4]=o,t[5]=u,t[6]=M,t[7]=s,t[8]=e,t[9]=i,t[10]=c,t[11]=f,t[12]=b,t[13]=l,t[14]=m,t[15]=v,t},n.identity=u,n.transpose=function(t,a){if(t===a){var n=a[1],r=a[2],h=a[3],o=a[6],u=a[7],M=a[11];t[1]=a[4],t[2]=a[8],t[3]=a[12],t[4]=n,t[6]=a[9],t[7]=a[13],t[8]=r,t[9]=o,t[11]=a[14],t[12]=h,t[13]=u,t[14]=M}else t[0]=a[0],t[1]=a[4],t[2]=a[8],t[3]=a[12],t[4]=a[1],t[5]=a[5],t[6]=a[9],t[7]=a[13],t[8]=a[2],t[9]=a[6],t[10]=a[10],t[11]=a[14],t[12]=a[3],t[13]=a[7],t[14]=a[11],t[15]=a[15];return t},n.invert=function(t,a){var n=a[0],r=a[1],h=a[2],o=a[3],u=a[4],M=a[5],s=a[6],e=a[7],i=a[8],c=a[9],f=a[10],b=a[11],l=a[12],m=a[13],v=a[14],P=a[15],E=n*M-r*u,S=n*s-h*u,I=n*e-o*u,O=r*s-h*M,L=r*e-o*M,N=h*e-o*s,p=i*m-c*l,R=i*v-f*l,x=i*P-b*l,A=c*v-f*m,y=c*P-b*m,Y=f*P-b*v,g=E*Y-S*y+I*A+O*x-L*R+N*p;return g?(g=1/g,t[0]=(M*Y-s*y+e*A)*g,t[1]=(h*y-r*Y-o*A)*g,t[2]=(m*N-v*L+P*O)*g,t[3]=(f*L-c*N-b*O)*g,t[4]=(s*x-u*Y-e*R)*g,t[5]=(n*Y-h*x+o*R)*g,t[6]=(v*I-l*N-P*S)*g,t[7]=(i*N-f*I+b*S)*g,t[8]=(u*y-M*x+e*p)*g,t[9]=(r*x-n*y-o*p)*g,t[10]=(l*L-m*I+P*E)*g,t[11]=(c*I-i*L-b*E)*g,t[12]=(M*R-u*A-s*p)*g,t[13]=(n*A-r*R+h*p)*g,t[14]=(m*S-l*O-v*E)*g,t[15]=(i*O-c*S+f*E)*g,t):null},n.adjoint=function(t,a){var n=a[0],r=a[1],h=a[2],o=a[3],u=a[4],M=a[5],s=a[6],e=a[7],i=a[8],c=a[9],f=a[10],b=a[11],l=a[12],m=a[13],v=a[14],P=a[15];return t[0]=M*(f*P-b*v)-c*(s*P-e*v)+m*(s*b-e*f),t[1]=-(r*(f*P-b*v)-c*(h*P-o*v)+m*(h*b-o*f)),t[2]=r*(s*P-e*v)-M*(h*P-o*v)+m*(h*e-o*s),t[3]=-(r*(s*b-e*f)-M*(h*b-o*f)+c*(h*e-o*s)),t[4]=-(u*(f*P-b*v)-i*(s*P-e*v)+l*(s*b-e*f)),t[5]=n*(f*P-b*v)-i*(h*P-o*v)+l*(h*b-o*f),t[6]=-(n*(s*P-e*v)-u*(h*P-o*v)+l*(h*e-o*s)),t[7]=n*(s*b-e*f)-u*(h*b-o*f)+i*(h*e-o*s),t[8]=u*(c*P-b*m)-i*(M*P-e*m)+l*(M*b-e*c),t[9]=-(n*(c*P-b*m)-i*(r*P-o*m)+l*(r*b-o*c)),t[10]=n*(M*P-e*m)-u*(r*P-o*m)+l*(r*e-o*M),t[11]=-(n*(M*b-e*c)-u*(r*b-o*c)+i*(r*e-o*M)),t[12]=-(u*(c*v-f*m)-i*(M*v-s*m)+l*(M*f-s*c)),t[13]=n*(c*v-f*m)-i*(r*v-h*m)+l*(r*f-h*c),t[14]=-(n*(M*v-s*m)-u*(r*v-h*m)+l*(r*s-h*M)),t[15]=n*(M*f-s*c)-u*(r*f-h*c)+i*(r*s-h*M),t},n.determinant=function(t){var a=t[0],n=t[1],r=t[2],h=t[3],o=t[4],u=t[5],M=t[6],s=t[7],e=t[8],i=t[9],c=t[10],f=t[11],b=t[12],l=t[13],m=t[14],v=t[15];return(a*u-n*o)*(c*v-f*m)-(a*M-r*o)*(i*v-f*l)+(a*s-h*o)*(i*m-c*l)+(n*M-r*u)*(e*v-f*b)-(n*s-h*u)*(e*m-c*b)+(r*s-h*M)*(e*l-i*b)},n.multiply=M,n.translate=function(t,a,n){var r,h,o,u,M,s,e,i,c,f,b,l,m=n[0],v=n[1],P=n[2];return a===t?(t[12]=a[0]*m+a[4]*v+a[8]*P+a[12],t[13]=a[1]*m+a[5]*v+a[9]*P+a[13],t[14]=a[2]*m+a[6]*v+a[10]*P+a[14],t[15]=a[3]*m+a[7]*v+a[11]*P+a[15]):(r=a[0],h=a[1],o=a[2],u=a[3],M=a[4],s=a[5],e=a[6],i=a[7],c=a[8],f=a[9],b=a[10],l=a[11],t[0]=r,t[1]=h,t[2]=o,t[3]=u,t[4]=M,t[5]=s,t[6]=e,t[7]=i,t[8]=c,t[9]=f,t[10]=b,t[11]=l,t[12]=r*m+M*v+c*P+a[12],t[13]=h*m+s*v+f*P+a[13],t[14]=o*m+e*v+b*P+a[14],t[15]=u*m+i*v+l*P+a[15]),t},n.scale=function(t,a,n){var r=n[0],h=n[1],o=n[2];return t[0]=a[0]*r,t[1]=a[1]*r,t[2]=a[2]*r,t[3]=a[3]*r,t[4]=a[4]*h,t[5]=a[5]*h,t[6]=a[6]*h,t[7]=a[7]*h,t[8]=a[8]*o,t[9]=a[9]*o,t[10]=a[10]*o,t[11]=a[11]*o,t[12]=a[12],t[13]=a[13],t[14]=a[14],t[15]=a[15],t},n.rotate=function(t,a,n,r){var h,u,M,s,e,i,c,f,b,l,m,v,P,E,S,I,O,L,N,p,R,x,A,y,Y=r[0],g=r[1],T=r[2],d=Math.hypot(Y,g,T);return d<o.EPSILON?null:(Y*=d=1/d,g*=d,T*=d,h=Math.sin(n),M=1-(u=Math.cos(n)),s=a[0],e=a[1],i=a[2],c=a[3],f=a[4],b=a[5],l=a[6],m=a[7],v=a[8],P=a[9],E=a[10],S=a[11],I=Y*Y*M+u,O=g*Y*M+T*h,L=T*Y*M-g*h,N=Y*g*M-T*h,p=g*g*M+u,R=T*g*M+Y*h,x=Y*T*M+g*h,A=g*T*M-Y*h,y=T*T*M+u,t[0]=s*I+f*O+v*L,t[1]=e*I+b*O+P*L,t[2]=i*I+l*O+E*L,t[3]=c*I+m*O+S*L,t[4]=s*N+f*p+v*R,t[5]=e*N+b*p+P*R,t[6]=i*N+l*p+E*R,t[7]=c*N+m*p+S*R,t[8]=s*x+f*A+v*y,t[9]=e*x+b*A+P*y,t[10]=i*x+l*A+E*y,t[11]=c*x+m*A+S*y,a!==t&&(t[12]=a[12],t[13]=a[13],t[14]=a[14],t[15]=a[15]),t)},n.rotateX=function(t,a,n){var r=Math.sin(n),h=Math.cos(n),o=a[4],u=a[5],M=a[6],s=a[7],e=a[8],i=a[9],c=a[10],f=a[11];return a!==t&&(t[0]=a[0],t[1]=a[1],t[2]=a[2],t[3]=a[3],t[12]=a[12],t[13]=a[13],t[14]=a[14],t[15]=a[15]),t[4]=o*h+e*r,t[5]=u*h+i*r,t[6]=M*h+c*r,t[7]=s*h+f*r,t[8]=e*h-o*r,t[9]=i*h-u*r,t[10]=c*h-M*r,t[11]=f*h-s*r,t},n.rotateY=function(t,a,n){var r=Math.sin(n),h=Math.cos(n),o=a[0],u=a[1],M=a[2],s=a[3],e=a[8],i=a[9],c=a[10],f=a[11];return a!==t&&(t[4]=a[4],t[5]=a[5],t[6]=a[6],t[7]=a[7],t[12]=a[12],t[13]=a[13],t[14]=a[14],t[15]=a[15]),t[0]=o*h-e*r,t[1]=u*h-i*r,t[2]=M*h-c*r,t[3]=s*h-f*r,t[8]=o*r+e*h,t[9]=u*r+i*h,t[10]=M*r+c*h,t[11]=s*r+f*h,t},n.rotateZ=function(t,a,n){var r=Math.sin(n),h=Math.cos(n),o=a[0],u=a[1],M=a[2],s=a[3],e=a[4],i=a[5],c=a[6],f=a[7];return a!==t&&(t[8]=a[8],t[9]=a[9],t[10]=a[10],t[11]=a[11],t[12]=a[12],t[13]=a[13],t[14]=a[14],t[15]=a[15]),t[0]=o*h+e*r,t[1]=u*h+i*r,t[2]=M*h+c*r,t[3]=s*h+f*r,t[4]=e*h-o*r,t[5]=i*h-u*r,t[6]=c*h-M*r,t[7]=f*h-s*r,t},n.fromTranslation=function(t,a){return t[0]=1,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=1,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=1,t[11]=0,t[12]=a[0],t[13]=a[1],t[14]=a[2],t[15]=1,t},n.fromScaling=function(t,a){return t[0]=a[0],t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=a[1],t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=a[2],t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,t},n.fromRotation=function(t,a,n){var r,h,u,M=n[0],s=n[1],e=n[2],i=Math.hypot(M,s,e);return i<o.EPSILON?null:(M*=i=1/i,s*=i,e*=i,r=Math.sin(a),u=1-(h=Math.cos(a)),t[0]=M*M*u+h,t[1]=s*M*u+e*r,t[2]=e*M*u-s*r,t[3]=0,t[4]=M*s*u-e*r,t[5]=s*s*u+h,t[6]=e*s*u+M*r,t[7]=0,t[8]=M*e*u+s*r,t[9]=s*e*u-M*r,t[10]=e*e*u+h,t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,t)},n.fromXRotation=function(t,a){var n=Math.sin(a),r=Math.cos(a);return t[0]=1,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=r,t[6]=n,t[7]=0,t[8]=0,t[9]=-n,t[10]=r,t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,t},n.fromYRotation=function(t,a){var n=Math.sin(a),r=Math.cos(a);return t[0]=r,t[1]=0,t[2]=-n,t[3]=0,t[4]=0,t[5]=1,t[6]=0,t[7]=0,t[8]=n,t[9]=0,t[10]=r,t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,t},n.fromZRotation=function(t,a){var n=Math.sin(a),r=Math.cos(a);return t[0]=r,t[1]=n,t[2]=0,t[3]=0,t[4]=-n,t[5]=r,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=1,t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,t},n.fromRotationTranslation=s,n.fromQuat2=function(t,a){var n=new o.ARRAY_TYPE(3),r=-a[0],h=-a[1],u=-a[2],M=a[3],e=a[4],i=a[5],c=a[6],f=a[7],b=r*r+h*h+u*u+M*M;return b>0?(n[0]=2*(e*M+f*r+i*u-c*h)/b,n[1]=2*(i*M+f*h+c*r-e*u)/b,n[2]=2*(c*M+f*u+e*h-i*r)/b):(n[0]=2*(e*M+f*r+i*u-c*h),n[1]=2*(i*M+f*h+c*r-e*u),n[2]=2*(c*M+f*u+e*h-i*r)),s(t,a,n),t},n.getTranslation=function(t,a){return t[0]=a[12],t[1]=a[13],t[2]=a[14],t},n.getScaling=e,n.getRotation=function(t,a){var n=new o.ARRAY_TYPE(3);e(n,a);var r=1/n[0],h=1/n[1],u=1/n[2],M=a[0]*r,s=a[1]*h,i=a[2]*u,c=a[4]*r,f=a[5]*h,b=a[6]*u,l=a[8]*r,m=a[9]*h,v=a[10]*u,P=M+f+v,E=0;return P>0?(E=2*Math.sqrt(P+1),t[3]=.25*E,t[0]=(b-m)/E,t[1]=(l-i)/E,t[2]=(s-c)/E):M>f&&M>v?(E=2*Math.sqrt(1+M-f-v),t[3]=(b-m)/E,t[0]=.25*E,t[1]=(s+c)/E,t[2]=(l+i)/E):f>v?(E=2*Math.sqrt(1+f-M-v),t[3]=(l-i)/E,t[0]=(s+c)/E,t[1]=.25*E,t[2]=(b+m)/E):(E=2*Math.sqrt(1+v-M-f),t[3]=(s-c)/E,t[0]=(l+i)/E,t[1]=(b+m)/E,t[2]=.25*E),t},n.fromRotationTranslationScale=function(t,a,n,r){var h=a[0],o=a[1],u=a[2],M=a[3],s=h+h,e=o+o,i=u+u,c=h*s,f=h*e,b=h*i,l=o*e,m=o*i,v=u*i,P=M*s,E=M*e,S=M*i,I=r[0],O=r[1],L=r[2];return t[0]=(1-(l+v))*I,t[1]=(f+S)*I,t[2]=(b-E)*I,t[3]=0,t[4]=(f-S)*O,t[5]=(1-(c+v))*O,t[6]=(m+P)*O,t[7]=0,t[8]=(b+E)*L,t[9]=(m-P)*L,t[10]=(1-(c+l))*L,t[11]=0,t[12]=n[0],t[13]=n[1],t[14]=n[2],t[15]=1,t},n.fromRotationTranslationScaleOrigin=function(t,a,n,r,h){var 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n[0]=t[0]+r[0]*a,n[1]=t[1]+r[1]*a,n},r.distance=s,r.squaredDistance=h,r.length=M,r.squaredLength=l,r.negate=function(n,t){return n[0]=-t[0],n[1]=-t[1],n},r.inverse=function(n,t){return n[0]=1/t[0],n[1]=1/t[1],n},r.normalize=function(n,t){var r=t[0],a=t[1],u=r*r+a*a;return u>0&&(u=1/Math.sqrt(u)),n[0]=t[0]*u,n[1]=t[1]*u,n},r.dot=function(n,t){return n[0]*t[0]+n[1]*t[1]},r.cross=function(n,t,r){var a=t[0]*r[1]-t[1]*r[0];return n[0]=n[1]=0,n[2]=a,n},r.lerp=function(n,t,r,a){var u=t[0],e=t[1];return n[0]=u+a*(r[0]-u),n[1]=e+a*(r[1]-e),n},r.random=function(n,t){t=t||1;var r=2*e.RANDOM()*Math.PI;return n[0]=Math.cos(r)*t,n[1]=Math.sin(r)*t,n},r.transformMat2=function(n,t,r){var a=t[0],u=t[1];return n[0]=r[0]*a+r[2]*u,n[1]=r[1]*a+r[3]*u,n},r.transformMat2d=function(n,t,r){var a=t[0],u=t[1];return n[0]=r[0]*a+r[2]*u+r[4],n[1]=r[1]*a+r[3]*u+r[5],n},r.transformMat3=function(n,t,r){var a=t[0],u=t[1];return n[0]=r[0]*a+r[3]*u+r[6],n[1]=r[1]*a+r[4]*u+r[7],n},r.transformMat4=function(n,t,r){var a=t[0],u=t[1];return n[0]=r[0]*a+r[4]*u+r[12],n[1]=r[1]*a+r[5]*u+r[13],n},r.rotate=function(n,t,r,a){var u=t[0]-r[0],e=t[1]-r[1],o=Math.sin(a),c=Math.cos(a);return n[0]=u*c-e*o+r[0],n[1]=u*o+e*c+r[1],n},r.angle=function(n,t){var r=n[0],a=n[1],u=t[0],e=t[1],o=Math.sqrt(r*r+a*a)*Math.sqrt(u*u+e*e),c=o&&(r*u+a*e)/o;return Math.acos(Math.min(Math.max(c,-1),1))},r.zero=function(n){return n[0]=0,n[1]=0,n},r.str=function(n){return\"vec2(\"+n[0]+\", \"+n[1]+\")\"},r.exactEquals=function(n,t){return n[0]===t[0]&&n[1]===t[1]},r.equals=function(n,t){var r=n[0],a=n[1],u=t[0],o=t[1];return Math.abs(r-u)<=e.EPSILON*Math.max(1,Math.abs(r),Math.abs(u))&&Math.abs(a-o)<=e.EPSILON*Math.max(1,Math.abs(a),Math.abs(o))},r.len=M,r.sub=c,r.mul=i,r.div=f,r.dist=s,r.sqrDist=h,r.sqrLen=l,r.forEach=(v=o(),function(n,t,r,a,u,e){var o,c;for(t||(t=2),r||(r=0),c=a?Math.min(a*t+r,n.length):n.length,o=r;o<c;o+=t)v[0]=n[o],v[1]=n[o+1],u(v,v,e),n[o]=v[0],n[o+1]=v[1];return n})},\n      \"7785475bdd\": function _(e,t,i,s,n){s();const r=e(\"e13c143c7d\"),o=e(\"993f3118b2\");class a extends r.AbstractVTKView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.data.change,(()=>{this._vtk_image_data=(0,o.data2VTKImageData)(this.model.data),this.invalidate_render()})),this.connect(this.model.properties.colormap.change,(()=>{this.colormap_selector.value=this.model.colormap;const e=new Event(\"change\");this.colormap_selector.dispatchEvent(e)})),this.connect(this.model.properties.shadow.change,(()=>{this.shadow_selector.value=this.model.shadow?\"1\":\"0\";const e=new Event(\"change\");this.shadow_selector.dispatchEvent(e)})),this.connect(this.model.properties.sampling.change,(()=>{this.sampling_slider.value=this.model.sampling.toFixed(2);const e=new Event(\"input\");this.sampling_slider.dispatchEvent(e)})),this.connect(this.model.properties.edge_gradient.change,(()=>{this.edge_gradient_slider.value=this.model.edge_gradient.toFixed(2);const e=new Event(\"input\");this.edge_gradient_slider.dispatchEvent(e)})),this.connect(this.model.properties.rescale.change,(()=>{this._controllerWidget.setRescaleColorMap(this.model.rescale),this._vtk_renwin.getRenderWindow().render()})),this.connect(this.model.properties.ambient.change,(()=>{this.volume.getProperty().setAmbient(this.model.ambient),this._vtk_renwin.getRenderWindow().render()})),this.connect(this.model.properties.diffuse.change,(()=>{this.volume.getProperty().setDiffuse(this.model.diffuse),this._vtk_renwin.getRenderWindow().render()})),this.connect(this.model.properties.specular.change,(()=>{this.volume.getProperty().setSpecular(this.model.specular),this._vtk_renwin.getRenderWindow().render()})),this.connect(this.model.properties.specular_power.change,(()=>{this.volume.getProperty().setSpecularPower(this.model.specular_power),this._vtk_renwin.getRenderWindow().render()})),this.connect(this.model.properties.display_volume.change,(()=>{this._set_volume_visibility(this.model.display_volume),this._vtk_renwin.getRenderWindow().render()})),this.connect(this.model.properties.display_slices.change,(()=>{this._set_slices_visibility(this.model.display_slices),this._vtk_renwin.getRenderWindow().render()})),this.connect(this.model.properties.slice_i.change,(()=>{void 0!==this.image_actor_i&&(this.image_actor_i.getMapper().setISlice(this.model.slice_i),this._vtk_renwin.getRenderWindow().render())})),this.connect(this.model.properties.slice_j.change,(()=>{void 0!==this.image_actor_j&&(this.image_actor_j.getMapper().setJSlice(this.model.slice_j),this._vtk_renwin.getRenderWindow().render())})),this.connect(this.model.properties.slice_k.change,(()=>{void 0!==this.image_actor_k&&(this.image_actor_k.getMapper().setKSlice(this.model.slice_k),this._vtk_renwin.getRenderWindow().render())})),this.connect(this.model.properties.render_background.change,(()=>{this._vtk_renwin.getRenderer().setBackground(...(0,o.hexToRGB)(this.model.render_background)),this._vtk_renwin.getRenderWindow().render()})),this.connect(this.model.properties.interpolation.change,(()=>{this._set_interpolation(this.model.interpolation),this._vtk_renwin.getRenderWindow().render()})),this.connect(this.model.properties.controller_expanded.change,(()=>{null!=this._controllerWidget&&this._controllerWidget.setExpanded(this.model.controller_expanded)})),this.connect(this.model.properties.nan_opacity.change,(()=>{const e=this.image_actor_i.getProperty().getScalarOpacity();e.get([\"nodes\"]).nodes[0].y=this.model.nan_opacity,e.modified(),this._vtk_renwin.getRenderWindow().render()}))}render(){this._vtk_renwin=null,this._orientationWidget=null,this._axes=null,super.render(),this._create_orientation_widget(),this._set_axes(),this.model.camera?this._set_camera_state():this._vtk_renwin.getRenderer().resetCamera(),this._get_camera_state()}invalidate_render(){this._vtk_renwin=null,super.invalidate_render()}init_vtk_renwin(){this._vtk_renwin=o.vtkns.FullScreenRenderWindow.newInstance({rootContainer:this.el,container:this._vtk_container})}plot(){this._controllerWidget=o.vtkns.VolumeController.newInstance({size:[400,150],rescaleColorMap:this.model.rescale}),this._plot_volume(),this._plot_slices(),this._controllerWidget.setupContent(this._vtk_renwin.getRenderWindow(),this.volume,!0),this._controllerWidget.setContainer(this.el),this._controllerWidget.setExpanded(this.model.controller_expanded),this._connect_js_controls(),this._vtk_renwin.getRenderWindow().getInteractor(),this._vtk_renwin.getRenderWindow().getInteractor().setDesiredUpdateRate(45),this._set_volume_visibility(this.model.display_volume),this._set_slices_visibility(this.model.display_slices),this._vtk_renwin.getRenderer().setBackground(...(0,o.hexToRGB)(this.model.render_background)),this._set_interpolation(this.model.interpolation),this._set_camera_state()}get vtk_image_data(){return this._vtk_image_data||(this._vtk_image_data=(0,o.data2VTKImageData)(this.model.data)),this._vtk_image_data}get volume(){return this._vtk_renwin.getRenderer().getVolumes()[0]}get image_actor_i(){return this._vtk_renwin.getRenderer().getActors()[0]}get image_actor_j(){return this._vtk_renwin.getRenderer().getActors()[1]}get image_actor_k(){return this._vtk_renwin.getRenderer().getActors()[2]}get shadow_selector(){return this.el.querySelector(\".js-shadow\")}get edge_gradient_slider(){return this.el.querySelector(\".js-edge\")}get sampling_slider(){return this.el.querySelector(\".js-spacing\")}get colormap_selector(){return this.el.querySelector(\".js-color-preset\")}_connect_js_controls(){const{el:e}=this._controllerWidget.get(\"el\");if(void 0!==e){e.querySelector(\".js-button\").addEventListener(\"click\",(()=>this.model.controller_expanded=this._controllerWidget.getExpanded()))}this.colormap_selector.addEventListener(\"change\",(()=>{this.model.colormap=this.colormap_selector.value})),this.model.colormap?this.model.properties.colormap.change.emit():this.model.colormap=this.colormap_selector.value,this.shadow_selector.addEventListener(\"change\",(()=>{this.model.shadow=!!Number(this.shadow_selector.value)})),(this.model.shadow=!!Number(this.shadow_selector.value))&&this.model.properties.shadow.change.emit(),this.sampling_slider.addEventListener(\"input\",(()=>{const e=Number(this.sampling_slider.value);Math.abs(this.model.sampling-e)>=.005&&(this.model.sampling=e)})),Math.abs(this.model.sampling-Number(this.shadow_selector.value))>=.005&&this.model.properties.sampling.change.emit(),this.edge_gradient_slider.addEventListener(\"input\",(()=>{const e=Number(this.edge_gradient_slider.value);Math.abs(this.model.edge_gradient-e)>=.005&&(this.model.edge_gradient=e)})),Math.abs(this.model.edge_gradient-Number(this.edge_gradient_slider.value))>=.005&&this.model.properties.edge_gradient.change.emit()}_plot_slices(){const e=this._vtk_image_data,t=o.vtkns.ImageSlice.newInstance(),i=o.vtkns.ImageSlice.newInstance(),s=o.vtkns.ImageSlice.newInstance(),n=o.vtkns.ImageMapper.newInstance(),r=o.vtkns.ImageMapper.newInstance(),a=o.vtkns.ImageMapper.newInstance();n.setInputData(e),n.setISlice(this.model.slice_i),t.setMapper(n),r.setInputData(e),r.setJSlice(this.model.slice_j),i.setMapper(r),a.setInputData(e),a.setKSlice(this.model.slice_k),s.setMapper(a);const l=o.vtkns.PiecewiseFunction.newInstance(),d=this.volume.getProperty().getRGBTransferFunction(0),c=this.volume.getMapper().getInputData().getPointData().getScalars().getRange();l.removeAllPoints(),l.addPoint(c[0]-1,this.model.nan_opacity),l.addPoint(c[0],1),l.addPoint(c[1],1);const _=t.getProperty();i.setProperty(_),s.setProperty(_),_.setRGBTransferFunction(d),_.setScalarOpacity(l);const h=this._vtk_renwin.getRenderer();h.addActor(t),h.addActor(i),h.addActor(s)}_plot_volume(){const e=this.vtk_image_data,t=o.vtkns.Volume.newInstance(),i=o.vtkns.VolumeMapper.newInstance();t.setMapper(i),i.setInputData(e);const s=(e.getPointData().getScalars()||e.getPointData().getArrays()[0]).getRange(),n=o.vtkns.ColorTransferFunction.newInstance();n.onModified((()=>this.model.mapper=(0,o.vtkLutToMapper)(n)));const r=o.vtkns.PiecewiseFunction.newInstance(),a=.7*Math.sqrt(e.getSpacing().map((e=>e*e)).reduce(((e,t)=>e+t),0));i.setSampleDistance(a),t.getProperty().setRGBTransferFunction(0,n),t.getProperty().setScalarOpacity(0,r),t.getProperty().setInterpolationTypeToFastLinear(),t.getProperty().setScalarOpacityUnitDistance(0,o.vtkns.BoundingBox.getDiagonalLength(e.getBounds())/Math.max(...e.getDimensions())),t.getProperty().setGradientOpacityMinimumValue(0,0),t.getProperty().setGradientOpacityMaximumValue(0,.05*(s[1]-s[0])),t.getProperty().setShade(this.model.shadow),t.getProperty().setUseGradientOpacity(0,!0),t.getProperty().setGradientOpacityMinimumOpacity(0,0),t.getProperty().setGradientOpacityMaximumOpacity(0,1),t.getProperty().setAmbient(this.model.ambient),t.getProperty().setDiffuse(this.model.diffuse),t.getProperty().setSpecular(this.model.specular),t.getProperty().setSpecularPower(this.model.specular_power),this._vtk_renwin.getRenderer().addVolume(t)}_set_interpolation(e){\"fast_linear\"==e?(this.volume.getProperty().setInterpolationTypeToFastLinear(),this.image_actor_i.getProperty().setInterpolationTypeToLinear()):\"linear\"==e?(this.volume.getProperty().setInterpolationTypeToLinear(),this.image_actor_i.getProperty().setInterpolationTypeToLinear()):(this.volume.getProperty().setInterpolationTypeToNearest(),this.image_actor_i.getProperty().setInterpolationTypeToNearest())}_set_slices_visibility(e){this.image_actor_i.setVisibility(e),this.image_actor_j.setVisibility(e),this.image_actor_k.setVisibility(e)}_set_volume_visibility(e){this.volume.setVisibility(e)}}i.VTKVolumePlotView=a,a.__name__=\"VTKVolumePlotView\";class l extends r.AbstractVTKPlot{constructor(e){super(e)}static init_VTKVolumePlot(){this.prototype.default_view=a,this.define((({Any:e,Array:t,Boolean:i,Int:s,Number:n,String:r,Struct:a})=>({ambient:[n,.2],colormap:[r],data:[e],diffuse:[n,.7],display_slices:[i,!1],display_volume:[i,!0],edge_gradient:[n,.2],interpolation:[o.Interpolation,\"fast_linear\"],mapper:[a({palette:t(r),low:n,high:n})],nan_opacity:[n,1],render_background:[r,\"#52576e\"],rescale:[i,!1],sampling:[n,.4],shadow:[i,!0],slice_i:[s,0],slice_j:[s,0],slice_k:[s,0],specular:[n,.3],specular_power:[n,8],controller_expanded:[i,!0]})))}}i.VTKVolumePlot=l,l.__name__=\"VTKVolumePlot\",l.init_VTKVolumePlot()},\n      \"0a57062475\": function _(e,t,n,s,i){s();const r=e(\"@bokehjs/core/util/object\"),o=e(\"e13c143c7d\"),_=e(\"877619fe71\"),a=e(\"993f3118b2\"),c=\"panel\";class h extends o.AbstractVTKView{initialize(){super.initialize(),this._promises=[],this._renderable=!1,this._arrays={},this._decoded_arrays={},this._pending_arrays={},this.registerArray=(e,t)=>(this._arrays[e]=t,this._pending_arrays[e]&&this._pending_arrays[e].resolve(t),!0),this._synchronizer_context=a.vtkns.SynchronizableRenderWindow.getSynchronizerContext(c)}connect_signals(){super.connect_signals(),this.connect(this.model.properties.arrays.change,(()=>this._decode_arrays())),this.connect(this.model.properties.scene.change,(()=>{if(this.model.rebuild)this._vtk_renwin=null,this.invalidate_render();else{const e=(0,r.clone)(this.model.scene);Promise.all(this._promises).then((()=>{this._sync_plot(e,(()=>{this._on_scene_ready()}))}))}})),this.connect(this.model.properties.one_time_reset.change,(()=>{this._vtk_renwin.getRenderWindow().clearOneTimeUpdaters()}))}init_vtk_renwin(){this._vtk_renwin=a.vtkns.FullScreenRenderWindowSynchronized.newInstance({rootContainer:this.el,container:this._vtk_container,synchronizerContext:this._synchronizer_context})}plot(){this._vtk_renwin.getRenderWindow().clearOneTimeUpdaters(),this._decode_arrays();const e=(0,r.clone)(this.model.scene);Promise.all(this._promises).then((()=>{this._sync_plot(e,(()=>this._on_scene_ready())).then((()=>{this._set_camera_state(),this._get_camera_state()}))}))}_decode_arrays(){const e=new a.vtkns.ThirdParty.JSZip,t=this.model.arrays,n=this.registerArray,s=this.model.arrays_processed,i=this.model;Object.keys(t).forEach((r=>{this._decoded_arrays[r]||(this._decoded_arrays[r]=!0,this._promises.push(function(r){return e.loadAsync(atob(t[r])).then((e=>e.file(\"data/\"+r))).then((e=>e.async(\"arraybuffer\"))).then((e=>n(r,e))).then((()=>{s.push(r),i.properties.arrays_processed.change.emit()}))}(r)))}))}_on_scene_ready(){this._promises.length>0||(this._renderable=!0,this._camera_callbacks.push(this._vtk_renwin.getRenderer().getActiveCamera().onModified((()=>this._vtk_render()))),this._orientationWidget||this._create_orientation_widget(),this._axes||this._set_axes(),this._vtk_renwin.resize(),this._vtk_render())}_sync_plot(e,t){this._renderable=!1,this._promises=[],this._unsubscribe_camera_cb(),this._synchronizer_context.setFetchArrayFunction((e=>Promise.resolve(this._arrays[e])));const n=this._synchronizer_context.getInstance(this.model.scene.dependencies[0].id);return n&&!this._vtk_renwin.getRenderer()&&this._vtk_renwin.getRenderWindow().addRenderer(n),this._vtk_renwin.getRenderWindow().synchronize(e).then(t)}}n.VTKSynchronizedPlotView=h,h.__name__=\"VTKSynchronizedPlotView\";class d extends o.AbstractVTKPlot{constructor(e){super(e),(0,_.initialize_fullscreen_render)(),this.outline=a.vtkns.OutlineFilter.newInstance();const t=a.vtkns.Mapper.newInstance();t.setInputConnection(this.outline.getOutputPort()),this.outline_actor=a.vtkns.Actor.newInstance(),this.outline_actor.setMapper(t)}getActors(e){let t=this.renderer_el.getRenderer().getActors();if(e){const n=this.renderer_el.getSynchronizerContext(c);t=t.filter((t=>{const s=n.getInstanceId(t);return!!s&&s.slice(-16)==e.slice(1,17)}))}return t}static init_VTKSynchronizedPlot(){this.prototype.default_view=h,this.define((({Any:e,Array:t,Boolean:n,String:s})=>({arrays:[e,{}],arrays_processed:[t(s),[]],enable_keybindings:[n,!1],one_time_reset:[n],rebuild:[n,!1],scene:[e,{}]}))),this.override({height:300,width:300})}}n.VTKSynchronizedPlot=d,d.__name__=\"VTKSynchronizedPlot\",d.__module__=\"panel.models.vtk\",d.init_VTKSynchronizedPlot()},\n      \"877619fe71\": function _(e,n,o,t,r){t();const i=e(\"993f3118b2\"),l={containerStyle:null,controlPanelStyle:null,listenWindowResize:!0,resizeCallback:null,controllerVisibility:!0,synchronizerContextName:\"default\"},a={position:\"absolute\",left:\"25px\",top:\"25px\",backgroundColor:\"white\",borderRadius:\"5px\",listStyle:\"none\",padding:\"5px 10px\",margin:\"0\",display:\"block\",border:\"solid 1px black\",maxWidth:\"calc(100vw - 70px)\",maxHeight:\"calc(100vh - 60px)\",overflow:\"auto\"};o.initialize_fullscreen_render=function(){let e={newInstance:window.vtk.macro.newInstance(((e,n,o={})=>{Object.assign(n,l,o),window.vtk.macro.obj(e,n),window.vtk.macro.get(e,n,[\"renderWindow\",\"openGLRenderWindow\",\"interactor\",\"rootContainer\",\"container\",\"controlContainer\",\"synchronizerContext\"]),function(e,n){n.renderWindow=i.vtkns.SynchronizableRenderWindow.newInstance({synchronizerContext:n.synchronizerContext}),n.openGLRenderWindow=i.vtkns.OpenGLRenderWindow.newInstance(),n.openGLRenderWindow.setContainer(n.container),n.renderWindow.addView(n.openGLRenderWindow),n.interactor=i.vtkns.RenderWindowInteractor.newInstance(),n.interactor.setInteractorStyle(i.vtkns.InteractorStyleTrackballCamera.newInstance()),n.interactor.setView(n.openGLRenderWindow),n.interactor.initialize(),n.interactor.bindEvents(n.container),e.getRenderer=()=>n.renderWindow.getRenderers()[0],e.removeController=()=>{const e=n.controlContainer;e&&e.parentNode.removeChild(e)},e.setControllerVisibility=e=>{n.controllerVisibility=e,n.controlContainer&&(n.controlContainer.style.display=e?\"block\":\"none\")},e.toggleControllerVisibility=()=>{e.setControllerVisibility(!n.controllerVisibility)},e.addController=o=>{n.controlContainer=document.createElement(\"div\"),(0,i.applyStyle)(n.controlContainer,n.controlPanelStyle||a),n.rootContainer.appendChild(n.controlContainer),n.controlContainer.innerHTML=o,e.setControllerVisibility(n.controllerVisibility),n.rootContainer.addEventListener(\"keypress\",(n=>{\"c\"===String.fromCharCode(n.charCode)&&e.toggleControllerVisibility()}))},e.delete=window.vtk.macro.chain(e.setContainer,n.openGLRenderWindow.delete,e.delete),e.resize=()=>{const e=n.container.getBoundingClientRect(),o=window.devicePixelRatio||1;n.openGLRenderWindow.setSize(Math.floor(e.width*o),Math.floor(e.height*o)),n.resizeCallback&&n.resizeCallback(e),n.renderWindow.render()},e.setResizeCallback=o=>{n.resizeCallback=o,e.resize()},n.listenWindowResize&&window.addEventListener(\"resize\",e.resize),e.resize()}(e,n)}))};i.vtkns.FullScreenRenderWindowSynchronized=e}},\n      }, \"4e90918c0a\", {\"index\":\"4e90918c0a\",\"models/index\":\"5b284469f0\",\"models/ace\":\"2e12ebdb23\",\"models/layout\":\"80a6464b1f\",\"models/audio\":\"33955cfa6f\",\"models/card\":\"0972f6e77b\",\"models/comm_manager\":\"754fbb1f55\",\"models/customselect\":\"e258e515be\",\"models/tabulator\":\"dc2d2d783f\",\"models/data\":\"7f7d9e0c6b\",\"models/datetime_picker\":\"b843627155\",\"models/deckgl\":\"0155f7af4d\",\"models/tooltips\":\"6e04fbe567\",\"models/echarts\":\"9d046c4720\",\"models/html\":\"3d7593ca5a\",\"models/event-to-object\":\"d92f7d4d2b\",\"models/idom\":\"7d45bd3bc4\",\"models/ipywidget\":\"f36a5fb453\",\"models/json\":\"0d30bea0c8\",\"models/jsoneditor\":\"5379466860\",\"models/file_download\":\"1767172ffa\",\"models/katex\":\"7b859fb3cf\",\"models/location\":\"0c52a301f3\",\"models/mathjax\":\"0c21036737\",\"models/perspective\":\"4ae96bd77b\",\"models/player\":\"588a5ae70d\",\"models/plotly\":\"42de27e56c\",\"models/util\":\"990b5dd5c7\",\"models/progress\":\"979633320f\",\"models/quill\":\"d51a79a0a3\",\"models/reactive_html\":\"ad426de39c\",\"models/singleselect\":\"ab54efe08a\",\"models/speech_to_text\":\"a96be0bcc9\",\"models/state\":\"bfa46a5f19\",\"models/tabs\":\"f693d9aa84\",\"models/terminal\":\"3ea011fa55\",\"models/text_to_speech\":\"33cd2c254e\",\"models/trend\":\"effe070807\",\"models/vega\":\"fea356270f\",\"models/video\":\"1b46fd56a8\",\"models/videostream\":\"e3e9b8e495\",\"models/vtk/index\":\"c51f25e2a7\",\"models/vtk/vtkjs\":\"b6d9199d03\",\"models/vtk/vtklayout\":\"e13c143c7d\",\"models/vtk/util\":\"993f3118b2\",\"models/vtk/vtkcolorbar\":\"c010237f8b\",\"models/vtk/vtkaxes\":\"ab478186ba\",\"models/vtk/vtkvolume\":\"7785475bdd\",\"models/vtk/vtksynchronized\":\"0a57062475\",\"models/vtk/panel_fullscreen_renwin_sync\":\"877619fe71\"}, {});});\n\n      /* END panel.min.js */\n    },\nfunction(Bokeh) {} // ensure no trailing comma for IE\n  ];\n\n  function run_inline_js() {\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    }\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, js_modules, function() {\n      console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n      run_inline_js();\n    });\n  }\n}(window));"
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
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      "application/vnd.holoviews_load.v0+json": "\nif ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n  window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n}\n\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      } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n        google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n          var messages = comm.messages[Symbol.asyncIterator]();\n          function processIteratorResult(result) {\n            var message = result.value;\n            console.log(message)\n            var content = {data: message.data, comm_id};\n            var buffers = []\n            for (var buffer of message.buffers || []) {\n              buffers.push(new DataView(buffer))\n            }\n            var metadata = message.metadata || {};\n            var msg = {content, buffers, metadata}\n            msg_handler(msg);\n            return messages.next().then(processIteratorResult);\n          }\n          return messages.next().then(processIteratorResult);\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 || 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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  } 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 */\nfunction 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 */\nfunction handle_update_output(event, handle) {\n  handle_clear_output(event, {cell: {output_area: handle.output_area}})\n  handle_add_output(event, handle)\n}\n\nfunction 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\nif (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"
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<style>.bk-root, .bk-root .bk:before, .bk-root .bk:after {\n",
       "  font-family: var(--jp-ui-font-size1);\n",
       "  font-size: var(--jp-ui-font-size1);\n",
       "  color: var(--jp-ui-font-color1);\n",
       "}\n",
       "</style>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "sys       : 3.10.8 | packaged by conda-forge | (main, Nov 22 2022, 08:26:04) [GCC 10.4.0]\n",
      "numpy     : 1.23.5\n",
      "matplotlib: 3.6.2\n",
      "xesmf     : 0.6.3\n",
      "json      : 2.0.9\n",
      "xarray    : 2022.12.0\n",
      "hvplot    : 0.8.2\n",
      "\n"
     ]
    }
   ],
   "source": [
    "%load_ext watermark\n",
    "\n",
    "import hvplot.xarray\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import xarray as xr\n",
    "import xesmf\n",
    "\n",
    "%watermark -iv"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "901856c9-343a-4ee6-b007-0c25609f230c",
   "metadata": {},
   "source": [
    "## Read data\n",
    "\n",
    "First some file paths"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "573473bc-9276-41b4-829b-b00b0336788c",
   "metadata": {},
   "outputs": [],
   "source": [
    "data_file = \"/glade/campaign/collections/cmip/CMIP6/iHESP/BHIST/HR/b.e13.BHISTC5.ne120_t12.cesm-ihesp-hires1.0.30-1920-2100.002/atm/proc/tseries/hour_6I/b.e13.BHISTC5.ne120_t12.cesm-ihesp-hires1.0.30-1920-2100.002.cam.h2.IVT.192001-192912.nc\"\n",
    "weight_file = \"/glade/work/shields/SE_grid/map_ne120_to_0.23x0.31_bilinear.nc\""
   ]
  },
  {
   "cell_type": "markdown",
   "id": "92ff610b-bb2e-4314-8b78-47ae2ae7a8ac",
   "metadata": {},
   "source": [
    "We read in the input data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "938c56cf-05a2-4d12-8e7a-858a9ff8a8e5",
   "metadata": {},
   "outputs": [
    {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:        (lev: 30, ilev: 31, cosp_prs: 7, nbnd: 2, cosp_tau: 7,\n",
       "                    cosp_scol: 50, cosp_ht: 40, cosp_sr: 15, cosp_sza: 5,\n",
       "                    ncol: 777602, time: 14600)\n",
       "Coordinates:\n",
       "  * lev            (lev) float64 3.643 7.595 14.36 24.61 ... 957.5 976.3 992.6\n",
       "  * ilev           (ilev) float64 2.255 5.032 10.16 18.56 ... 967.5 985.1 1e+03\n",
       "  * cosp_prs       (cosp_prs) float64 900.0 740.0 620.0 500.0 375.0 245.0 90.0\n",
       "  * cosp_tau       (cosp_tau) float64 0.15 0.8 2.45 6.5 16.2 41.5 219.5\n",
       "  * cosp_scol      (cosp_scol) int32 1 2 3 4 5 6 7 8 ... 43 44 45 46 47 48 49 50\n",
       "  * cosp_ht        (cosp_ht) float64 240.0 720.0 1.2e+03 ... 1.848e+04 1.896e+04\n",
       "  * cosp_sr        (cosp_sr) float64 0.605 2.1 4.0 6.0 ... 70.0 539.5 1.004e+03\n",
       "  * cosp_sza       (cosp_sza) float64 0.0 15.0 30.0 45.0 60.0\n",
       "  * time           (time) object 1920-01-01 00:00:00 ... 1929-12-31 18:00:00\n",
       "Dimensions without coordinates: nbnd, ncol\n",
       "Data variables: (12/35)\n",
       "    hyam           (lev) float64 dask.array&lt;chunksize=(30,), meta=np.ndarray&gt;\n",
       "    hybm           (lev) float64 dask.array&lt;chunksize=(30,), meta=np.ndarray&gt;\n",
       "    P0             float64 ...\n",
       "    hyai           (ilev) float64 dask.array&lt;chunksize=(31,), meta=np.ndarray&gt;\n",
       "    hybi           (ilev) float64 dask.array&lt;chunksize=(31,), meta=np.ndarray&gt;\n",
       "    cosp_prs_bnds  (cosp_prs, nbnd) float64 dask.array&lt;chunksize=(7, 2), meta=np.ndarray&gt;\n",
       "    ...             ...\n",
       "    n2ovmr         (time) float64 dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;\n",
       "    f11vmr         (time) float64 dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;\n",
       "    f12vmr         (time) float64 dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;\n",
       "    sol_tsi        (time) float64 dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;\n",
       "    nsteph         (time) int32 dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;\n",
       "    IVT            (time, ncol) float32 dask.array&lt;chunksize=(50, 777602), meta=np.ndarray&gt;\n",
       "Attributes:\n",
       "    np:               4\n",
       "    ne:               120\n",
       "    Conventions:      CF-1.0\n",
       "    source:           CAM\n",
       "    case:             b.e13.BHISTC5.ne120_t12.cesm-ihesp-hires1.0.30-1920-210...\n",
       "    title:            UNSET\n",
       "    logname:          nanr\n",
       "    host:             login1.frontera.\n",
       "    Version:          $Name$\n",
       "    revision_Id:      $Id$\n",
       "    initial_file:     B.E.13.BHISTC5.ne120_t12.sehires38.003.sunway.cam.i.192...\n",
       "    topography_file:  /work/02503/edwardsj/CESM/inputdata//atm/cam/topo/USGS-...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-bf8d1022-baa7-42b6-8c56-deaef1763527' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-bf8d1022-baa7-42b6-8c56-deaef1763527' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>lev</span>: 30</li><li><span class='xr-has-index'>ilev</span>: 31</li><li><span class='xr-has-index'>cosp_prs</span>: 7</li><li><span>nbnd</span>: 2</li><li><span class='xr-has-index'>cosp_tau</span>: 7</li><li><span class='xr-has-index'>cosp_scol</span>: 50</li><li><span class='xr-has-index'>cosp_ht</span>: 40</li><li><span class='xr-has-index'>cosp_sr</span>: 15</li><li><span class='xr-has-index'>cosp_sza</span>: 5</li><li><span>ncol</span>: 777602</li><li><span class='xr-has-index'>time</span>: 14600</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-63ed5dea-9f0f-44d0-acca-6434a7f44793' class='xr-section-summary-in' type='checkbox'  checked><label for='section-63ed5dea-9f0f-44d0-acca-6434a7f44793' class='xr-section-summary' >Coordinates: <span>(9)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lev</span></div><div class='xr-var-dims'>(lev)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>3.643 7.595 14.36 ... 976.3 992.6</div><input id='attrs-d94b2643-4813-4bb5-8cfa-9f04b49aa725' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d94b2643-4813-4bb5-8cfa-9f04b49aa725' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1e3870e4-abe2-4863-9f3d-7114e42f0ba6' class='xr-var-data-in' type='checkbox'><label for='data-1e3870e4-abe2-4863-9f3d-7114e42f0ba6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>hybrid level at midpoints (1000*(A+B))</dd><dt><span>units :</span></dt><dd>hPa</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>standard_name :</span></dt><dd>atmosphere_hybrid_sigma_pressure_coordinate</dd><dt><span>formula_terms :</span></dt><dd>a: hyam b: hybm p0: P0 ps: PS</dd></dl></div><div class='xr-var-data'><pre>array([  3.643466,   7.59482 ,  14.356632,  24.61222 ,  38.2683  ,  54.59548 ,\n",
       "        72.012451,  87.82123 , 103.317127, 121.547241, 142.994039, 168.22508 ,\n",
       "       197.908087, 232.828619, 273.910817, 322.241902, 379.100904, 445.992574,\n",
       "       524.687175, 609.778695, 691.38943 , 763.404481, 820.858369, 859.534767,\n",
       "       887.020249, 912.644547, 936.198398, 957.48548 , 976.325407, 992.556095])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>ilev</span></div><div class='xr-var-dims'>(ilev)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.255 5.032 10.16 ... 985.1 1e+03</div><input id='attrs-83a72082-5fdd-4ef3-b24f-dbfda98532ed' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-83a72082-5fdd-4ef3-b24f-dbfda98532ed' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-65e91447-0cf2-4758-943b-4cc2ad1cc57d' class='xr-var-data-in' type='checkbox'><label for='data-65e91447-0cf2-4758-943b-4cc2ad1cc57d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>hybrid level at interfaces (1000*(A+B))</dd><dt><span>units :</span></dt><dd>hPa</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>standard_name :</span></dt><dd>atmosphere_hybrid_sigma_pressure_coordinate</dd><dt><span>formula_terms :</span></dt><dd>a: hyai b: hybi p0: P0 ps: PS</dd></dl></div><div class='xr-var-data'><pre>array([   2.25524 ,    5.031692,   10.157947,   18.555317,   30.669123,\n",
       "         45.867477,   63.323483,   80.701418,   94.941042,  111.693211,\n",
       "        131.401271,  154.586807,  181.863353,  213.952821,  251.704417,\n",
       "        296.117216,  348.366588,  409.835219,  482.149929,  567.224421,\n",
       "        652.332969,  730.445892,  796.363071,  845.353667,  873.715866,\n",
       "        900.324631,  924.964462,  947.432335,  967.538625,  985.11219 ,\n",
       "       1000.      ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>cosp_prs</span></div><div class='xr-var-dims'>(cosp_prs)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>900.0 740.0 620.0 ... 245.0 90.0</div><input id='attrs-1685eba1-b06b-4b87-b628-f88fc177af21' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1685eba1-b06b-4b87-b628-f88fc177af21' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f47852e3-4d42-40fa-a555-4daf9d2acbf4' class='xr-var-data-in' type='checkbox'><label for='data-f47852e3-4d42-40fa-a555-4daf9d2acbf4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>COSP Mean ISCCP pressure</dd><dt><span>units :</span></dt><dd>hPa</dd><dt><span>bounds :</span></dt><dd>cosp_prs_bnds</dd></dl></div><div class='xr-var-data'><pre>array([900., 740., 620., 500., 375., 245.,  90.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>cosp_tau</span></div><div class='xr-var-dims'>(cosp_tau)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.15 0.8 2.45 6.5 16.2 41.5 219.5</div><input id='attrs-63956ad4-8afd-4bd7-8c21-ed546a0d65dd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-63956ad4-8afd-4bd7-8c21-ed546a0d65dd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b997a2fe-ad57-4300-af1d-a50071d73f3b' class='xr-var-data-in' type='checkbox'><label for='data-b997a2fe-ad57-4300-af1d-a50071d73f3b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>COSP Mean ISCCP optical depth</dd><dt><span>units :</span></dt><dd>1</dd><dt><span>bounds :</span></dt><dd>cosp_tau_bnds</dd></dl></div><div class='xr-var-data'><pre>array([1.500e-01, 8.000e-01, 2.450e+00, 6.500e+00, 1.620e+01, 4.150e+01,\n",
       "       2.195e+02])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>cosp_scol</span></div><div class='xr-var-dims'>(cosp_scol)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>1 2 3 4 5 6 7 ... 45 46 47 48 49 50</div><input id='attrs-d454ef6d-c3ba-48af-88e3-18f412ba16c4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d454ef6d-c3ba-48af-88e3-18f412ba16c4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8b934886-22b4-449a-9675-55bfffadf068' class='xr-var-data-in' type='checkbox'><label for='data-8b934886-22b4-449a-9675-55bfffadf068' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>COSP subcolumn</dd></dl></div><div class='xr-var-data'><pre>array([ 1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17, 18,\n",
       "       19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36,\n",
       "       37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>cosp_ht</span></div><div class='xr-var-dims'>(cosp_ht)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>240.0 720.0 ... 1.848e+04 1.896e+04</div><input id='attrs-b802537e-f08b-4357-8a3b-7c3bcaf17e48' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b802537e-f08b-4357-8a3b-7c3bcaf17e48' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6d028f64-955a-47a4-8b99-8b85f55f0379' class='xr-var-data-in' type='checkbox'><label for='data-6d028f64-955a-47a4-8b99-8b85f55f0379' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>COSP Mean Height for lidar and radar simulator outputs</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>bounds :</span></dt><dd>cosp_ht_bnds</dd></dl></div><div class='xr-var-data'><pre>array([  240.,   720.,  1200.,  1680.,  2160.,  2640.,  3120.,  3600.,  4080.,\n",
       "        4560.,  5040.,  5520.,  6000.,  6480.,  6960.,  7440.,  7920.,  8400.,\n",
       "        8880.,  9360.,  9840., 10320., 10800., 11280., 11760., 12240., 12720.,\n",
       "       13200., 13680., 14160., 14640., 15120., 15600., 16080., 16560., 17040.,\n",
       "       17520., 18000., 18480., 18960.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>cosp_sr</span></div><div class='xr-var-dims'>(cosp_sr)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.605 2.1 4.0 ... 539.5 1.004e+03</div><input id='attrs-a55046d9-409c-445a-8bf1-3bdb2bcb4e46' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a55046d9-409c-445a-8bf1-3bdb2bcb4e46' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-06eb12a9-9ff5-4ec4-9fe7-28d77347be81' class='xr-var-data-in' type='checkbox'><label for='data-06eb12a9-9ff5-4ec4-9fe7-28d77347be81' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>COSP Mean Scattering Ratio for lidar simulator CFAD output</dd><dt><span>units :</span></dt><dd>1</dd><dt><span>bounds :</span></dt><dd>cosp_sr_bnds</dd></dl></div><div class='xr-var-data'><pre>array([6.050e-01, 2.100e+00, 4.000e+00, 6.000e+00, 8.500e+00, 1.250e+01,\n",
       "       1.750e+01, 2.250e+01, 2.750e+01, 3.500e+01, 4.500e+01, 5.500e+01,\n",
       "       7.000e+01, 5.395e+02, 1.004e+03])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>cosp_sza</span></div><div class='xr-var-dims'>(cosp_sza)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 15.0 30.0 45.0 60.0</div><input id='attrs-2c604ada-4d3c-4aab-bd04-e6a3733d3de1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2c604ada-4d3c-4aab-bd04-e6a3733d3de1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-97899d77-6dfd-469a-a2f9-b144fe022b2b' class='xr-var-data-in' type='checkbox'><label for='data-97899d77-6dfd-469a-a2f9-b144fe022b2b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>COSP Parasol SZA</dd><dt><span>units :</span></dt><dd>degrees</dd></dl></div><div class='xr-var-data'><pre>array([ 0., 15., 30., 45., 60.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>1920-01-01 00:00:00 ... 1929-12-...</div><input id='attrs-10e0da8c-aff2-4455-9c17-608041325468' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-10e0da8c-aff2-4455-9c17-608041325468' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-daf418e4-35ae-4da3-aeac-6c2801a84666' class='xr-var-data-in' type='checkbox'><label for='data-daf418e4-35ae-4da3-aeac-6c2801a84666' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time</dd><dt><span>bounds :</span></dt><dd>time_bnds</dd></dl></div><div class='xr-var-data'><pre>array([cftime.DatetimeNoLeap(1920, 1, 1, 0, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1920, 1, 1, 6, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1920, 1, 1, 12, 0, 0, 0, has_year_zero=True), ...,\n",
       "       cftime.DatetimeNoLeap(1929, 12, 31, 6, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1929, 12, 31, 12, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1929, 12, 31, 18, 0, 0, 0, has_year_zero=True)],\n",
       "      dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-170f946e-63b6-4132-bf50-010cdfe6d31e' class='xr-section-summary-in' type='checkbox'  ><label for='section-170f946e-63b6-4132-bf50-010cdfe6d31e' class='xr-section-summary' >Data variables: <span>(35)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>hyam</span></div><div class='xr-var-dims'>(lev)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(30,), meta=np.ndarray&gt;</div><input id='attrs-36d87e1b-30ca-4222-9b9e-4f3a5d8f7038' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-36d87e1b-30ca-4222-9b9e-4f3a5d8f7038' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3b07d4d7-ceee-47c3-9dbb-f7a404a8878b' class='xr-var-data-in' type='checkbox'><label for='data-3b07d4d7-ceee-47c3-9dbb-f7a404a8878b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>hybrid A coefficient at layer midpoints</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 240 B </td>\n",
       "                        <td> 240 B </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (30,) </td>\n",
       "                        <td> (30,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"82\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
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       "\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hybm</span></div><div class='xr-var-dims'>(lev)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(30,), meta=np.ndarray&gt;</div><input id='attrs-110b4851-56ce-4357-94ef-ba06e1f091e2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-110b4851-56ce-4357-94ef-ba06e1f091e2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-eaf9799c-ea93-4121-b845-2b1551b0f3a3' class='xr-var-data-in' type='checkbox'><label for='data-eaf9799c-ea93-4121-b845-2b1551b0f3a3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>hybrid B coefficient at layer midpoints</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
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       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 240 B </td>\n",
       "                        <td> 240 B </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (30,) </td>\n",
       "                        <td> (30,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>P0</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-00fb8647-5658-4d37-b89f-0f235f363931' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-00fb8647-5658-4d37-b89f-0f235f363931' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6223f0c5-0874-48d6-b8da-3f0f93193a79' class='xr-var-data-in' type='checkbox'><label for='data-6223f0c5-0874-48d6-b8da-3f0f93193a79' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>reference pressure</dd><dt><span>units :</span></dt><dd>Pa</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hyai</span></div><div class='xr-var-dims'>(ilev)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(31,), meta=np.ndarray&gt;</div><input id='attrs-66bc6dd6-a811-4e7e-a440-14d14bb3d880' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-66bc6dd6-a811-4e7e-a440-14d14bb3d880' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2fbb24ce-c62e-4e9f-85ca-5b40c31b4462' class='xr-var-data-in' type='checkbox'><label for='data-2fbb24ce-c62e-4e9f-85ca-5b40c31b4462' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>hybrid A coefficient at layer interfaces</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                        <td> 248 B </td>\n",
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       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hybi</span></div><div class='xr-var-dims'>(ilev)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(31,), meta=np.ndarray&gt;</div><input id='attrs-7f6ec43b-5fe1-4098-97f2-aaaa1f0b5543' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7f6ec43b-5fe1-4098-97f2-aaaa1f0b5543' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0fccc081-a7b3-4e24-b121-323f446cae11' class='xr-var-data-in' type='checkbox'><label for='data-0fccc081-a7b3-4e24-b121-323f446cae11' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>hybrid B coefficient at layer interfaces</dd></dl></div><div class='xr-var-data'><table>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>cosp_ht_bnds</span></div><div class='xr-var-dims'>(cosp_ht, nbnd)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(40, 2), meta=np.ndarray&gt;</div><input id='attrs-72c9b1d1-d689-4a88-a9a7-dbeb193f763d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-72c9b1d1-d689-4a88-a9a7-dbeb193f763d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ab0d57b2-fbd9-42e7-abbb-22cfd118de7f' class='xr-var-data-in' type='checkbox'><label for='data-ab0d57b2-fbd9-42e7-abbb-22cfd118de7f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>cosp_sr_bnds</span></div><div class='xr-var-dims'>(cosp_sr, nbnd)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(15, 2), meta=np.ndarray&gt;</div><input id='attrs-9dfb979b-9207-4462-986e-2794adfcaee5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9dfb979b-9207-4462-986e-2794adfcaee5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c4045ba9-8db9-4e81-afc1-bea4db18bb68' class='xr-var-data-in' type='checkbox'><label for='data-c4045ba9-8db9-4e81-afc1-bea4db18bb68' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
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       "                    <tr>\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lat</span></div><div class='xr-var-dims'>(ncol)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(777602,), meta=np.ndarray&gt;</div><input id='attrs-728e597e-c1d1-4687-a398-7010c3c377f2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-728e597e-c1d1-4687-a398-7010c3c377f2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b9af44c2-1838-4bf9-82b1-44c49e6e84da' class='xr-var-data-in' type='checkbox'><label for='data-b9af44c2-1838-4bf9-82b1-44c49e6e84da' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 5.93 MiB </td>\n",
       "                        <td> 5.93 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (777602,) </td>\n",
       "                        <td> (777602,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>area</span></div><div class='xr-var-dims'>(ncol)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(777602,), meta=np.ndarray&gt;</div><input id='attrs-e97ae6e2-4b87-4ecf-9093-fa1ce0d351d3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e97ae6e2-4b87-4ecf-9093-fa1ce0d351d3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3d509d5e-4552-431d-ba4a-8011e49c8163' class='xr-var-data-in' type='checkbox'><label for='data-3d509d5e-4552-431d-ba4a-8011e49c8163' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 5.93 MiB </td>\n",
       "                        <td> 5.93 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (777602,) </td>\n",
       "                        <td> (777602,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"75\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
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       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"25\" style=\"stroke-width:2\" />\n",
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       "\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lon</span></div><div class='xr-var-dims'>(ncol)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(777602,), meta=np.ndarray&gt;</div><input id='attrs-2c5a1e39-d4a1-4846-aa32-160c4902a3aa' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2c5a1e39-d4a1-4846-aa32-160c4902a3aa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fd98ced9-0545-4b8d-8558-0f3d785e8fda' class='xr-var-data-in' type='checkbox'><label for='data-fd98ced9-0545-4b8d-8558-0f3d785e8fda' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 5.93 MiB </td>\n",
       "                        <td> 5.93 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (777602,) </td>\n",
       "                        <td> (777602,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"75\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"0\" y1=\"25\" x2=\"120\" y2=\"25\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"25\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"25\" style=\"stroke-width:2\" />\n",
       "\n",
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       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"60.000000\" y=\"45.412617\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >777602</text>\n",
       "  <text x=\"140.000000\" y=\"12.706308\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(0,140.000000,12.706308)\">1</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ntrm</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-56d94dd9-16c4-4d3c-94ba-aa8554bbc1e7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-56d94dd9-16c4-4d3c-94ba-aa8554bbc1e7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-794dcc45-0c24-476e-8385-b9eeef2beae0' class='xr-var-data-in' type='checkbox'><label for='data-794dcc45-0c24-476e-8385-b9eeef2beae0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>spectral truncation parameter M</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ntrn</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f50cbb14-6bdc-48b5-997f-1804be01b4ab' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f50cbb14-6bdc-48b5-997f-1804be01b4ab' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8964623b-2e02-41d7-9272-8e2b967712f3' class='xr-var-data-in' type='checkbox'><label for='data-8964623b-2e02-41d7-9272-8e2b967712f3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>spectral truncation parameter N</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ntrk</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a8b2fd85-3b2b-4748-91b7-286936acc528' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a8b2fd85-3b2b-4748-91b7-286936acc528' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-800b3eca-2a25-4e9c-bc12-b8e0ceaaea27' class='xr-var-data-in' type='checkbox'><label for='data-800b3eca-2a25-4e9c-bc12-b8e0ceaaea27' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>spectral truncation parameter K</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ndbase</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c49fd386-92b8-41c1-b2d4-74b422b077bb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c49fd386-92b8-41c1-b2d4-74b422b077bb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-befb0e14-9eaf-4292-b1bc-6c1e7a0613e6' class='xr-var-data-in' type='checkbox'><label for='data-befb0e14-9eaf-4292-b1bc-6c1e7a0613e6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>base day</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>nsbase</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b6e303ad-428e-46ab-983f-4aaba62a06e4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b6e303ad-428e-46ab-983f-4aaba62a06e4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e0bd454f-a083-44ab-8079-6ea05ff5b811' class='xr-var-data-in' type='checkbox'><label for='data-e0bd454f-a083-44ab-8079-6ea05ff5b811' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>seconds of base day</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>nbdate</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-60db4e7c-a9ca-4a89-85de-31912eac1dfa' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-60db4e7c-a9ca-4a89-85de-31912eac1dfa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a877a624-472b-43d8-becd-005a287b744d' class='xr-var-data-in' type='checkbox'><label for='data-a877a624-472b-43d8-becd-005a287b744d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>base date (YYYYMMDD)</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>nbsec</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7612af14-0dc4-4077-976c-e1b00426ad70' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7612af14-0dc4-4077-976c-e1b00426ad70' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6ba92444-6ef3-400f-b2bc-c201b774d198' class='xr-var-data-in' type='checkbox'><label for='data-6ba92444-6ef3-400f-b2bc-c201b774d198' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>seconds of base date</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>mdt</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-319f91cd-6680-498a-b881-d87e83c9c50e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-319f91cd-6680-498a-b881-d87e83c9c50e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f7edd35a-8f2b-4a63-98be-e0c31609b92f' class='xr-var-data-in' type='checkbox'><label for='data-f7edd35a-8f2b-4a63-98be-e0c31609b92f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>timestep</dd><dt><span>units :</span></dt><dd>s</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>date</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-98d06f39-3df4-4491-9724-30eebc018d2b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-98d06f39-3df4-4491-9724-30eebc018d2b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ed6974e6-b49c-4545-bd90-32e6acae4435' class='xr-var-data-in' type='checkbox'><label for='data-ed6974e6-b49c-4545-bd90-32e6acae4435' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>current date (YYYYMMDD)</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 57.03 kiB </td>\n",
       "                        <td> 200 B </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (14600,) </td>\n",
       "                        <td> (50,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 292 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>datesec</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-6df2db03-d5ec-4173-beb9-1de7dcf72402' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6df2db03-d5ec-4173-beb9-1de7dcf72402' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-04a30f39-d20b-4486-8526-ad34cadbaabb' class='xr-var-data-in' type='checkbox'><label for='data-04a30f39-d20b-4486-8526-ad34cadbaabb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>current seconds of current date</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                <tbody>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time_bnds</span></div><div class='xr-var-dims'>(time, nbnd)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50, 2), meta=np.ndarray&gt;</div><input id='attrs-c769a55b-9b1c-47f7-9eae-07cbab27f340' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c769a55b-9b1c-47f7-9eae-07cbab27f340' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-907dca91-de85-4352-a107-82424abd3270' class='xr-var-data-in' type='checkbox'><label for='data-907dca91-de85-4352-a107-82424abd3270' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time interval endpoints</dd></dl></div><div class='xr-var-data'><table>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>date_written</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>|S8</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-cffdb87b-020e-4c30-98da-25d3272fbb17' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cffdb87b-020e-4c30-98da-25d3272fbb17' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d03023eb-d25b-4781-baf0-a677e7310328' class='xr-var-data-in' type='checkbox'><label for='data-d03023eb-d25b-4781-baf0-a677e7310328' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
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       "                <tbody>\n",
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       "                    <tr>\n",
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       "                    <tr>\n",
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       "                        <td> 114.06 kiB </td>\n",
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       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ndcur</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-5f08eb3f-c536-4f57-af81-dd0e894770b6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5f08eb3f-c536-4f57-af81-dd0e894770b6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-01d7f700-70b6-4293-b28e-818a55a72f47' class='xr-var-data-in' type='checkbox'><label for='data-01d7f700-70b6-4293-b28e-818a55a72f47' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>current day (from base day)</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
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       "                    <tr>\n",
       "                        <td> </td>\n",
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       "                <tbody>\n",
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       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 57.03 kiB </td>\n",
       "                        <td> 200 B </td>\n",
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       "                        <td> (50,) </td>\n",
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       "                        <td colspan=\"2\"> 292 chunks in 2 graph layers </td>\n",
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       "                        <td colspan=\"2\"> int32 numpy.ndarray </td>\n",
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       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>nscur</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-f00f4ff7-fd54-42d3-97c5-9317aa5fc8ab' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f00f4ff7-fd54-42d3-97c5-9317aa5fc8ab' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0ec0a57c-bd8f-4b84-8ad9-1515b60c7914' class='xr-var-data-in' type='checkbox'><label for='data-0ec0a57c-bd8f-4b84-8ad9-1515b60c7914' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>current seconds of current day</dd></dl></div><div class='xr-var-data'><table>\n",
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       "        <td>\n",
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       "                <tbody>\n",
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       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 57.03 kiB </td>\n",
       "                        <td> 200 B </td>\n",
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       "                        <td> (50,) </td>\n",
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       "                        <td colspan=\"2\"> 292 chunks in 2 graph layers </td>\n",
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       "                        <td colspan=\"2\"> int32 numpy.ndarray </td>\n",
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       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>co2vmr</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-a2c110d7-d195-4316-b122-5a78d77efd9a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a2c110d7-d195-4316-b122-5a78d77efd9a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-482ad0ae-3983-416d-8c7c-ab7b8b656889' class='xr-var-data-in' type='checkbox'><label for='data-482ad0ae-3983-416d-8c7c-ab7b8b656889' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>co2 volume mixing ratio</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
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       "                <tbody>\n",
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       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
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       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ch4vmr</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-d636c55c-3d3f-4220-b9e0-4e2fc50df2d3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d636c55c-3d3f-4220-b9e0-4e2fc50df2d3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9cf3ba73-3d28-4974-992a-b9ee51bdc9d3' class='xr-var-data-in' type='checkbox'><label for='data-9cf3ba73-3d28-4974-992a-b9ee51bdc9d3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>ch4 volume mixing ratio</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                <tbody>\n",
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       "                    <tr>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>n2ovmr</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-7bcc591f-cf05-42d9-826e-becdb8616c44' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7bcc591f-cf05-42d9-826e-becdb8616c44' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7eab5a94-f161-4c11-9773-c9dce6dd1185' class='xr-var-data-in' type='checkbox'><label for='data-7eab5a94-f161-4c11-9773-c9dce6dd1185' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>n2o volume mixing ratio</dd></dl></div><div class='xr-var-data'><table>\n",
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       "        <td>\n",
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       "                <tbody>\n",
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       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 292 chunks in 2 graph layers </td>\n",
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       "                <tbody>\n",
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       "                    <tr>\n",
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       "                        <td> 114.06 kiB </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>f12vmr</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-b81ecf20-a162-46b2-bd03-5996110acce5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b81ecf20-a162-46b2-bd03-5996110acce5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4b520a51-0e91-447a-a303-d2ebbbeec5d6' class='xr-var-data-in' type='checkbox'><label for='data-4b520a51-0e91-447a-a303-d2ebbbeec5d6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>f12 volume mixing ratio</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
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       "                <tbody>\n",
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       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 114.06 kiB </td>\n",
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       "                        <td colspan=\"2\"> 292 chunks in 2 graph layers </td>\n",
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       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sol_tsi</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-736c3d28-e8d0-4ca7-a676-792f23e72db9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-736c3d28-e8d0-4ca7-a676-792f23e72db9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-06f8c6c3-e88c-4d66-983a-7c5aa0adc287' class='xr-var-data-in' type='checkbox'><label for='data-06f8c6c3-e88c-4d66-983a-7c5aa0adc287' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>total solar irradiance</dd><dt><span>units :</span></dt><dd>W/m2</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                <tbody>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>nsteph</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-313ff64b-5802-44c6-9985-6f85d41c6a74' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-313ff64b-5802-44c6-9985-6f85d41c6a74' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-44b3a5bb-3c63-48e9-bb95-41d4b4e6db4e' class='xr-var-data-in' type='checkbox'><label for='data-44b3a5bb-3c63-48e9-bb95-41d4b4e6db4e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>current timestep</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 57.03 kiB </td>\n",
       "                        <td> 200 B </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (14600,) </td>\n",
       "                        <td> (50,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 292 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> int32 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>IVT</span></div><div class='xr-var-dims'>(time, ncol)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50, 777602), meta=np.ndarray&gt;</div><input id='attrs-5464e740-f7cb-4931-b50b-feb24c0bd337' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5464e740-f7cb-4931-b50b-feb24c0bd337' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ed6af83c-501f-47a5-a318-0c5615b8af42' class='xr-var-data-in' type='checkbox'><label for='data-ed6af83c-501f-47a5-a318-0c5615b8af42' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>kg/m/s</dd><dt><span>long_name :</span></dt><dd>Total (vertically integrated) vapor transport</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 42.29 GiB </td>\n",
       "                        <td> 148.32 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (14600, 777602) </td>\n",
       "                        <td> (50, 777602) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 292 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"78\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
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       "\n",
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       "\n",
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       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"60.000000\" y=\"48.677288\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >777602</text>\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-8a910132-b83e-43e7-b592-de0f91575dc6' class='xr-section-summary-in' type='checkbox'  ><label for='section-8a910132-b83e-43e7-b592-de0f91575dc6' class='xr-section-summary' >Indexes: <span>(9)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>lev</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-6d88e0f4-a8b7-41c9-972b-702c1223be3b' class='xr-index-data-in' type='checkbox'/><label for='index-6d88e0f4-a8b7-41c9-972b-702c1223be3b' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([  3.64346569404006,  7.594819646328688, 14.356632251292467,\n",
       "              24.612220004200935,  38.26829977333546,  54.59547974169254,\n",
       "               72.01245054602623,  87.82123029232025, 103.31712663173676,\n",
       "              121.54724076390266, 142.99403876066208, 168.22507977485657,\n",
       "               197.9080867022276, 232.82861895859241,  273.9108167588711,\n",
       "               322.2419023513794, 379.10090386867523,   445.992574095726,\n",
       "               524.6871747076511,  609.7786948084831,  691.3894303143024,\n",
       "                763.404481112957,  820.8583686500788,  859.5347665250301,\n",
       "               887.0202489197254,   912.644546944648,  936.1983984708786,\n",
       "                957.485479535535,   976.325407391414,   992.556095123291],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;lev&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>ilev</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-33eeea8c-bcf7-4785-9465-7d13259afab5' class='xr-index-data-in' type='checkbox'/><label for='index-33eeea8c-bcf7-4785-9465-7d13259afab5' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([ 2.255239523947239,  5.031691864132881,  10.15794742852449,\n",
       "               18.55531707406044,  30.66912293434143,  45.86747661232948,\n",
       "                63.3234828710556,  80.70141822099686,  94.94104236364365,\n",
       "              111.69321089982991,  131.4012706279755,  154.5868068933487,\n",
       "               181.8633526563644, 213.95282074809072, 251.70441716909409,\n",
       "              296.11721634864807,  348.3665883541107,  409.8352193832398,\n",
       "              482.14992880821234,    567.22442060709,  652.3329690098763,\n",
       "               730.4458916187286,  796.3630706071854,  845.3536666929722,\n",
       "               873.7158663570881,  900.3246314823627,  924.9644624069333,\n",
       "               947.4323345348239,  967.5386245362461,   985.112190246582,\n",
       "                          1000.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;ilev&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>cosp_prs</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-0bb7f731-7558-425b-8d61-924bb009cfdf' class='xr-index-data-in' type='checkbox'/><label for='index-0bb7f731-7558-425b-8d61-924bb009cfdf' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([900.0, 740.0, 620.0, 500.0, 375.0, 245.0, 90.0], dtype=&#x27;float64&#x27;, name=&#x27;cosp_prs&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>cosp_tau</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-d4d8e2ff-fd8e-46db-ba6f-68f38323adbf' class='xr-index-data-in' type='checkbox'/><label for='index-d4d8e2ff-fd8e-46db-ba6f-68f38323adbf' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([0.15, 0.8, 2.45, 6.5, 16.2, 41.5, 219.5], dtype=&#x27;float64&#x27;, name=&#x27;cosp_tau&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>cosp_scol</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-f031b692-ac10-41b2-bc6f-04fc8d954d98' class='xr-index-data-in' type='checkbox'/><label for='index-f031b692-ac10-41b2-bc6f-04fc8d954d98' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Int64Index([ 1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17,\n",
       "            18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34,\n",
       "            35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50],\n",
       "           dtype=&#x27;int64&#x27;, name=&#x27;cosp_scol&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>cosp_ht</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-eee56175-64a6-4fc3-b0ba-8a08e7797fc0' class='xr-index-data-in' type='checkbox'/><label for='index-eee56175-64a6-4fc3-b0ba-8a08e7797fc0' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([  240.0,   720.0,  1200.0,  1680.0,  2160.0,  2640.0,  3120.0,\n",
       "               3600.0,  4080.0,  4560.0,  5040.0,  5520.0,  6000.0,  6480.0,\n",
       "               6960.0,  7440.0,  7920.0,  8400.0,  8880.0,  9360.0,  9840.0,\n",
       "              10320.0, 10800.0, 11280.0, 11760.0, 12240.0, 12720.0, 13200.0,\n",
       "              13680.0, 14160.0, 14640.0, 15120.0, 15600.0, 16080.0, 16560.0,\n",
       "              17040.0, 17520.0, 18000.0, 18480.0, 18960.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;cosp_ht&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>cosp_sr</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-d8003a57-8ecb-47b2-b892-8e9f7e27f8d6' class='xr-index-data-in' type='checkbox'/><label for='index-d8003a57-8ecb-47b2-b892-8e9f7e27f8d6' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([ 0.605,    2.1,    4.0,    6.0,    8.5,   12.5,   17.5,   22.5,\n",
       "                27.5,   35.0,   45.0,   55.0,   70.0,  539.5, 1004.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;cosp_sr&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>cosp_sza</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-09394e3f-4dc8-4dfd-a3e0-18ae58ef5233' class='xr-index-data-in' type='checkbox'/><label for='index-09394e3f-4dc8-4dfd-a3e0-18ae58ef5233' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([0.0, 15.0, 30.0, 45.0, 60.0], dtype=&#x27;float64&#x27;, name=&#x27;cosp_sza&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-ac8b618c-0c08-4d76-827a-0cec8d35b616' class='xr-index-data-in' type='checkbox'/><label for='index-ac8b618c-0c08-4d76-827a-0cec8d35b616' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(CFTimeIndex([1920-01-01 00:00:00, 1920-01-01 06:00:00, 1920-01-01 12:00:00,\n",
       "             1920-01-01 18:00:00, 1920-01-02 00:00:00, 1920-01-02 06:00:00,\n",
       "             1920-01-02 12:00:00, 1920-01-02 18:00:00, 1920-01-03 00:00:00,\n",
       "             1920-01-03 06:00:00,\n",
       "             ...\n",
       "             1929-12-29 12:00:00, 1929-12-29 18:00:00, 1929-12-30 00:00:00,\n",
       "             1929-12-30 06:00:00, 1929-12-30 12:00:00, 1929-12-30 18:00:00,\n",
       "             1929-12-31 00:00:00, 1929-12-31 06:00:00, 1929-12-31 12:00:00,\n",
       "             1929-12-31 18:00:00],\n",
       "            dtype=&#x27;object&#x27;, length=14600, calendar=&#x27;noleap&#x27;, freq=&#x27;6H&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-38ef5ecd-e144-498d-857d-fb299d73aa30' class='xr-section-summary-in' type='checkbox'  ><label for='section-38ef5ecd-e144-498d-857d-fb299d73aa30' class='xr-section-summary' >Attributes: <span>(12)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>np :</span></dt><dd>4</dd><dt><span>ne :</span></dt><dd>120</dd><dt><span>Conventions :</span></dt><dd>CF-1.0</dd><dt><span>source :</span></dt><dd>CAM</dd><dt><span>case :</span></dt><dd>b.e13.BHISTC5.ne120_t12.cesm-ihesp-hires1.0.30-1920-2100.002</dd><dt><span>title :</span></dt><dd>UNSET</dd><dt><span>logname :</span></dt><dd>nanr</dd><dt><span>host :</span></dt><dd>login1.frontera.</dd><dt><span>Version :</span></dt><dd>$Name$</dd><dt><span>revision_Id :</span></dt><dd>$Id$</dd><dt><span>initial_file :</span></dt><dd>B.E.13.BHISTC5.ne120_t12.sehires38.003.sunway.cam.i.1920-01-01-00000.nc</dd><dt><span>topography_file :</span></dt><dd>/work/02503/edwardsj/CESM/inputdata//atm/cam/topo/USGS-gtopo30_ne120np4_16xdel2-PFC-consistentSGH.nc</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:        (lev: 30, ilev: 31, cosp_prs: 7, nbnd: 2, cosp_tau: 7,\n",
       "                    cosp_scol: 50, cosp_ht: 40, cosp_sr: 15, cosp_sza: 5,\n",
       "                    ncol: 777602, time: 14600)\n",
       "Coordinates:\n",
       "  * lev            (lev) float64 3.643 7.595 14.36 24.61 ... 957.5 976.3 992.6\n",
       "  * ilev           (ilev) float64 2.255 5.032 10.16 18.56 ... 967.5 985.1 1e+03\n",
       "  * cosp_prs       (cosp_prs) float64 900.0 740.0 620.0 500.0 375.0 245.0 90.0\n",
       "  * cosp_tau       (cosp_tau) float64 0.15 0.8 2.45 6.5 16.2 41.5 219.5\n",
       "  * cosp_scol      (cosp_scol) int32 1 2 3 4 5 6 7 8 ... 43 44 45 46 47 48 49 50\n",
       "  * cosp_ht        (cosp_ht) float64 240.0 720.0 1.2e+03 ... 1.848e+04 1.896e+04\n",
       "  * cosp_sr        (cosp_sr) float64 0.605 2.1 4.0 6.0 ... 70.0 539.5 1.004e+03\n",
       "  * cosp_sza       (cosp_sza) float64 0.0 15.0 30.0 45.0 60.0\n",
       "  * time           (time) object 1920-01-01 00:00:00 ... 1929-12-31 18:00:00\n",
       "Dimensions without coordinates: nbnd, ncol\n",
       "Data variables: (12/35)\n",
       "    hyam           (lev) float64 dask.array<chunksize=(30,), meta=np.ndarray>\n",
       "    hybm           (lev) float64 dask.array<chunksize=(30,), meta=np.ndarray>\n",
       "    P0             float64 ...\n",
       "    hyai           (ilev) float64 dask.array<chunksize=(31,), meta=np.ndarray>\n",
       "    hybi           (ilev) float64 dask.array<chunksize=(31,), meta=np.ndarray>\n",
       "    cosp_prs_bnds  (cosp_prs, nbnd) float64 dask.array<chunksize=(7, 2), meta=np.ndarray>\n",
       "    ...             ...\n",
       "    n2ovmr         (time) float64 dask.array<chunksize=(50,), meta=np.ndarray>\n",
       "    f11vmr         (time) float64 dask.array<chunksize=(50,), meta=np.ndarray>\n",
       "    f12vmr         (time) float64 dask.array<chunksize=(50,), meta=np.ndarray>\n",
       "    sol_tsi        (time) float64 dask.array<chunksize=(50,), meta=np.ndarray>\n",
       "    nsteph         (time) int32 dask.array<chunksize=(50,), meta=np.ndarray>\n",
       "    IVT            (time, ncol) float32 dask.array<chunksize=(50, 777602), meta=np.ndarray>\n",
       "Attributes:\n",
       "    np:               4\n",
       "    ne:               120\n",
       "    Conventions:      CF-1.0\n",
       "    source:           CAM\n",
       "    case:             b.e13.BHISTC5.ne120_t12.cesm-ihesp-hires1.0.30-1920-210...\n",
       "    title:            UNSET\n",
       "    logname:          nanr\n",
       "    host:             login1.frontera.\n",
       "    Version:          $Name$\n",
       "    revision_Id:      $Id$\n",
       "    initial_file:     B.E.13.BHISTC5.ne120_t12.sehires38.003.sunway.cam.i.192...\n",
       "    topography_file:  /work/02503/edwardsj/CESM/inputdata//atm/cam/topo/USGS-..."
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data_in = xr.open_dataset(data_file, chunks={\"time\": 50})\n",
    "data_in"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ef09fb77-52ca-4260-a6e8-85be9d7c71d4",
   "metadata": {},
   "source": [
    "Here's the primary data variable `IVT` for integrated vapour transport with one spatial dimension: `ncol`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "e6cbb980-0bb7-4d85-9798-0fc8352557e6",
   "metadata": {},
   "outputs": [
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       "Dimensions without coordinates: ncol\n",
       "Attributes:\n",
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       "    long_name:  Total (vertically integrated) vapor transport</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'IVT'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 14600</li><li><span>ncol</span>: 777602</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-f2fd41be-b779-48ed-9b7e-dc9fbca0ea9f' class='xr-array-in' type='checkbox' checked><label for='section-f2fd41be-b779-48ed-9b7e-dc9fbca0ea9f' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>dask.array&lt;chunksize=(50, 777602), meta=np.ndarray&gt;</span></div><div class='xr-array-data'><table>\n",
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       "  <text x=\"140.000000\" y=\"14.338644\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,140.000000,14.338644)\">14600</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></div></li><li class='xr-section-item'><input id='section-8573e13c-67ef-46ed-904d-4f0ee0d97f55' class='xr-section-summary-in' type='checkbox'  checked><label for='section-8573e13c-67ef-46ed-904d-4f0ee0d97f55' class='xr-section-summary' >Coordinates: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>1920-01-01 00:00:00 ... 1929-12-...</div><input id='attrs-ef42cb9a-0e02-40f2-8784-e6b909b18b98' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ef42cb9a-0e02-40f2-8784-e6b909b18b98' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7fc181b0-4854-4427-bdb0-9405540b62b6' class='xr-var-data-in' type='checkbox'><label for='data-7fc181b0-4854-4427-bdb0-9405540b62b6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time</dd><dt><span>bounds :</span></dt><dd>time_bnds</dd></dl></div><div class='xr-var-data'><pre>array([cftime.DatetimeNoLeap(1920, 1, 1, 0, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1920, 1, 1, 6, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1920, 1, 1, 12, 0, 0, 0, has_year_zero=True), ...,\n",
       "       cftime.DatetimeNoLeap(1929, 12, 31, 6, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1929, 12, 31, 12, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1929, 12, 31, 18, 0, 0, 0, has_year_zero=True)],\n",
       "      dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-25e497a2-142d-43dc-b9a4-c5ba609045c6' class='xr-section-summary-in' type='checkbox'  ><label for='section-25e497a2-142d-43dc-b9a4-c5ba609045c6' class='xr-section-summary' >Indexes: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-0cd3d795-443f-4f85-876b-e083ba2a2fea' class='xr-index-data-in' type='checkbox'/><label for='index-0cd3d795-443f-4f85-876b-e083ba2a2fea' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(CFTimeIndex([1920-01-01 00:00:00, 1920-01-01 06:00:00, 1920-01-01 12:00:00,\n",
       "             1920-01-01 18:00:00, 1920-01-02 00:00:00, 1920-01-02 06:00:00,\n",
       "             1920-01-02 12:00:00, 1920-01-02 18:00:00, 1920-01-03 00:00:00,\n",
       "             1920-01-03 06:00:00,\n",
       "             ...\n",
       "             1929-12-29 12:00:00, 1929-12-29 18:00:00, 1929-12-30 00:00:00,\n",
       "             1929-12-30 06:00:00, 1929-12-30 12:00:00, 1929-12-30 18:00:00,\n",
       "             1929-12-31 00:00:00, 1929-12-31 06:00:00, 1929-12-31 12:00:00,\n",
       "             1929-12-31 18:00:00],\n",
       "            dtype=&#x27;object&#x27;, length=14600, calendar=&#x27;noleap&#x27;, freq=&#x27;6H&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-d11a9057-6b5e-4b40-aa11-750b9bbba49c' class='xr-section-summary-in' type='checkbox'  checked><label for='section-d11a9057-6b5e-4b40-aa11-750b9bbba49c' class='xr-section-summary' >Attributes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>kg/m/s</dd><dt><span>long_name :</span></dt><dd>Total (vertically integrated) vapor transport</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'IVT' (time: 14600, ncol: 777602)>\n",
       "dask.array<open_dataset-124517cf72a30883d5a3c70220985aeeIVT, shape=(14600, 777602), dtype=float32, chunksize=(50, 777602), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "  * time     (time) object 1920-01-01 00:00:00 ... 1929-12-31 18:00:00\n",
       "Dimensions without coordinates: ncol\n",
       "Attributes:\n",
       "    units:      kg/m/s\n",
       "    long_name:  Total (vertically integrated) vapor transport"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data_in.IVT"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f9be9f16-194f-453c-92f6-bab2ba37ee8c",
   "metadata": {},
   "source": [
    "And here's what an ESMF weights file looks like:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "17dba875-b876-480b-b361-dfe6a6b9ef6e",
   "metadata": {},
   "outputs": [
    {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:        (src_grid_rank: 1, dst_grid_rank: 2, n_a: 777602,\n",
       "                    n_b: 884736, nv_a: 3, nv_b: 4, n_s: 2654208)\n",
       "Dimensions without coordinates: src_grid_rank, dst_grid_rank, n_a, n_b, nv_a,\n",
       "                                nv_b, n_s\n",
       "Data variables: (12/19)\n",
       "    src_grid_dims  (src_grid_rank) int32 ...\n",
       "    dst_grid_dims  (dst_grid_rank) int32 ...\n",
       "    yc_a           (n_a) float64 ...\n",
       "    yc_b           (n_b) float64 ...\n",
       "    xc_a           (n_a) float64 ...\n",
       "    xc_b           (n_b) float64 ...\n",
       "    ...             ...\n",
       "    area_b         (n_b) float64 ...\n",
       "    frac_a         (n_a) float64 ...\n",
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       "    col            (n_s) int32 ...\n",
       "    row            (n_s) int32 ...\n",
       "    S              (n_s) float64 ...\n",
       "Attributes:\n",
       "    title:               ESMF Offline Regridding Weight Generator\n",
       "    normalization:       destarea\n",
       "    map_method:          Bilinear remapping\n",
       "    ESMF_regrid_method:  Bilinear\n",
       "    conventions:         NCAR-CSM\n",
       "    domain_a:            /glade/scratch/shields/regridded/mapfiles/ne120.nc\n",
       "    domain_b:            /glade/scratch/shields/regridded/mapfiles/0.23x0.31.nc\n",
       "    grid_file_src:       /glade/scratch/shields/regridded/mapfiles/ne120.nc\n",
       "    grid_file_dst:       /glade/scratch/shields/regridded/mapfiles/0.23x0.31.nc\n",
       "    CVS_revision:        7.1.0r</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-b348e796-501d-46d7-98bc-0a7b08429d4a' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-b348e796-501d-46d7-98bc-0a7b08429d4a' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span>src_grid_rank</span>: 1</li><li><span>dst_grid_rank</span>: 2</li><li><span>n_a</span>: 777602</li><li><span>n_b</span>: 884736</li><li><span>nv_a</span>: 3</li><li><span>nv_b</span>: 4</li><li><span>n_s</span>: 2654208</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-559b7bf5-87c5-4e55-8687-e0a359e83c3b' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-559b7bf5-87c5-4e55-8687-e0a359e83c3b' class='xr-section-summary'  title='Expand/collapse section'>Coordinates: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-5070d94e-13d7-4dc6-9ba9-5dda25d811ba' class='xr-section-summary-in' type='checkbox'  ><label for='section-5070d94e-13d7-4dc6-9ba9-5dda25d811ba' class='xr-section-summary' >Data variables: <span>(19)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>src_grid_dims</span></div><div class='xr-var-dims'>(src_grid_rank)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-109c8a7a-0476-492c-a865-8afd4c4871be' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-109c8a7a-0476-492c-a865-8afd4c4871be' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6717c2c6-87c7-4340-9623-21890351a2d5' class='xr-var-data-in' type='checkbox'><label for='data-6717c2c6-87c7-4340-9623-21890351a2d5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dst_grid_dims</span></div><div class='xr-var-dims'>(dst_grid_rank)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-2b1d332b-1ce2-48fb-8e17-b3b10582a03e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2b1d332b-1ce2-48fb-8e17-b3b10582a03e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bd935620-6c9f-4823-ad54-c1e921ceaa89' class='xr-var-data-in' type='checkbox'><label for='data-bd935620-6c9f-4823-ad54-c1e921ceaa89' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>[2 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>yc_a</span></div><div class='xr-var-dims'>(n_a)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-18fad402-399e-4378-b76c-341874fec7a6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-18fad402-399e-4378-b76c-341874fec7a6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bb6ba548-bb27-4d08-baf4-f80347f45d93' class='xr-var-data-in' type='checkbox'><label for='data-bb6ba548-bb27-4d08-baf4-f80347f45d93' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees</dd></dl></div><div class='xr-var-data'><pre>[777602 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>yc_b</span></div><div class='xr-var-dims'>(n_b)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-22cd51db-1832-429a-91a5-ee7805d59ba2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-22cd51db-1832-429a-91a5-ee7805d59ba2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e90cd65c-215c-42be-b3df-12668a1ef9c3' class='xr-var-data-in' type='checkbox'><label for='data-e90cd65c-215c-42be-b3df-12668a1ef9c3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees</dd></dl></div><div class='xr-var-data'><pre>[884736 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>xc_a</span></div><div class='xr-var-dims'>(n_a)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7e1514ee-84ae-420d-873e-4051d928f6a4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7e1514ee-84ae-420d-873e-4051d928f6a4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ba39be85-7686-4f1e-8340-a7dccab8a919' class='xr-var-data-in' type='checkbox'><label for='data-ba39be85-7686-4f1e-8340-a7dccab8a919' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees</dd></dl></div><div class='xr-var-data'><pre>[777602 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>xc_b</span></div><div class='xr-var-dims'>(n_b)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-381d4fa4-6904-44b0-a1b2-463637f5c4ba' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-381d4fa4-6904-44b0-a1b2-463637f5c4ba' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-67e705ee-2532-47eb-b10d-1491d8064d64' class='xr-var-data-in' type='checkbox'><label for='data-67e705ee-2532-47eb-b10d-1491d8064d64' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees</dd></dl></div><div class='xr-var-data'><pre>[884736 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>yv_a</span></div><div class='xr-var-dims'>(n_a, nv_a)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-5431c954-cd26-468b-887c-3be30649a93a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5431c954-cd26-468b-887c-3be30649a93a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-886d2808-a197-446b-af00-64b81dc6b84d' class='xr-var-data-in' type='checkbox'><label for='data-886d2808-a197-446b-af00-64b81dc6b84d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees</dd></dl></div><div class='xr-var-data'><pre>[2332806 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>xv_a</span></div><div class='xr-var-dims'>(n_a, nv_a)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-76573201-e718-4064-bf35-731df386dcdf' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-76573201-e718-4064-bf35-731df386dcdf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-34154eed-93fd-429a-a4af-c0cda07f85c0' class='xr-var-data-in' type='checkbox'><label for='data-34154eed-93fd-429a-a4af-c0cda07f85c0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees</dd></dl></div><div class='xr-var-data'><pre>[2332806 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>yv_b</span></div><div class='xr-var-dims'>(n_b, nv_b)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-832a766b-38ff-477d-b982-8e4b1a3def59' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-832a766b-38ff-477d-b982-8e4b1a3def59' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-722dd90c-fcba-410b-bcd9-11a0b035121b' class='xr-var-data-in' type='checkbox'><label for='data-722dd90c-fcba-410b-bcd9-11a0b035121b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees</dd></dl></div><div class='xr-var-data'><pre>[3538944 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>xv_b</span></div><div class='xr-var-dims'>(n_b, nv_b)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-836e7ada-22e4-4af4-91a9-23a983e3e216' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-836e7ada-22e4-4af4-91a9-23a983e3e216' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-11c8f063-b937-4703-a7c3-6c1437de5cc6' class='xr-var-data-in' type='checkbox'><label for='data-11c8f063-b937-4703-a7c3-6c1437de5cc6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees</dd></dl></div><div class='xr-var-data'><pre>[3538944 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>mask_a</span></div><div class='xr-var-dims'>(n_a)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7df9b662-cea5-4a67-8c44-2c692589bee5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7df9b662-cea5-4a67-8c44-2c692589bee5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dcf1075c-457b-4cfc-88b4-ec7a1d21d159' class='xr-var-data-in' type='checkbox'><label for='data-dcf1075c-457b-4cfc-88b4-ec7a1d21d159' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>unitless</dd></dl></div><div class='xr-var-data'><pre>[777602 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>mask_b</span></div><div class='xr-var-dims'>(n_b)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-212b603b-eef8-4471-be6a-af59c49173e7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-212b603b-eef8-4471-be6a-af59c49173e7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d08adb27-721a-4332-ab47-b1248b0a9d4d' class='xr-var-data-in' type='checkbox'><label for='data-d08adb27-721a-4332-ab47-b1248b0a9d4d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>unitless</dd></dl></div><div class='xr-var-data'><pre>[884736 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>area_a</span></div><div class='xr-var-dims'>(n_a)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-33785af9-9ce2-418b-8806-db38d3fa1cdf' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-33785af9-9ce2-418b-8806-db38d3fa1cdf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6bd26f97-52b1-46ba-a028-e8d025390033' class='xr-var-data-in' type='checkbox'><label for='data-6bd26f97-52b1-46ba-a028-e8d025390033' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>square radians</dd></dl></div><div class='xr-var-data'><pre>[777602 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>area_b</span></div><div class='xr-var-dims'>(n_b)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ebf1bd75-e20a-4fe3-86ab-46282d78df3a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ebf1bd75-e20a-4fe3-86ab-46282d78df3a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-06fe1a8a-4206-4b43-b294-e005d2d2716d' class='xr-var-data-in' type='checkbox'><label for='data-06fe1a8a-4206-4b43-b294-e005d2d2716d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>square radians</dd></dl></div><div class='xr-var-data'><pre>[884736 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>frac_a</span></div><div class='xr-var-dims'>(n_a)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-1adddd54-a6e1-4aab-9fe9-f3946a042bd3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1adddd54-a6e1-4aab-9fe9-f3946a042bd3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0d37e946-28a6-4bc2-b48b-3c7d256bbbe4' class='xr-var-data-in' type='checkbox'><label for='data-0d37e946-28a6-4bc2-b48b-3c7d256bbbe4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>unitless</dd></dl></div><div class='xr-var-data'><pre>[777602 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>frac_b</span></div><div class='xr-var-dims'>(n_b)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-35084046-2f00-41a0-8178-cb7c80f265b9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-35084046-2f00-41a0-8178-cb7c80f265b9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-044eae93-3c4d-407f-948a-7ca304f310e6' class='xr-var-data-in' type='checkbox'><label for='data-044eae93-3c4d-407f-948a-7ca304f310e6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>unitless</dd></dl></div><div class='xr-var-data'><pre>[884736 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>col</span></div><div class='xr-var-dims'>(n_s)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-2264af26-1c37-4400-b1f6-5e3b54397462' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2264af26-1c37-4400-b1f6-5e3b54397462' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-180f0d33-7bd7-4907-a59e-438a96f8aa35' class='xr-var-data-in' type='checkbox'><label for='data-180f0d33-7bd7-4907-a59e-438a96f8aa35' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>[2654208 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>row</span></div><div class='xr-var-dims'>(n_s)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-efd6508d-c319-4949-81a2-6895304723a9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-efd6508d-c319-4949-81a2-6895304723a9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a7bc9737-ced8-4763-8185-651058ca99d8' class='xr-var-data-in' type='checkbox'><label for='data-a7bc9737-ced8-4763-8185-651058ca99d8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>[2654208 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>S</span></div><div class='xr-var-dims'>(n_s)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a34c2d83-5182-4205-bbec-d716dddc6abc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a34c2d83-5182-4205-bbec-d716dddc6abc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-368813fe-f9e2-4bac-8e67-0af8f0381769' class='xr-var-data-in' type='checkbox'><label for='data-368813fe-f9e2-4bac-8e67-0af8f0381769' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>[2654208 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-abf3a8b5-0188-41ce-a95c-d877acb4b261' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-abf3a8b5-0188-41ce-a95c-d877acb4b261' class='xr-section-summary'  title='Expand/collapse section'>Indexes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-5667ac4d-3bbc-4745-aa6e-4d26c79cd48e' class='xr-section-summary-in' type='checkbox'  ><label for='section-5667ac4d-3bbc-4745-aa6e-4d26c79cd48e' class='xr-section-summary' >Attributes: <span>(10)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>title :</span></dt><dd>ESMF Offline Regridding Weight Generator</dd><dt><span>normalization :</span></dt><dd>destarea</dd><dt><span>map_method :</span></dt><dd>Bilinear remapping</dd><dt><span>ESMF_regrid_method :</span></dt><dd>Bilinear</dd><dt><span>conventions :</span></dt><dd>NCAR-CSM</dd><dt><span>domain_a :</span></dt><dd>/glade/scratch/shields/regridded/mapfiles/ne120.nc</dd><dt><span>domain_b :</span></dt><dd>/glade/scratch/shields/regridded/mapfiles/0.23x0.31.nc</dd><dt><span>grid_file_src :</span></dt><dd>/glade/scratch/shields/regridded/mapfiles/ne120.nc</dd><dt><span>grid_file_dst :</span></dt><dd>/glade/scratch/shields/regridded/mapfiles/0.23x0.31.nc</dd><dt><span>CVS_revision :</span></dt><dd>7.1.0r</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:        (src_grid_rank: 1, dst_grid_rank: 2, n_a: 777602,\n",
       "                    n_b: 884736, nv_a: 3, nv_b: 4, n_s: 2654208)\n",
       "Dimensions without coordinates: src_grid_rank, dst_grid_rank, n_a, n_b, nv_a,\n",
       "                                nv_b, n_s\n",
       "Data variables: (12/19)\n",
       "    src_grid_dims  (src_grid_rank) int32 ...\n",
       "    dst_grid_dims  (dst_grid_rank) int32 ...\n",
       "    yc_a           (n_a) float64 ...\n",
       "    yc_b           (n_b) float64 ...\n",
       "    xc_a           (n_a) float64 ...\n",
       "    xc_b           (n_b) float64 ...\n",
       "    ...             ...\n",
       "    area_b         (n_b) float64 ...\n",
       "    frac_a         (n_a) float64 ...\n",
       "    frac_b         (n_b) float64 ...\n",
       "    col            (n_s) int32 ...\n",
       "    row            (n_s) int32 ...\n",
       "    S              (n_s) float64 ...\n",
       "Attributes:\n",
       "    title:               ESMF Offline Regridding Weight Generator\n",
       "    normalization:       destarea\n",
       "    map_method:          Bilinear remapping\n",
       "    ESMF_regrid_method:  Bilinear\n",
       "    conventions:         NCAR-CSM\n",
       "    domain_a:            /glade/scratch/shields/regridded/mapfiles/ne120.nc\n",
       "    domain_b:            /glade/scratch/shields/regridded/mapfiles/0.23x0.31.nc\n",
       "    grid_file_src:       /glade/scratch/shields/regridded/mapfiles/ne120.nc\n",
       "    grid_file_dst:       /glade/scratch/shields/regridded/mapfiles/0.23x0.31.nc\n",
       "    CVS_revision:        7.1.0r"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "weights = xr.open_dataset(weight_file)\n",
    "weights"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "eca5b835-6a04-4dba-b629-8a0b90bd4f07",
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   "source": [
    "## Regridding with xESMF\n",
    "\n",
    "Th primary xESMF interface is the [Regridder](https://xesmf.readthedocs.io/en/latest/user_api.html#regridder) class.\n",
    "\n",
    "``` python\n",
    "regridder = xesmf.Regridder(\n",
    "    ds_in, \n",
    "    ds_out,\n",
    "    weights=weight_file,\n",
    "    method=\"bilinear\",\n",
    "    reuse_weights=True,\n",
    "    periodic=True,\n",
    ")\n",
    "```\n",
    "\n",
    "It requires input grid information in `ds_in` and output grid information in `ds_out`.  Both files need to have variables  `lat`, `lon` or variables that can be identified as \"latitude\" and \"longitude\" using [CF metadata](http://cfconventions.org/Data/cf-conventions/cf-conventions-1.10/cf-conventions.html#coordinate-types). \n",
    "\n",
    "We can construct this information from the weights file:\n",
    "\n",
    "### Read the weights file"
   ]
  },
  {
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   "execution_count": 7,
   "id": "81cb24c1-dbf8-4dee-99e4-46a6f4e0bc67",
   "metadata": {},
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    {
     "data": {
      "text/plain": [
       "([1, 777602], [768, 1152])"
      ]
     },
     "execution_count": 7,
     "metadata": {},
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    }
   ],
   "source": [
    "weights = xr.open_dataset(weight_file)\n",
    "\n",
    "# input variable shape\n",
    "in_shape = weights.src_grid_dims.load().data\n",
    "\n",
    "# Since xESMF expects 2D vars, we'll insert a dummy dimension of size-1\n",
    "if len(in_shape) == 1:\n",
    "    in_shape = [1, in_shape.item()]\n",
    "\n",
    "# output variable shape\n",
    "out_shape = weights.dst_grid_dims.load().data.tolist()[::-1]\n",
    "\n",
    "in_shape, out_shape"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d334be79-b262-4f06-a8c8-47e8f95d054e",
   "metadata": {},
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    "### Construct a Regridder.\n",
    "\n",
    "First we make dummy input dataset  with `lat` of size `1` and `lon` of same size as `ncol`, and an output dataset with the right `lat`,  `lon`.  For the latter, we use `xc_b` and `yc_b` as locations of the centers. \n",
    "\n",
    "```{note}\n",
    "We are assuming a rectilinear output grid, but this could be modified for a curvilinear grid. (Question: Is there a way to identify this from the weights file?)\n",
    "```\n",
    "\n",
    "As a reminder, we use `lat`,  `lon` dimension names because this is hardcoded in to xESMF."
   ]
  },
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   "execution_count": 8,
   "id": "e2d04aeb-6dfd-4444-ba88-18e0d99b4ef1",
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    {
     "data": {
      "text/plain": [
       "xESMF Regridder \n",
       "Regridding algorithm:       bilinear \n",
       "Weight filename:            bilinear_1x777602_768x1152_peri.nc \n",
       "Reuse pre-computed weights? True \n",
       "Input grid shape:           (1, 777602) \n",
       "Output grid shape:          (768, 1152) \n",
       "Periodic in longitude?      True"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dummy_in = xr.Dataset(\n",
    "    {\n",
    "        \"lat\": (\"lat\", np.empty((in_shape[0],))),\n",
    "        \"lon\": (\"lon\", np.empty((in_shape[1],))),\n",
    "    }\n",
    ")\n",
    "dummy_out = xr.Dataset(\n",
    "    {\n",
    "        \"lat\": (\"lat\", weights.yc_b.data.reshape(out_shape)[:, 0]),\n",
    "        \"lon\": (\"lon\", weights.xc_b.data.reshape(out_shape)[0, :]),\n",
    "    }\n",
    ")\n",
    "\n",
    "regridder = xesmf.Regridder(\n",
    "    dummy_in,\n",
    "    dummy_out,\n",
    "    weights=weight_file,\n",
    "    method=\"bilinear\",\n",
    "    reuse_weights=True,\n",
    "    periodic=True,\n",
    ")\n",
    "regridder"
   ]
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   "id": "c0c563ab-3ca3-46c8-bc08-68d68ccf1f4a",
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   "source": [
    "This works but note that a lot of metadata here is wrong like \"Weight filename\"\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3e9b7b45-c0b6-462c-bdb5-a621ea08efa9",
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    "###  Apply the Regridder\n",
    "\n",
    "Next to apply the regridder, we'll use [DataArray.expand_dims](https://docs.xarray.dev/en/stable/generated/xarray.DataArray.expand_dims.html) insert a new `\"dummy\"` dimension before the `ncol` dimension using `axis=-2`. To be safe, we force `ncol`  to be the last dimension using `transpose`. We do this only for variables that already have the `ncol` dimension.\n",
    "\n",
    "Here I'm using the name `dummy` so that we  are clear that it is fake."
   ]
  },
  {
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   "execution_count": 9,
   "id": "e42348e8-c5a5-43c0-be1e-112fba2b991a",
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       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:        (lev: 30, ilev: 31, cosp_prs: 7, nbnd: 2, cosp_tau: 7,\n",
       "                    cosp_scol: 50, cosp_ht: 40, cosp_sr: 15, cosp_sza: 5,\n",
       "                    dummy: 1, ncol: 777602, time: 14600)\n",
       "Coordinates:\n",
       "  * lev            (lev) float64 3.643 7.595 14.36 24.61 ... 957.5 976.3 992.6\n",
       "  * ilev           (ilev) float64 2.255 5.032 10.16 18.56 ... 967.5 985.1 1e+03\n",
       "  * cosp_prs       (cosp_prs) float64 900.0 740.0 620.0 500.0 375.0 245.0 90.0\n",
       "  * cosp_tau       (cosp_tau) float64 0.15 0.8 2.45 6.5 16.2 41.5 219.5\n",
       "  * cosp_scol      (cosp_scol) int32 1 2 3 4 5 6 7 8 ... 43 44 45 46 47 48 49 50\n",
       "  * cosp_ht        (cosp_ht) float64 240.0 720.0 1.2e+03 ... 1.848e+04 1.896e+04\n",
       "  * cosp_sr        (cosp_sr) float64 0.605 2.1 4.0 6.0 ... 70.0 539.5 1.004e+03\n",
       "  * cosp_sza       (cosp_sza) float64 0.0 15.0 30.0 45.0 60.0\n",
       "  * time           (time) object 1920-01-01 00:00:00 ... 1929-12-31 18:00:00\n",
       "Dimensions without coordinates: nbnd, dummy, ncol\n",
       "Data variables: (12/35)\n",
       "    hyam           (lev) float64 dask.array&lt;chunksize=(30,), meta=np.ndarray&gt;\n",
       "    hybm           (lev) float64 dask.array&lt;chunksize=(30,), meta=np.ndarray&gt;\n",
       "    P0             float64 ...\n",
       "    hyai           (ilev) float64 dask.array&lt;chunksize=(31,), meta=np.ndarray&gt;\n",
       "    hybi           (ilev) float64 dask.array&lt;chunksize=(31,), meta=np.ndarray&gt;\n",
       "    cosp_prs_bnds  (cosp_prs, nbnd) float64 dask.array&lt;chunksize=(7, 2), meta=np.ndarray&gt;\n",
       "    ...             ...\n",
       "    n2ovmr         (time) float64 dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;\n",
       "    f11vmr         (time) float64 dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;\n",
       "    f12vmr         (time) float64 dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;\n",
       "    sol_tsi        (time) float64 dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;\n",
       "    nsteph         (time) int32 dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;\n",
       "    IVT            (time, dummy, ncol) float32 dask.array&lt;chunksize=(50, 1, 777602), meta=np.ndarray&gt;\n",
       "Attributes:\n",
       "    np:               4\n",
       "    ne:               120\n",
       "    Conventions:      CF-1.0\n",
       "    source:           CAM\n",
       "    case:             b.e13.BHISTC5.ne120_t12.cesm-ihesp-hires1.0.30-1920-210...\n",
       "    title:            UNSET\n",
       "    logname:          nanr\n",
       "    host:             login1.frontera.\n",
       "    Version:          $Name$\n",
       "    revision_Id:      $Id$\n",
       "    initial_file:     B.E.13.BHISTC5.ne120_t12.sehires38.003.sunway.cam.i.192...\n",
       "    topography_file:  /work/02503/edwardsj/CESM/inputdata//atm/cam/topo/USGS-...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-b5f35a64-2338-4d51-b0b2-36e6c22fe208' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-b5f35a64-2338-4d51-b0b2-36e6c22fe208' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>lev</span>: 30</li><li><span class='xr-has-index'>ilev</span>: 31</li><li><span class='xr-has-index'>cosp_prs</span>: 7</li><li><span>nbnd</span>: 2</li><li><span class='xr-has-index'>cosp_tau</span>: 7</li><li><span class='xr-has-index'>cosp_scol</span>: 50</li><li><span class='xr-has-index'>cosp_ht</span>: 40</li><li><span class='xr-has-index'>cosp_sr</span>: 15</li><li><span class='xr-has-index'>cosp_sza</span>: 5</li><li><span>dummy</span>: 1</li><li><span>ncol</span>: 777602</li><li><span class='xr-has-index'>time</span>: 14600</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-7d6d6f95-cbc8-41de-b3a7-a179bab21091' class='xr-section-summary-in' type='checkbox'  checked><label for='section-7d6d6f95-cbc8-41de-b3a7-a179bab21091' class='xr-section-summary' >Coordinates: <span>(9)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lev</span></div><div class='xr-var-dims'>(lev)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>3.643 7.595 14.36 ... 976.3 992.6</div><input id='attrs-c4ffad57-bde0-4150-995c-5cc16a5dc46a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c4ffad57-bde0-4150-995c-5cc16a5dc46a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d1d07feb-8c14-47f1-8e3a-1e6c074ed89e' class='xr-var-data-in' type='checkbox'><label for='data-d1d07feb-8c14-47f1-8e3a-1e6c074ed89e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>hybrid level at midpoints (1000*(A+B))</dd><dt><span>units :</span></dt><dd>hPa</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>standard_name :</span></dt><dd>atmosphere_hybrid_sigma_pressure_coordinate</dd><dt><span>formula_terms :</span></dt><dd>a: hyam b: hybm p0: P0 ps: PS</dd></dl></div><div class='xr-var-data'><pre>array([  3.643466,   7.59482 ,  14.356632,  24.61222 ,  38.2683  ,  54.59548 ,\n",
       "        72.012451,  87.82123 , 103.317127, 121.547241, 142.994039, 168.22508 ,\n",
       "       197.908087, 232.828619, 273.910817, 322.241902, 379.100904, 445.992574,\n",
       "       524.687175, 609.778695, 691.38943 , 763.404481, 820.858369, 859.534767,\n",
       "       887.020249, 912.644547, 936.198398, 957.48548 , 976.325407, 992.556095])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>ilev</span></div><div class='xr-var-dims'>(ilev)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.255 5.032 10.16 ... 985.1 1e+03</div><input id='attrs-8fe5c68f-ce8f-4688-82a0-890a8172e33f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8fe5c68f-ce8f-4688-82a0-890a8172e33f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4051c44f-9d85-4078-a5be-25e35cb93d28' class='xr-var-data-in' type='checkbox'><label for='data-4051c44f-9d85-4078-a5be-25e35cb93d28' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>hybrid level at interfaces (1000*(A+B))</dd><dt><span>units :</span></dt><dd>hPa</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>standard_name :</span></dt><dd>atmosphere_hybrid_sigma_pressure_coordinate</dd><dt><span>formula_terms :</span></dt><dd>a: hyai b: hybi p0: P0 ps: PS</dd></dl></div><div class='xr-var-data'><pre>array([   2.25524 ,    5.031692,   10.157947,   18.555317,   30.669123,\n",
       "         45.867477,   63.323483,   80.701418,   94.941042,  111.693211,\n",
       "        131.401271,  154.586807,  181.863353,  213.952821,  251.704417,\n",
       "        296.117216,  348.366588,  409.835219,  482.149929,  567.224421,\n",
       "        652.332969,  730.445892,  796.363071,  845.353667,  873.715866,\n",
       "        900.324631,  924.964462,  947.432335,  967.538625,  985.11219 ,\n",
       "       1000.      ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>cosp_prs</span></div><div class='xr-var-dims'>(cosp_prs)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>900.0 740.0 620.0 ... 245.0 90.0</div><input id='attrs-7f0f79a8-e24c-4859-bda3-504abd07e4c6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7f0f79a8-e24c-4859-bda3-504abd07e4c6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-991b4307-e5be-4183-ac13-bdf9b72108e4' class='xr-var-data-in' type='checkbox'><label for='data-991b4307-e5be-4183-ac13-bdf9b72108e4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>COSP Mean ISCCP pressure</dd><dt><span>units :</span></dt><dd>hPa</dd><dt><span>bounds :</span></dt><dd>cosp_prs_bnds</dd></dl></div><div class='xr-var-data'><pre>array([900., 740., 620., 500., 375., 245.,  90.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>cosp_tau</span></div><div class='xr-var-dims'>(cosp_tau)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.15 0.8 2.45 6.5 16.2 41.5 219.5</div><input id='attrs-45ebccd3-44d3-43fa-92ef-e40a2c2df082' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-45ebccd3-44d3-43fa-92ef-e40a2c2df082' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-779f4b86-3944-410c-aadf-d648c0d3f842' class='xr-var-data-in' type='checkbox'><label for='data-779f4b86-3944-410c-aadf-d648c0d3f842' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>COSP Mean ISCCP optical depth</dd><dt><span>units :</span></dt><dd>1</dd><dt><span>bounds :</span></dt><dd>cosp_tau_bnds</dd></dl></div><div class='xr-var-data'><pre>array([1.500e-01, 8.000e-01, 2.450e+00, 6.500e+00, 1.620e+01, 4.150e+01,\n",
       "       2.195e+02])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>cosp_scol</span></div><div class='xr-var-dims'>(cosp_scol)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>1 2 3 4 5 6 7 ... 45 46 47 48 49 50</div><input id='attrs-46f6fb7e-5ae1-4c2c-aeb2-c7dbbc71246e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-46f6fb7e-5ae1-4c2c-aeb2-c7dbbc71246e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3bad6b38-8bdc-45b5-8425-3ce47c6722e2' class='xr-var-data-in' type='checkbox'><label for='data-3bad6b38-8bdc-45b5-8425-3ce47c6722e2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>COSP subcolumn</dd></dl></div><div class='xr-var-data'><pre>array([ 1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17, 18,\n",
       "       19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36,\n",
       "       37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>cosp_ht</span></div><div class='xr-var-dims'>(cosp_ht)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>240.0 720.0 ... 1.848e+04 1.896e+04</div><input id='attrs-7b71cca5-696c-41e2-8f13-3b57f955dd22' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7b71cca5-696c-41e2-8f13-3b57f955dd22' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c761fa06-20bb-43e5-a23f-05982ad884af' class='xr-var-data-in' type='checkbox'><label for='data-c761fa06-20bb-43e5-a23f-05982ad884af' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>COSP Mean Height for lidar and radar simulator outputs</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>bounds :</span></dt><dd>cosp_ht_bnds</dd></dl></div><div class='xr-var-data'><pre>array([  240.,   720.,  1200.,  1680.,  2160.,  2640.,  3120.,  3600.,  4080.,\n",
       "        4560.,  5040.,  5520.,  6000.,  6480.,  6960.,  7440.,  7920.,  8400.,\n",
       "        8880.,  9360.,  9840., 10320., 10800., 11280., 11760., 12240., 12720.,\n",
       "       13200., 13680., 14160., 14640., 15120., 15600., 16080., 16560., 17040.,\n",
       "       17520., 18000., 18480., 18960.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>cosp_sr</span></div><div class='xr-var-dims'>(cosp_sr)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.605 2.1 4.0 ... 539.5 1.004e+03</div><input id='attrs-ba92fdbf-5287-4946-8d13-27420c2e892f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ba92fdbf-5287-4946-8d13-27420c2e892f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f84ba9d0-9acc-4592-9c05-af9d1c595aee' class='xr-var-data-in' type='checkbox'><label for='data-f84ba9d0-9acc-4592-9c05-af9d1c595aee' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>COSP Mean Scattering Ratio for lidar simulator CFAD output</dd><dt><span>units :</span></dt><dd>1</dd><dt><span>bounds :</span></dt><dd>cosp_sr_bnds</dd></dl></div><div class='xr-var-data'><pre>array([6.050e-01, 2.100e+00, 4.000e+00, 6.000e+00, 8.500e+00, 1.250e+01,\n",
       "       1.750e+01, 2.250e+01, 2.750e+01, 3.500e+01, 4.500e+01, 5.500e+01,\n",
       "       7.000e+01, 5.395e+02, 1.004e+03])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>cosp_sza</span></div><div class='xr-var-dims'>(cosp_sza)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 15.0 30.0 45.0 60.0</div><input id='attrs-f3a37d29-c122-4999-b94e-205ec171913e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f3a37d29-c122-4999-b94e-205ec171913e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-989b2e58-f724-4d5d-85b8-8ca46b1fbf3e' class='xr-var-data-in' type='checkbox'><label for='data-989b2e58-f724-4d5d-85b8-8ca46b1fbf3e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>COSP Parasol SZA</dd><dt><span>units :</span></dt><dd>degrees</dd></dl></div><div class='xr-var-data'><pre>array([ 0., 15., 30., 45., 60.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>1920-01-01 00:00:00 ... 1929-12-...</div><input id='attrs-48f5c043-b31b-46d7-af03-2f81c63c664b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-48f5c043-b31b-46d7-af03-2f81c63c664b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-01dc8b68-2bd2-422d-9ad9-8f6d9257dbb2' class='xr-var-data-in' type='checkbox'><label for='data-01dc8b68-2bd2-422d-9ad9-8f6d9257dbb2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time</dd><dt><span>bounds :</span></dt><dd>time_bnds</dd></dl></div><div class='xr-var-data'><pre>array([cftime.DatetimeNoLeap(1920, 1, 1, 0, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1920, 1, 1, 6, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1920, 1, 1, 12, 0, 0, 0, has_year_zero=True), ...,\n",
       "       cftime.DatetimeNoLeap(1929, 12, 31, 6, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1929, 12, 31, 12, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1929, 12, 31, 18, 0, 0, 0, has_year_zero=True)],\n",
       "      dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-90ea4a3d-0771-4c6b-bf8d-fc3bc1774652' class='xr-section-summary-in' type='checkbox'  ><label for='section-90ea4a3d-0771-4c6b-bf8d-fc3bc1774652' class='xr-section-summary' >Data variables: <span>(35)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>hyam</span></div><div class='xr-var-dims'>(lev)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(30,), meta=np.ndarray&gt;</div><input id='attrs-9d0d3123-6758-4aa7-ae86-d504ef3d6e3f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9d0d3123-6758-4aa7-ae86-d504ef3d6e3f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-900d55d2-9afb-41fa-941b-eec283683317' class='xr-var-data-in' type='checkbox'><label for='data-900d55d2-9afb-41fa-941b-eec283683317' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>hybrid A coefficient at layer midpoints</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 240 B </td>\n",
       "                        <td> 240 B </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (30,) </td>\n",
       "                        <td> (30,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"82\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hybm</span></div><div class='xr-var-dims'>(lev)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(30,), meta=np.ndarray&gt;</div><input id='attrs-83e7d890-4c7b-47cb-9c2c-a163c4ba2a03' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-83e7d890-4c7b-47cb-9c2c-a163c4ba2a03' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-eb681e82-7957-4175-9d81-2c246898b291' class='xr-var-data-in' type='checkbox'><label for='data-eb681e82-7957-4175-9d81-2c246898b291' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>hybrid B coefficient at layer midpoints</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 240 B </td>\n",
       "                        <td> 240 B </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (30,) </td>\n",
       "                        <td> (30,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
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       "\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>P0</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-50bdea17-09c9-48ad-8255-fbb2ddde278d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-50bdea17-09c9-48ad-8255-fbb2ddde278d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4d0a5f0d-9abd-4b28-a0ff-304aca96b4ac' class='xr-var-data-in' type='checkbox'><label for='data-4d0a5f0d-9abd-4b28-a0ff-304aca96b4ac' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>reference pressure</dd><dt><span>units :</span></dt><dd>Pa</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hyai</span></div><div class='xr-var-dims'>(ilev)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(31,), meta=np.ndarray&gt;</div><input id='attrs-0497a8f9-7fed-4a40-b677-c02e000349cd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0497a8f9-7fed-4a40-b677-c02e000349cd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9d2f1d14-3ac8-4a94-a350-a993ff592eba' class='xr-var-data-in' type='checkbox'><label for='data-9d2f1d14-3ac8-4a94-a350-a993ff592eba' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>hybrid A coefficient at layer interfaces</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 248 B </td>\n",
       "                        <td> 248 B </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (31,) </td>\n",
       "                        <td> (31,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"81\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hybi</span></div><div class='xr-var-dims'>(ilev)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(31,), meta=np.ndarray&gt;</div><input id='attrs-4cb44375-c01a-4cc0-914d-9bbb59a23729' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4cb44375-c01a-4cc0-914d-9bbb59a23729' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-365b8faf-0b1d-4f07-88a4-89686e80e6eb' class='xr-var-data-in' type='checkbox'><label for='data-365b8faf-0b1d-4f07-88a4-89686e80e6eb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>hybrid B coefficient at layer interfaces</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 248 B </td>\n",
       "                        <td> 248 B </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (31,) </td>\n",
       "                        <td> (31,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"81\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>cosp_prs_bnds</span></div><div class='xr-var-dims'>(cosp_prs, nbnd)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(7, 2), meta=np.ndarray&gt;</div><input id='attrs-1c78691a-7d89-428a-9ab9-ce0af9350286' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1c78691a-7d89-428a-9ab9-ce0af9350286' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ade1cfe7-21ee-409a-a279-ac243d512db5' class='xr-var-data-in' type='checkbox'><label for='data-ade1cfe7-21ee-409a-a279-ac243d512db5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 112 B </td>\n",
       "                        <td> 112 B </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (7, 2) </td>\n",
       "                        <td> (7, 2) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>cosp_tau_bnds</span></div><div class='xr-var-dims'>(cosp_tau, nbnd)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(7, 2), meta=np.ndarray&gt;</div><input id='attrs-70cc3494-a500-4f23-b919-7a558e08bf17' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-70cc3494-a500-4f23-b919-7a558e08bf17' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ef75fb52-c929-4d6d-9bf9-52e069dd3efa' class='xr-var-data-in' type='checkbox'><label for='data-ef75fb52-c929-4d6d-9bf9-52e069dd3efa' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
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       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 112 B </td>\n",
       "                        <td> 112 B </td>\n",
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       "                        <td> (7, 2) </td>\n",
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       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
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       "                    <tr>\n",
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       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>cosp_ht_bnds</span></div><div class='xr-var-dims'>(cosp_ht, nbnd)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(40, 2), meta=np.ndarray&gt;</div><input id='attrs-d4662c0c-b64d-4696-ac96-33c716b2db58' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d4662c0c-b64d-4696-ac96-33c716b2db58' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-50bc672d-6e9f-4fcf-b9d4-d28ca1895c80' class='xr-var-data-in' type='checkbox'><label for='data-50bc672d-6e9f-4fcf-b9d4-d28ca1895c80' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
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       "                <tbody>\n",
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       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 640 B </td>\n",
       "                        <td> 640 B </td>\n",
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       "                        <td> (40, 2) </td>\n",
       "                        <td> (40, 2) </td>\n",
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       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>cosp_sr_bnds</span></div><div class='xr-var-dims'>(cosp_sr, nbnd)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(15, 2), meta=np.ndarray&gt;</div><input id='attrs-e0982b3a-3313-44d7-8a97-ea7b0e1f45cb' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e0982b3a-3313-44d7-8a97-ea7b0e1f45cb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-37b567ef-7870-48a7-8efd-2ab2fa80ab6c' class='xr-var-data-in' type='checkbox'><label for='data-37b567ef-7870-48a7-8efd-2ab2fa80ab6c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
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       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
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       "                <tbody>\n",
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       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 240 B </td>\n",
       "                        <td> 240 B </td>\n",
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       "                        <th> Shape </th>\n",
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       "                        <td> (15, 2) </td>\n",
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       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
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       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lat</span></div><div class='xr-var-dims'>(dummy, ncol)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 777602), meta=np.ndarray&gt;</div><input id='attrs-fec99958-45d8-49f6-bd68-fa89d23b805a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fec99958-45d8-49f6-bd68-fa89d23b805a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-66848505-608a-46c4-97cd-cbf17bb03160' class='xr-var-data-in' type='checkbox'><label for='data-66848505-608a-46c4-97cd-cbf17bb03160' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
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       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
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       "                </thead>\n",
       "                <tbody>\n",
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       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 5.93 MiB </td>\n",
       "                        <td> 5.93 MiB </td>\n",
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       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (1, 777602) </td>\n",
       "                        <td> (1, 777602) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 3 graph layers </td>\n",
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       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>area</span></div><div class='xr-var-dims'>(dummy, ncol)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 777602), meta=np.ndarray&gt;</div><input id='attrs-7e582dd7-e036-441c-9f27-34afe5cd8343' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7e582dd7-e036-441c-9f27-34afe5cd8343' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-07ae4579-6856-43fd-b319-41f62473d491' class='xr-var-data-in' type='checkbox'><label for='data-07ae4579-6856-43fd-b319-41f62473d491' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
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       "                    <tr>\n",
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       "                        <td> 5.93 MiB </td>\n",
       "                        <td> 5.93 MiB </td>\n",
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       "                        <td> (1, 777602) </td>\n",
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       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lon</span></div><div class='xr-var-dims'>(dummy, ncol)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 777602), meta=np.ndarray&gt;</div><input id='attrs-5d314e1c-a4e7-45c2-879b-219ca479ac0a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5d314e1c-a4e7-45c2-879b-219ca479ac0a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d3f8c003-26be-4d31-b599-81ba7af14153' class='xr-var-data-in' type='checkbox'><label for='data-d3f8c003-26be-4d31-b599-81ba7af14153' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
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       "                    <tr>\n",
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       "                        <td> 5.93 MiB </td>\n",
       "                        <td> 5.93 MiB </td>\n",
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       "                        <td> (1, 777602) </td>\n",
       "                        <td> (1, 777602) </td>\n",
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       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 3 graph layers </td>\n",
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       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"75\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
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       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"25\" style=\"stroke-width:2\" />\n",
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       "\n",
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       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ntrm</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4be40e68-f1f7-4e46-954e-038ebabc18fe' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4be40e68-f1f7-4e46-954e-038ebabc18fe' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6f6432fe-28ce-46ba-9db6-3216aed1e1a6' class='xr-var-data-in' type='checkbox'><label for='data-6f6432fe-28ce-46ba-9db6-3216aed1e1a6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>spectral truncation parameter M</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ntrn</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7ad785b7-8de0-42a5-9f75-4dbb278c0bd3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7ad785b7-8de0-42a5-9f75-4dbb278c0bd3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-723160c7-d244-42c6-b0c9-65c2060ef6bd' class='xr-var-data-in' type='checkbox'><label for='data-723160c7-d244-42c6-b0c9-65c2060ef6bd' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>spectral truncation parameter N</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ntrk</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a4a88f4f-adb8-48f7-9d0d-7934df6c101a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a4a88f4f-adb8-48f7-9d0d-7934df6c101a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-10af503f-da21-4f84-9dd0-5150c6ea7070' class='xr-var-data-in' type='checkbox'><label for='data-10af503f-da21-4f84-9dd0-5150c6ea7070' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>spectral truncation parameter K</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ndbase</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f988d4f1-fda6-47cb-adde-b8cedf3c5bf6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f988d4f1-fda6-47cb-adde-b8cedf3c5bf6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a55ccf23-4853-47e3-8378-75cca2ccdc99' class='xr-var-data-in' type='checkbox'><label for='data-a55ccf23-4853-47e3-8378-75cca2ccdc99' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>base day</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>nsbase</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-e4fe786b-95d2-4e19-8184-a2dfbd53ec20' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e4fe786b-95d2-4e19-8184-a2dfbd53ec20' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-656e2dc2-0c1e-41bc-a0b7-a924d83f40d3' class='xr-var-data-in' type='checkbox'><label for='data-656e2dc2-0c1e-41bc-a0b7-a924d83f40d3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>seconds of base day</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>nbdate</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4ee597c7-80d7-4f52-b314-ef3f049edfc0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4ee597c7-80d7-4f52-b314-ef3f049edfc0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4615cc2b-4bbd-485c-a4b5-f515c58c2fd1' class='xr-var-data-in' type='checkbox'><label for='data-4615cc2b-4bbd-485c-a4b5-f515c58c2fd1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>base date (YYYYMMDD)</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>nbsec</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-56586a00-927f-4e82-ace2-ae77cff94681' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-56586a00-927f-4e82-ace2-ae77cff94681' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dc0bfacb-53f8-4bbb-ba0d-5487521c23f4' class='xr-var-data-in' type='checkbox'><label for='data-dc0bfacb-53f8-4bbb-ba0d-5487521c23f4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>seconds of base date</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>mdt</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-bcc6b773-0c77-4af9-b771-471651375640' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bcc6b773-0c77-4af9-b771-471651375640' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-68b3fbb8-2937-4de3-9598-a0dd1aacac8f' class='xr-var-data-in' type='checkbox'><label for='data-68b3fbb8-2937-4de3-9598-a0dd1aacac8f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>timestep</dd><dt><span>units :</span></dt><dd>s</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>date</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-0b1fc4ad-4808-40b1-ab2f-21a88c5d6fa1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0b1fc4ad-4808-40b1-ab2f-21a88c5d6fa1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4b6eedb7-9d02-49a1-9b98-3a3d96050c3d' class='xr-var-data-in' type='checkbox'><label for='data-4b6eedb7-9d02-49a1-9b98-3a3d96050c3d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>current date (YYYYMMDD)</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
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       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 57.03 kiB </td>\n",
       "                        <td> 200 B </td>\n",
       "                    </tr>\n",
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       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (14600,) </td>\n",
       "                        <td> (50,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 292 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> int32 numpy.ndarray </td>\n",
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       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>datesec</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-4a44b18b-dd41-45ee-ab2e-43d834b8d9dc' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4a44b18b-dd41-45ee-ab2e-43d834b8d9dc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d18941c5-e78a-42fd-8f44-b2aef4ce108a' class='xr-var-data-in' type='checkbox'><label for='data-d18941c5-e78a-42fd-8f44-b2aef4ce108a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>current seconds of current date</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 57.03 kiB </td>\n",
       "                        <td> 200 B </td>\n",
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       "                    <tr>\n",
       "                        <th> Shape </th>\n",
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       "                        <td> (50,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 292 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> int32 numpy.ndarray </td>\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time_bnds</span></div><div class='xr-var-dims'>(time, nbnd)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50, 2), meta=np.ndarray&gt;</div><input id='attrs-eb1ee904-b380-4205-a86f-1bf0ae41c63d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-eb1ee904-b380-4205-a86f-1bf0ae41c63d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-34ca8abc-e9c4-48de-be81-c2ec3449cf75' class='xr-var-data-in' type='checkbox'><label for='data-34ca8abc-e9c4-48de-be81-c2ec3449cf75' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time interval endpoints</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 228.12 kiB </td>\n",
       "                        <td> 800 B </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (14600, 2) </td>\n",
       "                        <td> (50, 2) </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>date_written</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>|S8</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-3d67258f-a8f9-4729-b00f-3b9016e3e015' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3d67258f-a8f9-4729-b00f-3b9016e3e015' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-80650f8d-6d7a-4cdb-bca7-d3acb03eeb8a' class='xr-var-data-in' type='checkbox'><label for='data-80650f8d-6d7a-4cdb-bca7-d3acb03eeb8a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
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       "                <tbody>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time_written</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>|S8</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-8865a8af-c63e-4e1a-a9c1-2df98d295487' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8865a8af-c63e-4e1a-a9c1-2df98d295487' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9b9b80c2-c3df-49af-b2f0-4828fe568699' class='xr-var-data-in' type='checkbox'><label for='data-9b9b80c2-c3df-49af-b2f0-4828fe568699' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
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       "                <tbody>\n",
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       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 114.06 kiB </td>\n",
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       "                        <td colspan=\"2\"> 292 chunks in 2 graph layers </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ndcur</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-314f6605-4ec5-4dfd-8088-8922f656bb25' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-314f6605-4ec5-4dfd-8088-8922f656bb25' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a6d2cb3c-a67c-4386-852d-6a0a065b9072' class='xr-var-data-in' type='checkbox'><label for='data-a6d2cb3c-a67c-4386-852d-6a0a065b9072' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>current day (from base day)</dd></dl></div><div class='xr-var-data'><table>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>nscur</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-be1ee19f-54db-46a1-93ac-b37b64211a3f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-be1ee19f-54db-46a1-93ac-b37b64211a3f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-abb26b01-d109-409b-b700-43b7471d72de' class='xr-var-data-in' type='checkbox'><label for='data-abb26b01-d109-409b-b700-43b7471d72de' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>current seconds of current day</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                    <tr>\n",
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       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>co2vmr</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-469bda06-edf6-4409-825b-b207895b10c7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-469bda06-edf6-4409-825b-b207895b10c7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-692531c9-a884-4ef1-9be9-ca88cb46a3c1' class='xr-var-data-in' type='checkbox'><label for='data-692531c9-a884-4ef1-9be9-ca88cb46a3c1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>co2 volume mixing ratio</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
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       "                <tbody>\n",
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       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 114.06 kiB </td>\n",
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       "                        <td> (14600,) </td>\n",
       "                        <td> (50,) </td>\n",
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       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 292 chunks in 2 graph layers </td>\n",
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       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ch4vmr</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-0c26df86-fd8e-4a16-befa-f10e396f7429' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0c26df86-fd8e-4a16-befa-f10e396f7429' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8d142077-7956-4233-ae6b-bfb62eeea6ad' class='xr-var-data-in' type='checkbox'><label for='data-8d142077-7956-4233-ae6b-bfb62eeea6ad' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>ch4 volume mixing ratio</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
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       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 114.06 kiB </td>\n",
       "                        <td> 400 B </td>\n",
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       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (14600,) </td>\n",
       "                        <td> (50,) </td>\n",
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       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 292 chunks in 2 graph layers </td>\n",
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       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>n2ovmr</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-2db13e22-4d36-4eea-9adb-163a49db14cd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2db13e22-4d36-4eea-9adb-163a49db14cd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d40a4063-e658-44e1-a9af-24ac6bcc9032' class='xr-var-data-in' type='checkbox'><label for='data-d40a4063-e658-44e1-a9af-24ac6bcc9032' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>n2o volume mixing ratio</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
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       "                <tbody>\n",
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       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 114.06 kiB </td>\n",
       "                        <td> 400 B </td>\n",
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       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (14600,) </td>\n",
       "                        <td> (50,) </td>\n",
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       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 292 chunks in 2 graph layers </td>\n",
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       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>f11vmr</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-01271c32-1fe9-4886-ba56-0148a134f717' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-01271c32-1fe9-4886-ba56-0148a134f717' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-31003adb-23ac-418d-af84-1e2cdaf05e31' class='xr-var-data-in' type='checkbox'><label for='data-31003adb-23ac-418d-af84-1e2cdaf05e31' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>f11 volume mixing ratio</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                <tbody>\n",
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       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
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       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>f12vmr</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-e7c65e10-36c9-4d02-ab5c-c31d954cec89' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e7c65e10-36c9-4d02-ab5c-c31d954cec89' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2e629c42-87e0-40b5-b227-774126a54f23' class='xr-var-data-in' type='checkbox'><label for='data-2e629c42-87e0-40b5-b227-774126a54f23' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>f12 volume mixing ratio</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 114.06 kiB </td>\n",
       "                        <td> 400 B </td>\n",
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       "                        <td> (50,) </td>\n",
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       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 292 chunks in 2 graph layers </td>\n",
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       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sol_tsi</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-99945e28-89a5-4efd-a699-d01fcabc47af' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-99945e28-89a5-4efd-a699-d01fcabc47af' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-07b2a470-2971-4faa-9702-8039626d813e' class='xr-var-data-in' type='checkbox'><label for='data-07b2a470-2971-4faa-9702-8039626d813e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>total solar irradiance</dd><dt><span>units :</span></dt><dd>W/m2</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
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       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 114.06 kiB </td>\n",
       "                        <td> 400 B </td>\n",
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       "                        <td> (50,) </td>\n",
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       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>nsteph</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-cb31e6f2-a506-473a-b1ea-c32bfa2c5c11' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cb31e6f2-a506-473a-b1ea-c32bfa2c5c11' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-eb8c5915-80bd-47c8-a71e-d9ce107cf689' class='xr-var-data-in' type='checkbox'><label for='data-eb8c5915-80bd-47c8-a71e-d9ce107cf689' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>current timestep</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
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       "                    <tr>\n",
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       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 57.03 kiB </td>\n",
       "                        <td> 200 B </td>\n",
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       "                        <td> (50,) </td>\n",
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       "                        <td colspan=\"2\"> 292 chunks in 2 graph layers </td>\n",
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       "                        <td colspan=\"2\"> int32 numpy.ndarray </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>IVT</span></div><div class='xr-var-dims'>(time, dummy, ncol)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50, 1, 777602), meta=np.ndarray&gt;</div><input id='attrs-b928dc3c-268f-4eee-a726-0cbb02fcf999' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b928dc3c-268f-4eee-a726-0cbb02fcf999' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d90d2543-0bab-4598-bfb0-209f97f3c00c' class='xr-var-data-in' type='checkbox'><label for='data-d90d2543-0bab-4598-bfb0-209f97f3c00c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>kg/m/s</dd><dt><span>long_name :</span></dt><dd>Total (vertically integrated) vapor transport</dd></dl></div><div class='xr-var-data'><table>\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-a6d37344-19ff-45bc-8411-0490aaa117cf' class='xr-section-summary-in' type='checkbox'  ><label for='section-a6d37344-19ff-45bc-8411-0490aaa117cf' class='xr-section-summary' >Indexes: <span>(9)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>lev</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-d22f0a8e-4956-4ff8-a94a-9903d89ea33e' class='xr-index-data-in' type='checkbox'/><label for='index-d22f0a8e-4956-4ff8-a94a-9903d89ea33e' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([  3.64346569404006,  7.594819646328688, 14.356632251292467,\n",
       "              24.612220004200935,  38.26829977333546,  54.59547974169254,\n",
       "               72.01245054602623,  87.82123029232025, 103.31712663173676,\n",
       "              121.54724076390266, 142.99403876066208, 168.22507977485657,\n",
       "               197.9080867022276, 232.82861895859241,  273.9108167588711,\n",
       "               322.2419023513794, 379.10090386867523,   445.992574095726,\n",
       "               524.6871747076511,  609.7786948084831,  691.3894303143024,\n",
       "                763.404481112957,  820.8583686500788,  859.5347665250301,\n",
       "               887.0202489197254,   912.644546944648,  936.1983984708786,\n",
       "                957.485479535535,   976.325407391414,   992.556095123291],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;lev&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>ilev</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-0ce148ba-e837-42b2-a8f2-0aef2d4e9319' class='xr-index-data-in' type='checkbox'/><label for='index-0ce148ba-e837-42b2-a8f2-0aef2d4e9319' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([ 2.255239523947239,  5.031691864132881,  10.15794742852449,\n",
       "               18.55531707406044,  30.66912293434143,  45.86747661232948,\n",
       "                63.3234828710556,  80.70141822099686,  94.94104236364365,\n",
       "              111.69321089982991,  131.4012706279755,  154.5868068933487,\n",
       "               181.8633526563644, 213.95282074809072, 251.70441716909409,\n",
       "              296.11721634864807,  348.3665883541107,  409.8352193832398,\n",
       "              482.14992880821234,    567.22442060709,  652.3329690098763,\n",
       "               730.4458916187286,  796.3630706071854,  845.3536666929722,\n",
       "               873.7158663570881,  900.3246314823627,  924.9644624069333,\n",
       "               947.4323345348239,  967.5386245362461,   985.112190246582,\n",
       "                          1000.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;ilev&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>cosp_prs</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-27257aae-b499-4a69-9c07-d1e1c96897a4' class='xr-index-data-in' type='checkbox'/><label for='index-27257aae-b499-4a69-9c07-d1e1c96897a4' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([900.0, 740.0, 620.0, 500.0, 375.0, 245.0, 90.0], dtype=&#x27;float64&#x27;, name=&#x27;cosp_prs&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>cosp_tau</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-c13b1f04-b782-4c9c-b993-27e6b52a193a' class='xr-index-data-in' type='checkbox'/><label for='index-c13b1f04-b782-4c9c-b993-27e6b52a193a' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([0.15, 0.8, 2.45, 6.5, 16.2, 41.5, 219.5], dtype=&#x27;float64&#x27;, name=&#x27;cosp_tau&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>cosp_scol</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-be54e2f2-848e-47bc-85d0-6bfcdebfdc32' class='xr-index-data-in' type='checkbox'/><label for='index-be54e2f2-848e-47bc-85d0-6bfcdebfdc32' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Int64Index([ 1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17,\n",
       "            18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34,\n",
       "            35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50],\n",
       "           dtype=&#x27;int64&#x27;, name=&#x27;cosp_scol&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>cosp_ht</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-2860e96f-e0cf-4f0f-864d-571b3c012488' class='xr-index-data-in' type='checkbox'/><label for='index-2860e96f-e0cf-4f0f-864d-571b3c012488' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([  240.0,   720.0,  1200.0,  1680.0,  2160.0,  2640.0,  3120.0,\n",
       "               3600.0,  4080.0,  4560.0,  5040.0,  5520.0,  6000.0,  6480.0,\n",
       "               6960.0,  7440.0,  7920.0,  8400.0,  8880.0,  9360.0,  9840.0,\n",
       "              10320.0, 10800.0, 11280.0, 11760.0, 12240.0, 12720.0, 13200.0,\n",
       "              13680.0, 14160.0, 14640.0, 15120.0, 15600.0, 16080.0, 16560.0,\n",
       "              17040.0, 17520.0, 18000.0, 18480.0, 18960.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;cosp_ht&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>cosp_sr</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-a01763e1-76b5-440f-a052-a55ec1b7f39d' class='xr-index-data-in' type='checkbox'/><label for='index-a01763e1-76b5-440f-a052-a55ec1b7f39d' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([ 0.605,    2.1,    4.0,    6.0,    8.5,   12.5,   17.5,   22.5,\n",
       "                27.5,   35.0,   45.0,   55.0,   70.0,  539.5, 1004.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;cosp_sr&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>cosp_sza</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-79ae0885-7739-4774-8108-e9b947e057ca' class='xr-index-data-in' type='checkbox'/><label for='index-79ae0885-7739-4774-8108-e9b947e057ca' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([0.0, 15.0, 30.0, 45.0, 60.0], dtype=&#x27;float64&#x27;, name=&#x27;cosp_sza&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-a9140286-f15d-4af5-b3d6-8b3093db8aaf' class='xr-index-data-in' type='checkbox'/><label for='index-a9140286-f15d-4af5-b3d6-8b3093db8aaf' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(CFTimeIndex([1920-01-01 00:00:00, 1920-01-01 06:00:00, 1920-01-01 12:00:00,\n",
       "             1920-01-01 18:00:00, 1920-01-02 00:00:00, 1920-01-02 06:00:00,\n",
       "             1920-01-02 12:00:00, 1920-01-02 18:00:00, 1920-01-03 00:00:00,\n",
       "             1920-01-03 06:00:00,\n",
       "             ...\n",
       "             1929-12-29 12:00:00, 1929-12-29 18:00:00, 1929-12-30 00:00:00,\n",
       "             1929-12-30 06:00:00, 1929-12-30 12:00:00, 1929-12-30 18:00:00,\n",
       "             1929-12-31 00:00:00, 1929-12-31 06:00:00, 1929-12-31 12:00:00,\n",
       "             1929-12-31 18:00:00],\n",
       "            dtype=&#x27;object&#x27;, length=14600, calendar=&#x27;noleap&#x27;, freq=&#x27;6H&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-fb672a40-2854-4b9c-9cdc-71f42020cb53' class='xr-section-summary-in' type='checkbox'  ><label for='section-fb672a40-2854-4b9c-9cdc-71f42020cb53' class='xr-section-summary' >Attributes: <span>(12)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>np :</span></dt><dd>4</dd><dt><span>ne :</span></dt><dd>120</dd><dt><span>Conventions :</span></dt><dd>CF-1.0</dd><dt><span>source :</span></dt><dd>CAM</dd><dt><span>case :</span></dt><dd>b.e13.BHISTC5.ne120_t12.cesm-ihesp-hires1.0.30-1920-2100.002</dd><dt><span>title :</span></dt><dd>UNSET</dd><dt><span>logname :</span></dt><dd>nanr</dd><dt><span>host :</span></dt><dd>login1.frontera.</dd><dt><span>Version :</span></dt><dd>$Name$</dd><dt><span>revision_Id :</span></dt><dd>$Id$</dd><dt><span>initial_file :</span></dt><dd>B.E.13.BHISTC5.ne120_t12.sehires38.003.sunway.cam.i.1920-01-01-00000.nc</dd><dt><span>topography_file :</span></dt><dd>/work/02503/edwardsj/CESM/inputdata//atm/cam/topo/USGS-gtopo30_ne120np4_16xdel2-PFC-consistentSGH.nc</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:        (lev: 30, ilev: 31, cosp_prs: 7, nbnd: 2, cosp_tau: 7,\n",
       "                    cosp_scol: 50, cosp_ht: 40, cosp_sr: 15, cosp_sza: 5,\n",
       "                    dummy: 1, ncol: 777602, time: 14600)\n",
       "Coordinates:\n",
       "  * lev            (lev) float64 3.643 7.595 14.36 24.61 ... 957.5 976.3 992.6\n",
       "  * ilev           (ilev) float64 2.255 5.032 10.16 18.56 ... 967.5 985.1 1e+03\n",
       "  * cosp_prs       (cosp_prs) float64 900.0 740.0 620.0 500.0 375.0 245.0 90.0\n",
       "  * cosp_tau       (cosp_tau) float64 0.15 0.8 2.45 6.5 16.2 41.5 219.5\n",
       "  * cosp_scol      (cosp_scol) int32 1 2 3 4 5 6 7 8 ... 43 44 45 46 47 48 49 50\n",
       "  * cosp_ht        (cosp_ht) float64 240.0 720.0 1.2e+03 ... 1.848e+04 1.896e+04\n",
       "  * cosp_sr        (cosp_sr) float64 0.605 2.1 4.0 6.0 ... 70.0 539.5 1.004e+03\n",
       "  * cosp_sza       (cosp_sza) float64 0.0 15.0 30.0 45.0 60.0\n",
       "  * time           (time) object 1920-01-01 00:00:00 ... 1929-12-31 18:00:00\n",
       "Dimensions without coordinates: nbnd, dummy, ncol\n",
       "Data variables: (12/35)\n",
       "    hyam           (lev) float64 dask.array<chunksize=(30,), meta=np.ndarray>\n",
       "    hybm           (lev) float64 dask.array<chunksize=(30,), meta=np.ndarray>\n",
       "    P0             float64 ...\n",
       "    hyai           (ilev) float64 dask.array<chunksize=(31,), meta=np.ndarray>\n",
       "    hybi           (ilev) float64 dask.array<chunksize=(31,), meta=np.ndarray>\n",
       "    cosp_prs_bnds  (cosp_prs, nbnd) float64 dask.array<chunksize=(7, 2), meta=np.ndarray>\n",
       "    ...             ...\n",
       "    n2ovmr         (time) float64 dask.array<chunksize=(50,), meta=np.ndarray>\n",
       "    f11vmr         (time) float64 dask.array<chunksize=(50,), meta=np.ndarray>\n",
       "    f12vmr         (time) float64 dask.array<chunksize=(50,), meta=np.ndarray>\n",
       "    sol_tsi        (time) float64 dask.array<chunksize=(50,), meta=np.ndarray>\n",
       "    nsteph         (time) int32 dask.array<chunksize=(50,), meta=np.ndarray>\n",
       "    IVT            (time, dummy, ncol) float32 dask.array<chunksize=(50, 1, 777602), meta=np.ndarray>\n",
       "Attributes:\n",
       "    np:               4\n",
       "    ne:               120\n",
       "    Conventions:      CF-1.0\n",
       "    source:           CAM\n",
       "    case:             b.e13.BHISTC5.ne120_t12.cesm-ihesp-hires1.0.30-1920-210...\n",
       "    title:            UNSET\n",
       "    logname:          nanr\n",
       "    host:             login1.frontera.\n",
       "    Version:          $Name$\n",
       "    revision_Id:      $Id$\n",
       "    initial_file:     B.E.13.BHISTC5.ne120_t12.sehires38.003.sunway.cam.i.192...\n",
       "    topography_file:  /work/02503/edwardsj/CESM/inputdata//atm/cam/topo/USGS-..."
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "vars_with_ncol = [name for name in data_in.variables if \"ncol\" in data_in[name].dims]\n",
    "updated = data_in.copy().update(\n",
    "    data_in[vars_with_ncol].transpose(..., \"ncol\").expand_dims(\"dummy\", axis=-2)\n",
    ")\n",
    "updated"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a5d80349-4568-4196-9f32-38acbde82bf4",
   "metadata": {},
   "source": [
    "Now to apply the regridder on `updated` we rename `dummy` to `lat` (both are size-1 in `updated` and `dummy_in`), and `ncol`  to `lon` (both are the same size in `updated` and `dummy_in`)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "81a8b108-098b-47ec-aa9a-c48cbd43ae53",
   "metadata": {},
   "outputs": [
    {
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       "  --xr-background-color: #111111;\n",
       "  --xr-background-color-row-even: #111111;\n",
       "  --xr-background-color-row-odd: #313131;\n",
       "}\n",
       "\n",
       ".xr-wrap {\n",
       "  display: block !important;\n",
       "  min-width: 300px;\n",
       "  max-width: 700px;\n",
       "}\n",
       "\n",
       ".xr-text-repr-fallback {\n",
       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-header {\n",
       "  padding-top: 6px;\n",
       "  padding-bottom: 6px;\n",
       "  margin-bottom: 4px;\n",
       "  border-bottom: solid 1px var(--xr-border-color);\n",
       "}\n",
       "\n",
       ".xr-header > div,\n",
       ".xr-header > ul {\n",
       "  display: inline;\n",
       "  margin-top: 0;\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-obj-type,\n",
       ".xr-array-name {\n",
       "  margin-left: 2px;\n",
       "  margin-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-obj-type {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-sections {\n",
       "  padding-left: 0 !important;\n",
       "  display: grid;\n",
       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
       "}\n",
       "\n",
       ".xr-section-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item input {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:    (lat: 768, lon: 1152, time: 14600, lev: 30, ilev: 31,\n",
       "                cosp_prs: 7, cosp_tau: 7, cosp_scol: 50, cosp_ht: 40,\n",
       "                cosp_sr: 15, cosp_sza: 5)\n",
       "Coordinates:\n",
       "  * lat        (lat) float64 -90.0 -89.77 -89.53 -89.3 ... 89.3 89.53 89.77 90.0\n",
       "  * lon        (lon) float64 0.0 0.3125 0.625 0.9375 ... 358.8 359.1 359.4 359.7\n",
       "  * lev        (lev) float64 3.643 7.595 14.36 24.61 ... 936.2 957.5 976.3 992.6\n",
       "  * ilev       (ilev) float64 2.255 5.032 10.16 18.56 ... 967.5 985.1 1e+03\n",
       "  * cosp_prs   (cosp_prs) float64 900.0 740.0 620.0 500.0 375.0 245.0 90.0\n",
       "  * cosp_tau   (cosp_tau) float64 0.15 0.8 2.45 6.5 16.2 41.5 219.5\n",
       "  * cosp_scol  (cosp_scol) int32 1 2 3 4 5 6 7 8 9 ... 43 44 45 46 47 48 49 50\n",
       "  * cosp_ht    (cosp_ht) float64 240.0 720.0 1.2e+03 ... 1.848e+04 1.896e+04\n",
       "  * cosp_sr    (cosp_sr) float64 0.605 2.1 4.0 6.0 ... 55.0 70.0 539.5 1.004e+03\n",
       "  * cosp_sza   (cosp_sza) float64 0.0 15.0 30.0 45.0 60.0\n",
       "  * time       (time) object 1920-01-01 00:00:00 ... 1929-12-31 18:00:00\n",
       "Data variables:\n",
       "    area       (lat, lon) float64 dask.array&lt;chunksize=(768, 1152), meta=np.ndarray&gt;\n",
       "    IVT        (time, lat, lon) float32 dask.array&lt;chunksize=(50, 768, 1152), meta=np.ndarray&gt;\n",
       "Attributes:\n",
       "    regrid_method:  bilinear</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-eaced86f-9662-4b4e-83e7-f4da8201f976' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-eaced86f-9662-4b4e-83e7-f4da8201f976' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>lat</span>: 768</li><li><span class='xr-has-index'>lon</span>: 1152</li><li><span class='xr-has-index'>time</span>: 14600</li><li><span class='xr-has-index'>lev</span>: 30</li><li><span class='xr-has-index'>ilev</span>: 31</li><li><span class='xr-has-index'>cosp_prs</span>: 7</li><li><span class='xr-has-index'>cosp_tau</span>: 7</li><li><span class='xr-has-index'>cosp_scol</span>: 50</li><li><span class='xr-has-index'>cosp_ht</span>: 40</li><li><span class='xr-has-index'>cosp_sr</span>: 15</li><li><span class='xr-has-index'>cosp_sza</span>: 5</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-ddf0e952-78cd-4d13-af3f-b07317b67b7c' class='xr-section-summary-in' type='checkbox'  checked><label for='section-ddf0e952-78cd-4d13-af3f-b07317b67b7c' class='xr-section-summary' >Coordinates: <span>(11)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-90.0 -89.77 -89.53 ... 89.77 90.0</div><input id='attrs-97e359de-a731-4eda-90db-63e9dd30eb65' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-97e359de-a731-4eda-90db-63e9dd30eb65' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3ec6297d-5600-4fb4-ab60-2295e32e48ee' class='xr-var-data-in' type='checkbox'><label for='data-3ec6297d-5600-4fb4-ab60-2295e32e48ee' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([-90.     , -89.76532, -89.53064, ...,  89.53064,  89.76532,  90.     ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.3125 0.625 ... 359.4 359.7</div><input id='attrs-d52537a8-8ed3-483e-9d31-2f280c421b59' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d52537a8-8ed3-483e-9d31-2f280c421b59' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7969ad80-fddc-4e40-b304-8327e1061e05' class='xr-var-data-in' type='checkbox'><label for='data-7969ad80-fddc-4e40-b304-8327e1061e05' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0.000000e+00, 3.125000e-01, 6.250000e-01, ..., 3.590625e+02,\n",
       "       3.593750e+02, 3.596875e+02])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lev</span></div><div class='xr-var-dims'>(lev)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>3.643 7.595 14.36 ... 976.3 992.6</div><input id='attrs-b14b259e-23b5-4ff0-903a-74eb3f8e348b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b14b259e-23b5-4ff0-903a-74eb3f8e348b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9472125a-6789-4ffd-8804-1274cfc393e9' class='xr-var-data-in' type='checkbox'><label for='data-9472125a-6789-4ffd-8804-1274cfc393e9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([  3.643466,   7.59482 ,  14.356632,  24.61222 ,  38.2683  ,  54.59548 ,\n",
       "        72.012451,  87.82123 , 103.317127, 121.547241, 142.994039, 168.22508 ,\n",
       "       197.908087, 232.828619, 273.910817, 322.241902, 379.100904, 445.992574,\n",
       "       524.687175, 609.778695, 691.38943 , 763.404481, 820.858369, 859.534767,\n",
       "       887.020249, 912.644547, 936.198398, 957.48548 , 976.325407, 992.556095])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>ilev</span></div><div class='xr-var-dims'>(ilev)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.255 5.032 10.16 ... 985.1 1e+03</div><input id='attrs-9f4914be-bf90-4ade-be58-6e6c5fbb03c4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9f4914be-bf90-4ade-be58-6e6c5fbb03c4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e91b9660-7b8a-48ae-b152-5552385868d3' class='xr-var-data-in' type='checkbox'><label for='data-e91b9660-7b8a-48ae-b152-5552385868d3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([   2.25524 ,    5.031692,   10.157947,   18.555317,   30.669123,\n",
       "         45.867477,   63.323483,   80.701418,   94.941042,  111.693211,\n",
       "        131.401271,  154.586807,  181.863353,  213.952821,  251.704417,\n",
       "        296.117216,  348.366588,  409.835219,  482.149929,  567.224421,\n",
       "        652.332969,  730.445892,  796.363071,  845.353667,  873.715866,\n",
       "        900.324631,  924.964462,  947.432335,  967.538625,  985.11219 ,\n",
       "       1000.      ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>cosp_prs</span></div><div class='xr-var-dims'>(cosp_prs)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>900.0 740.0 620.0 ... 245.0 90.0</div><input id='attrs-363c9ee9-81bd-48c6-bdc1-6e523dda2331' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-363c9ee9-81bd-48c6-bdc1-6e523dda2331' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fc7a055e-7056-4a4d-bac9-4b35a94eaf34' class='xr-var-data-in' type='checkbox'><label for='data-fc7a055e-7056-4a4d-bac9-4b35a94eaf34' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([900., 740., 620., 500., 375., 245.,  90.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>cosp_tau</span></div><div class='xr-var-dims'>(cosp_tau)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.15 0.8 2.45 6.5 16.2 41.5 219.5</div><input id='attrs-6e5a89d2-f4ac-4f01-a6ab-8b9f0480f9b5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6e5a89d2-f4ac-4f01-a6ab-8b9f0480f9b5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3d17ede2-8a72-419c-898f-169dfe5642ba' class='xr-var-data-in' type='checkbox'><label for='data-3d17ede2-8a72-419c-898f-169dfe5642ba' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1.500e-01, 8.000e-01, 2.450e+00, 6.500e+00, 1.620e+01, 4.150e+01,\n",
       "       2.195e+02])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>cosp_scol</span></div><div class='xr-var-dims'>(cosp_scol)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>1 2 3 4 5 6 7 ... 45 46 47 48 49 50</div><input id='attrs-595ce6ee-c9b5-4e88-a630-4b6f081006e6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-595ce6ee-c9b5-4e88-a630-4b6f081006e6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-77923dfa-78d8-4f02-b316-67dc7bcc5d0f' class='xr-var-data-in' type='checkbox'><label for='data-77923dfa-78d8-4f02-b316-67dc7bcc5d0f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17, 18,\n",
       "       19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36,\n",
       "       37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>cosp_ht</span></div><div class='xr-var-dims'>(cosp_ht)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>240.0 720.0 ... 1.848e+04 1.896e+04</div><input id='attrs-53bac0fc-ea73-4e3b-b048-00082f8096bb' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-53bac0fc-ea73-4e3b-b048-00082f8096bb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-85fb8439-454f-4070-afef-45211d278842' class='xr-var-data-in' type='checkbox'><label for='data-85fb8439-454f-4070-afef-45211d278842' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([  240.,   720.,  1200.,  1680.,  2160.,  2640.,  3120.,  3600.,  4080.,\n",
       "        4560.,  5040.,  5520.,  6000.,  6480.,  6960.,  7440.,  7920.,  8400.,\n",
       "        8880.,  9360.,  9840., 10320., 10800., 11280., 11760., 12240., 12720.,\n",
       "       13200., 13680., 14160., 14640., 15120., 15600., 16080., 16560., 17040.,\n",
       "       17520., 18000., 18480., 18960.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>cosp_sr</span></div><div class='xr-var-dims'>(cosp_sr)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.605 2.1 4.0 ... 539.5 1.004e+03</div><input id='attrs-8d0cfc17-8f27-4428-bc90-29268bcd959e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8d0cfc17-8f27-4428-bc90-29268bcd959e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-642392e1-6be3-4217-8a6e-07bd67bda905' class='xr-var-data-in' type='checkbox'><label for='data-642392e1-6be3-4217-8a6e-07bd67bda905' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([6.050e-01, 2.100e+00, 4.000e+00, 6.000e+00, 8.500e+00, 1.250e+01,\n",
       "       1.750e+01, 2.250e+01, 2.750e+01, 3.500e+01, 4.500e+01, 5.500e+01,\n",
       "       7.000e+01, 5.395e+02, 1.004e+03])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>cosp_sza</span></div><div class='xr-var-dims'>(cosp_sza)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 15.0 30.0 45.0 60.0</div><input id='attrs-64bb61ca-a2d7-44ed-92b1-c53f853b300e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-64bb61ca-a2d7-44ed-92b1-c53f853b300e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-18e038a3-877b-43e4-93b1-a5f1f31f5368' class='xr-var-data-in' type='checkbox'><label for='data-18e038a3-877b-43e4-93b1-a5f1f31f5368' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 0., 15., 30., 45., 60.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>1920-01-01 00:00:00 ... 1929-12-...</div><input id='attrs-7ce88d14-2a00-4d64-927b-21b1ca47f070' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7ce88d14-2a00-4d64-927b-21b1ca47f070' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bf913edf-ef49-45a1-90ce-966a3974a630' class='xr-var-data-in' type='checkbox'><label for='data-bf913edf-ef49-45a1-90ce-966a3974a630' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([cftime.DatetimeNoLeap(1920, 1, 1, 0, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1920, 1, 1, 6, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1920, 1, 1, 12, 0, 0, 0, has_year_zero=True), ...,\n",
       "       cftime.DatetimeNoLeap(1929, 12, 31, 6, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1929, 12, 31, 12, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1929, 12, 31, 18, 0, 0, 0, has_year_zero=True)],\n",
       "      dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-2e6e5aac-5106-42e1-aa92-7830df0faea5' class='xr-section-summary-in' type='checkbox'  checked><label for='section-2e6e5aac-5106-42e1-aa92-7830df0faea5' class='xr-section-summary' >Data variables: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>area</span></div><div class='xr-var-dims'>(lat, lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(768, 1152), meta=np.ndarray&gt;</div><input id='attrs-bd8a09fe-6722-497e-8ade-fefd767e36c4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bd8a09fe-6722-497e-8ade-fefd767e36c4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-27039a87-99ca-44b5-9427-80c60e7f944e' class='xr-var-data-in' type='checkbox'><label for='data-27039a87-99ca-44b5-9427-80c60e7f944e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 6.75 MiB </td>\n",
       "                        <td> 6.75 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (768, 1152) </td>\n",
       "                        <td> (768, 1152) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 6 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "            </table>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>IVT</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50, 768, 1152), meta=np.ndarray&gt;</div><input id='attrs-aa982c33-acfe-48d6-8ad3-849ccbaa69d7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-aa982c33-acfe-48d6-8ad3-849ccbaa69d7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-625f1286-b7dd-4bc1-bcf7-dc7b5fea09a5' class='xr-var-data-in' type='checkbox'><label for='data-625f1286-b7dd-4bc1-bcf7-dc7b5fea09a5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
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       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 48.12 GiB </td>\n",
       "                        <td> 168.75 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (14600, 768, 1152) </td>\n",
       "                        <td> (50, 768, 1152) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 292 chunks in 7 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
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       "        </td>\n",
       "    </tr>\n",
       "</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-0b4a950e-7b5d-44de-b807-0ad0ab563cd0' class='xr-section-summary-in' type='checkbox'  ><label for='section-0b4a950e-7b5d-44de-b807-0ad0ab563cd0' class='xr-section-summary' >Indexes: <span>(11)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>lev</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-fe654145-f340-4c8b-9767-c4c2ad4a4271' class='xr-index-data-in' type='checkbox'/><label for='index-fe654145-f340-4c8b-9767-c4c2ad4a4271' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([  3.64346569404006,  7.594819646328688, 14.356632251292467,\n",
       "              24.612220004200935,  38.26829977333546,  54.59547974169254,\n",
       "               72.01245054602623,  87.82123029232025, 103.31712663173676,\n",
       "              121.54724076390266, 142.99403876066208, 168.22507977485657,\n",
       "               197.9080867022276, 232.82861895859241,  273.9108167588711,\n",
       "               322.2419023513794, 379.10090386867523,   445.992574095726,\n",
       "               524.6871747076511,  609.7786948084831,  691.3894303143024,\n",
       "                763.404481112957,  820.8583686500788,  859.5347665250301,\n",
       "               887.0202489197254,   912.644546944648,  936.1983984708786,\n",
       "                957.485479535535,   976.325407391414,   992.556095123291],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;lev&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>ilev</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-b7cee1ea-18f1-4db3-84a2-e0e4be0ed86d' class='xr-index-data-in' type='checkbox'/><label for='index-b7cee1ea-18f1-4db3-84a2-e0e4be0ed86d' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([ 2.255239523947239,  5.031691864132881,  10.15794742852449,\n",
       "               18.55531707406044,  30.66912293434143,  45.86747661232948,\n",
       "                63.3234828710556,  80.70141822099686,  94.94104236364365,\n",
       "              111.69321089982991,  131.4012706279755,  154.5868068933487,\n",
       "               181.8633526563644, 213.95282074809072, 251.70441716909409,\n",
       "              296.11721634864807,  348.3665883541107,  409.8352193832398,\n",
       "              482.14992880821234,    567.22442060709,  652.3329690098763,\n",
       "               730.4458916187286,  796.3630706071854,  845.3536666929722,\n",
       "               873.7158663570881,  900.3246314823627,  924.9644624069333,\n",
       "               947.4323345348239,  967.5386245362461,   985.112190246582,\n",
       "                          1000.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;ilev&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>cosp_prs</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-f2c76c25-112a-4be2-9d93-cc8e40e5a6f2' class='xr-index-data-in' type='checkbox'/><label for='index-f2c76c25-112a-4be2-9d93-cc8e40e5a6f2' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([900.0, 740.0, 620.0, 500.0, 375.0, 245.0, 90.0], dtype=&#x27;float64&#x27;, name=&#x27;cosp_prs&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>cosp_tau</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-ca03e33c-b660-4e90-b900-b2a4d8ffb688' class='xr-index-data-in' type='checkbox'/><label for='index-ca03e33c-b660-4e90-b900-b2a4d8ffb688' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([0.15, 0.8, 2.45, 6.5, 16.2, 41.5, 219.5], dtype=&#x27;float64&#x27;, name=&#x27;cosp_tau&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>cosp_scol</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-0a600460-ec41-411f-96c4-f78cd4bc9859' class='xr-index-data-in' type='checkbox'/><label for='index-0a600460-ec41-411f-96c4-f78cd4bc9859' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Int64Index([ 1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17,\n",
       "            18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34,\n",
       "            35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50],\n",
       "           dtype=&#x27;int64&#x27;, name=&#x27;cosp_scol&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>cosp_ht</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-346e713a-9c48-4661-b554-ebeeda989f27' class='xr-index-data-in' type='checkbox'/><label for='index-346e713a-9c48-4661-b554-ebeeda989f27' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([  240.0,   720.0,  1200.0,  1680.0,  2160.0,  2640.0,  3120.0,\n",
       "               3600.0,  4080.0,  4560.0,  5040.0,  5520.0,  6000.0,  6480.0,\n",
       "               6960.0,  7440.0,  7920.0,  8400.0,  8880.0,  9360.0,  9840.0,\n",
       "              10320.0, 10800.0, 11280.0, 11760.0, 12240.0, 12720.0, 13200.0,\n",
       "              13680.0, 14160.0, 14640.0, 15120.0, 15600.0, 16080.0, 16560.0,\n",
       "              17040.0, 17520.0, 18000.0, 18480.0, 18960.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;cosp_ht&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>cosp_sr</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-9f81bd31-c610-4913-bfeb-2356cb8c6699' class='xr-index-data-in' type='checkbox'/><label for='index-9f81bd31-c610-4913-bfeb-2356cb8c6699' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([ 0.605,    2.1,    4.0,    6.0,    8.5,   12.5,   17.5,   22.5,\n",
       "                27.5,   35.0,   45.0,   55.0,   70.0,  539.5, 1004.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;cosp_sr&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>cosp_sza</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-64db9699-e775-42c6-8604-0dd868f6ca76' class='xr-index-data-in' type='checkbox'/><label for='index-64db9699-e775-42c6-8604-0dd868f6ca76' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([0.0, 15.0, 30.0, 45.0, 60.0], dtype=&#x27;float64&#x27;, name=&#x27;cosp_sza&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-3c6bea8e-ea85-45ec-b5cc-3be5f6e15fbe' class='xr-index-data-in' type='checkbox'/><label for='index-3c6bea8e-ea85-45ec-b5cc-3be5f6e15fbe' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(CFTimeIndex([1920-01-01 00:00:00, 1920-01-01 06:00:00, 1920-01-01 12:00:00,\n",
       "             1920-01-01 18:00:00, 1920-01-02 00:00:00, 1920-01-02 06:00:00,\n",
       "             1920-01-02 12:00:00, 1920-01-02 18:00:00, 1920-01-03 00:00:00,\n",
       "             1920-01-03 06:00:00,\n",
       "             ...\n",
       "             1929-12-29 12:00:00, 1929-12-29 18:00:00, 1929-12-30 00:00:00,\n",
       "             1929-12-30 06:00:00, 1929-12-30 12:00:00, 1929-12-30 18:00:00,\n",
       "             1929-12-31 00:00:00, 1929-12-31 06:00:00, 1929-12-31 12:00:00,\n",
       "             1929-12-31 18:00:00],\n",
       "            dtype=&#x27;object&#x27;, length=14600, calendar=&#x27;noleap&#x27;, freq=&#x27;6H&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lat</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-1356e8fb-af1b-4b84-a61f-7daa1a3137b9' class='xr-index-data-in' type='checkbox'/><label for='index-1356e8fb-af1b-4b84-a61f-7daa1a3137b9' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([             -90.0, -89.76531982421875,  -89.5306396484375,\n",
       "              -89.29595947265625,   -89.061279296875, -88.82659912109375,\n",
       "               -88.5919189453125, -88.35723876953125,    -88.12255859375,\n",
       "              -87.88787841796875,\n",
       "              ...\n",
       "               87.88787841796875,     88.12255859375,  88.35723876953125,\n",
       "                88.5919189453125,  88.82659912109375,    89.061279296875,\n",
       "               89.29595947265625,   89.5306396484375,  89.76531982421875,\n",
       "                            90.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;lat&#x27;, length=768))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lon</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-7cbefb56-56f7-4caf-acfb-9077d7ea91b7' class='xr-index-data-in' type='checkbox'/><label for='index-7cbefb56-56f7-4caf-acfb-9077d7ea91b7' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([     0.0,   0.3125,    0.625,   0.9375,     1.25,   1.5625,\n",
       "                 1.875,   2.1875,      2.5,   2.8125,\n",
       "              ...\n",
       "               356.875, 357.1875,    357.5, 357.8125,  358.125, 358.4375,\n",
       "                358.75, 359.0625,  359.375, 359.6875],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;lon&#x27;, length=1152))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-18cdafad-6de0-497f-a8b5-f207c6431821' class='xr-section-summary-in' type='checkbox'  checked><label for='section-18cdafad-6de0-497f-a8b5-f207c6431821' class='xr-section-summary' >Attributes: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>regrid_method :</span></dt><dd>bilinear</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:    (lat: 768, lon: 1152, time: 14600, lev: 30, ilev: 31,\n",
       "                cosp_prs: 7, cosp_tau: 7, cosp_scol: 50, cosp_ht: 40,\n",
       "                cosp_sr: 15, cosp_sza: 5)\n",
       "Coordinates:\n",
       "  * lat        (lat) float64 -90.0 -89.77 -89.53 -89.3 ... 89.3 89.53 89.77 90.0\n",
       "  * lon        (lon) float64 0.0 0.3125 0.625 0.9375 ... 358.8 359.1 359.4 359.7\n",
       "  * lev        (lev) float64 3.643 7.595 14.36 24.61 ... 936.2 957.5 976.3 992.6\n",
       "  * ilev       (ilev) float64 2.255 5.032 10.16 18.56 ... 967.5 985.1 1e+03\n",
       "  * cosp_prs   (cosp_prs) float64 900.0 740.0 620.0 500.0 375.0 245.0 90.0\n",
       "  * cosp_tau   (cosp_tau) float64 0.15 0.8 2.45 6.5 16.2 41.5 219.5\n",
       "  * cosp_scol  (cosp_scol) int32 1 2 3 4 5 6 7 8 9 ... 43 44 45 46 47 48 49 50\n",
       "  * cosp_ht    (cosp_ht) float64 240.0 720.0 1.2e+03 ... 1.848e+04 1.896e+04\n",
       "  * cosp_sr    (cosp_sr) float64 0.605 2.1 4.0 6.0 ... 55.0 70.0 539.5 1.004e+03\n",
       "  * cosp_sza   (cosp_sza) float64 0.0 15.0 30.0 45.0 60.0\n",
       "  * time       (time) object 1920-01-01 00:00:00 ... 1929-12-31 18:00:00\n",
       "Data variables:\n",
       "    area       (lat, lon) float64 dask.array<chunksize=(768, 1152), meta=np.ndarray>\n",
       "    IVT        (time, lat, lon) float32 dask.array<chunksize=(50, 768, 1152), meta=np.ndarray>\n",
       "Attributes:\n",
       "    regrid_method:  bilinear"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "regridded = regridder(updated.rename({\"dummy\": \"lat\", \"ncol\": \"lon\"}))\n",
    "regridded"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "73d17ca6-fd5c-4000-b15f-99e935e4e838",
   "metadata": {},
   "source": [
    "## Visualize\n",
    "\n",
    "Here we'll  visualize a single timestep but note that `regridded.IVT.mean(\"time\")` will  nicely parallelize with dask."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "025dcf36-82fc-4733-8916-7af139141b5f",
   "metadata": {},
   "outputs": [
    {
     "data": {},
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.holoviews_exec.v0+json": "",
      "text/html": [
       "<div id='1004'>\n",
       "  <div class=\"bk-root\" id=\"92f6379e-7359-4480-abaa-236a2a5172d5\" data-root-id=\"1004\"></div>\n",
       "</div>\n",
       "<script type=\"application/javascript\">(function(root) {\n",
       "  function embed_document(root) {\n",
       "    var docs_json = 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fa-exclamation-triangle\",\"color\":\"white\",\"tagName\":\"i\"},\"type\":\"warning\"},{\"background\":\"#007bff\",\"icon\":{\"className\":\"fas 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bb0Fl34geCVZwQYtf9VI0rnBB\",\"dtype\":\"float64\",\"order\":\"little\",\"shape\":[132]},{\"__ndarray__\":\"VaASySuRZ0FDG3994ZhnQQpKdqazbmdBA2Wu2lnzZkFSgCJ+VHZnQVWgEskrkWdB\",\"dtype\":\"float64\",\"order\":\"little\",\"shape\":[6]}]},\"selected\":{\"id\":\"1096\"},\"selection_policy\":{\"id\":\"1110\"}},\"id\":\"1095\",\"type\":\"ColumnDataSource\"},{\"attributes\":{\"axis\":{\"id\":\"1034\"},\"coordinates\":null,\"dimension\":1,\"grid_line_color\":null,\"group\":null,\"ticker\":null},\"id\":\"1037\",\"type\":\"Grid\"},{\"attributes\":{\"code\":\"\\n        var projections = Bokeh.require(\\\"core/util/projections\\\");\\n        var x = special_vars.x\\n        var y = special_vars.y\\n        if (projections.wgs84_mercator.invert == null) {\\n          var coords = projections.wgs84_mercator.inverse([x, y])\\n        } else {\\n          var coords = projections.wgs84_mercator.invert(x, y)\\n        }\\n        return \\\"\\\" + (coords[1]).toFixed(4)\\n    \"},\"id\":\"1092\",\"type\":\"CustomJSHover\"},{\"attributes\":{\"dimension\":\"lat\"},\"id\":\"1053\",\"type\":\"MercatorTicker\"},{\"attributes\":{\"dimension\":\"lon\"},\"id\":\"1051\",\"type\":\"MercatorTicker\"},{\"attributes\":{},\"id\":\"1038\",\"type\":\"SaveTool\"},{\"attributes\":{\"color_mapper\":{\"id\":\"1077\"},\"dh\":{\"field\":\"dh\"},\"dw\":{\"field\":\"dw\"},\"global_alpha\":{\"value\":1.0},\"image\":{\"field\":\"image\"},\"x\":{\"field\":\"x\"},\"y\":{\"field\":\"y\"}},\"id\":\"1093\",\"type\":\"Image\"},{\"attributes\":{},\"id\":\"1026\",\"type\":\"LinearScale\"},{\"attributes\":{\"line_width\":{\"value\":0.5},\"xs\":{\"field\":\"xs\"},\"ys\":{\"field\":\"ys\"}},\"id\":\"1098\",\"type\":\"MultiLine\"},{\"attributes\":{},\"id\":\"1057\",\"type\":\"AllLabels\"},{\"attributes\":{\"coordinates\":null,\"group\":null,\"text\":\"time = 1920-01-26 00:00:00\",\"text_color\":\"black\",\"text_font_size\":\"12pt\"},\"id\":\"1022\",\"type\":\"Title\"},{\"attributes\":{\"color_mapper\":{\"id\":\"1077\"},\"dh\":{\"field\":\"dh\"},\"dw\":{\"field\":\"dw\"},\"global_alpha\":{\"value\":0.1},\"image\":{\"field\":\"image\"},\"x\":{\"field\":\"x\"},\"y\":{\"field\":\"y\"}},\"id\":\"1083\",\"type\":\"Image\"}],\"root_ids\":[\"1004\"]},\"title\":\"Bokeh Application\",\"version\":\"2.4.3\"}};\n",
       "    var render_items = [{\"docid\":\"c0039d7a-ed8e-4f56-9b8c-d3b79ee3ceb9\",\"root_ids\":[\"1004\"],\"roots\":{\"1004\":\"92f6379e-7359-4480-abaa-236a2a5172d5\"}}];\n",
       "    root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n",
       "    for (const render_item of render_items) {\n",
       "      for (const root_id of render_item.root_ids) {\n",
       "\tconst id_el = document.getElementById(root_id)\n",
       "\tif (id_el.children.length && (id_el.children[0].className === 'bk-root')) {\n",
       "\t  const root_el = id_el.children[0]\n",
       "\t  root_el.id = root_el.id + '-rendered'\n",
       "\t}\n",
       "      }\n",
       "    }\n",
       "  }\n",
       "  if (root.Bokeh !== undefined && root.Bokeh.Panel !== undefined) {\n",
       "    embed_document(root);\n",
       "  } else {\n",
       "    var attempts = 0;\n",
       "    var timer = setInterval(function(root) {\n",
       "      if (root.Bokeh !== undefined && root.Bokeh.Panel !== undefined) {\n",
       "        clearInterval(timer);\n",
       "        embed_document(root);\n",
       "      } else if (document.readyState == \"complete\") {\n",
       "        attempts++;\n",
       "        if (attempts > 200) {\n",
       "          clearInterval(timer);\n",
       "          console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\");\n",
       "        }\n",
       "      }\n",
       "    }, 25, root)\n",
       "  }\n",
       "})(window);</script>"
      ],
      "text/plain": [
       ":Overlay\n",
       "   .Image.I     :Image   [lon,lat]   (IVT)\n",
       "   .Coastline.I :Feature   [Longitude,Latitude]"
      ]
     },
     "execution_count": 11,
     "metadata": {
      "application/vnd.holoviews_exec.v0+json": {
       "id": "1004"
      }
     },
     "output_type": "execute_result"
    }
   ],
   "source": [
    "figure = regridded.IVT.isel(time=100).hvplot(\n",
    "    cmap=\"twilight\", clim=(0, 1000), frame_width=500, geo=True, coastline=True\n",
    ")\n",
    "figure"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "521b1f80-1383-43bb-bf11-f4ad52e39e86",
   "metadata": {},
   "source": [
    "## Wrap it up"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "51b4a56a-15d7-48d1-8471-cc9b139af55d",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Regridding from [1, 777602] to [768, 1152]\n"
     ]
    },
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:        (lev: 30, ilev: 31, cosp_prs: 7, nbnd: 2, cosp_tau: 7,\n",
       "                    cosp_ht: 40, cosp_sr: 15, time: 14600, lat: 768, lon: 1152,\n",
       "                    cosp_scol: 50, cosp_sza: 5)\n",
       "Coordinates:\n",
       "  * lev            (lev) float64 3.643 7.595 14.36 24.61 ... 957.5 976.3 992.6\n",
       "  * ilev           (ilev) float64 2.255 5.032 10.16 18.56 ... 967.5 985.1 1e+03\n",
       "  * cosp_prs       (cosp_prs) float64 900.0 740.0 620.0 500.0 375.0 245.0 90.0\n",
       "  * cosp_tau       (cosp_tau) float64 0.15 0.8 2.45 6.5 16.2 41.5 219.5\n",
       "  * cosp_ht        (cosp_ht) float64 240.0 720.0 1.2e+03 ... 1.848e+04 1.896e+04\n",
       "  * cosp_sr        (cosp_sr) float64 0.605 2.1 4.0 6.0 ... 70.0 539.5 1.004e+03\n",
       "  * time           (time) object 1920-01-01 00:00:00 ... 1929-12-31 18:00:00\n",
       "  * lat            (lat) float64 -90.0 -89.77 -89.53 -89.3 ... 89.53 89.77 90.0\n",
       "  * lon            (lon) float64 0.0 0.3125 0.625 0.9375 ... 359.1 359.4 359.7\n",
       "  * cosp_scol      (cosp_scol) int32 1 2 3 4 5 6 7 8 ... 43 44 45 46 47 48 49 50\n",
       "  * cosp_sza       (cosp_sza) float64 0.0 15.0 30.0 45.0 60.0\n",
       "Dimensions without coordinates: nbnd\n",
       "Data variables: (12/33)\n",
       "    hyam           (lev) float64 dask.array&lt;chunksize=(30,), meta=np.ndarray&gt;\n",
       "    hybm           (lev) float64 dask.array&lt;chunksize=(30,), meta=np.ndarray&gt;\n",
       "    P0             float64 ...\n",
       "    hyai           (ilev) float64 dask.array&lt;chunksize=(31,), meta=np.ndarray&gt;\n",
       "    hybi           (ilev) float64 dask.array&lt;chunksize=(31,), meta=np.ndarray&gt;\n",
       "    cosp_prs_bnds  (cosp_prs, nbnd) float64 dask.array&lt;chunksize=(7, 2), meta=np.ndarray&gt;\n",
       "    ...             ...\n",
       "    f11vmr         (time) float64 dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;\n",
       "    f12vmr         (time) float64 dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;\n",
       "    sol_tsi        (time) float64 dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;\n",
       "    nsteph         (time) int32 dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;\n",
       "    area           (lat, lon) float64 dask.array&lt;chunksize=(768, 1152), meta=np.ndarray&gt;\n",
       "    IVT            (time, lat, lon) float32 dask.array&lt;chunksize=(50, 768, 1152), meta=np.ndarray&gt;\n",
       "Attributes:\n",
       "    np:               4\n",
       "    ne:               120\n",
       "    Conventions:      CF-1.0\n",
       "    source:           CAM\n",
       "    case:             b.e13.BHISTC5.ne120_t12.cesm-ihesp-hires1.0.30-1920-210...\n",
       "    title:            UNSET\n",
       "    logname:          nanr\n",
       "    host:             login1.frontera.\n",
       "    Version:          $Name$\n",
       "    revision_Id:      $Id$\n",
       "    initial_file:     B.E.13.BHISTC5.ne120_t12.sehires38.003.sunway.cam.i.192...\n",
       "    topography_file:  /work/02503/edwardsj/CESM/inputdata//atm/cam/topo/USGS-...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-664c8869-ed9c-4036-ba76-c4c007ad746e' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-664c8869-ed9c-4036-ba76-c4c007ad746e' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>lev</span>: 30</li><li><span class='xr-has-index'>ilev</span>: 31</li><li><span class='xr-has-index'>cosp_prs</span>: 7</li><li><span>nbnd</span>: 2</li><li><span class='xr-has-index'>cosp_tau</span>: 7</li><li><span class='xr-has-index'>cosp_ht</span>: 40</li><li><span class='xr-has-index'>cosp_sr</span>: 15</li><li><span class='xr-has-index'>time</span>: 14600</li><li><span class='xr-has-index'>lat</span>: 768</li><li><span class='xr-has-index'>lon</span>: 1152</li><li><span class='xr-has-index'>cosp_scol</span>: 50</li><li><span class='xr-has-index'>cosp_sza</span>: 5</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-c42b8898-a5af-4135-93d7-90741cab91dc' class='xr-section-summary-in' type='checkbox'  checked><label for='section-c42b8898-a5af-4135-93d7-90741cab91dc' class='xr-section-summary' >Coordinates: <span>(11)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lev</span></div><div class='xr-var-dims'>(lev)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>3.643 7.595 14.36 ... 976.3 992.6</div><input id='attrs-d7c9ca3c-9c9c-4191-85ea-b4913e278522' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d7c9ca3c-9c9c-4191-85ea-b4913e278522' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5400f0d4-40b9-4c8e-ba23-900fe8919f9d' class='xr-var-data-in' type='checkbox'><label for='data-5400f0d4-40b9-4c8e-ba23-900fe8919f9d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([  3.643466,   7.59482 ,  14.356632,  24.61222 ,  38.2683  ,  54.59548 ,\n",
       "        72.012451,  87.82123 , 103.317127, 121.547241, 142.994039, 168.22508 ,\n",
       "       197.908087, 232.828619, 273.910817, 322.241902, 379.100904, 445.992574,\n",
       "       524.687175, 609.778695, 691.38943 , 763.404481, 820.858369, 859.534767,\n",
       "       887.020249, 912.644547, 936.198398, 957.48548 , 976.325407, 992.556095])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>ilev</span></div><div class='xr-var-dims'>(ilev)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.255 5.032 10.16 ... 985.1 1e+03</div><input id='attrs-0fb01519-74bc-49ce-888a-11dfc11a4bb5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0fb01519-74bc-49ce-888a-11dfc11a4bb5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-37985722-f4aa-4574-96bd-c0414bae76da' class='xr-var-data-in' type='checkbox'><label for='data-37985722-f4aa-4574-96bd-c0414bae76da' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([   2.25524 ,    5.031692,   10.157947,   18.555317,   30.669123,\n",
       "         45.867477,   63.323483,   80.701418,   94.941042,  111.693211,\n",
       "        131.401271,  154.586807,  181.863353,  213.952821,  251.704417,\n",
       "        296.117216,  348.366588,  409.835219,  482.149929,  567.224421,\n",
       "        652.332969,  730.445892,  796.363071,  845.353667,  873.715866,\n",
       "        900.324631,  924.964462,  947.432335,  967.538625,  985.11219 ,\n",
       "       1000.      ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>cosp_prs</span></div><div class='xr-var-dims'>(cosp_prs)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>900.0 740.0 620.0 ... 245.0 90.0</div><input id='attrs-640de505-288b-4f0e-9d34-0ebef79d397c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-640de505-288b-4f0e-9d34-0ebef79d397c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a3332ece-54bd-43f0-b6ad-3f31112538d1' class='xr-var-data-in' type='checkbox'><label for='data-a3332ece-54bd-43f0-b6ad-3f31112538d1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([900., 740., 620., 500., 375., 245.,  90.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>cosp_tau</span></div><div class='xr-var-dims'>(cosp_tau)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.15 0.8 2.45 6.5 16.2 41.5 219.5</div><input id='attrs-560adbe7-c5c9-48b7-b5a6-fd455a8b29bb' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-560adbe7-c5c9-48b7-b5a6-fd455a8b29bb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-627e14dc-5d57-481b-b234-6216617cf852' class='xr-var-data-in' type='checkbox'><label for='data-627e14dc-5d57-481b-b234-6216617cf852' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1.500e-01, 8.000e-01, 2.450e+00, 6.500e+00, 1.620e+01, 4.150e+01,\n",
       "       2.195e+02])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>cosp_ht</span></div><div class='xr-var-dims'>(cosp_ht)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>240.0 720.0 ... 1.848e+04 1.896e+04</div><input id='attrs-19e22ca3-283b-41f0-a4c6-2389213390a4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-19e22ca3-283b-41f0-a4c6-2389213390a4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8bb4623a-2d2e-46f7-ace2-0c9f2f5a28d3' class='xr-var-data-in' type='checkbox'><label for='data-8bb4623a-2d2e-46f7-ace2-0c9f2f5a28d3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([  240.,   720.,  1200.,  1680.,  2160.,  2640.,  3120.,  3600.,  4080.,\n",
       "        4560.,  5040.,  5520.,  6000.,  6480.,  6960.,  7440.,  7920.,  8400.,\n",
       "        8880.,  9360.,  9840., 10320., 10800., 11280., 11760., 12240., 12720.,\n",
       "       13200., 13680., 14160., 14640., 15120., 15600., 16080., 16560., 17040.,\n",
       "       17520., 18000., 18480., 18960.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>cosp_sr</span></div><div class='xr-var-dims'>(cosp_sr)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.605 2.1 4.0 ... 539.5 1.004e+03</div><input id='attrs-61753f77-ee85-4eac-8ec3-8ec79a2781bb' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-61753f77-ee85-4eac-8ec3-8ec79a2781bb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dcf3b01f-a4ff-4a11-91a9-f84171998d0b' class='xr-var-data-in' type='checkbox'><label for='data-dcf3b01f-a4ff-4a11-91a9-f84171998d0b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([6.050e-01, 2.100e+00, 4.000e+00, 6.000e+00, 8.500e+00, 1.250e+01,\n",
       "       1.750e+01, 2.250e+01, 2.750e+01, 3.500e+01, 4.500e+01, 5.500e+01,\n",
       "       7.000e+01, 5.395e+02, 1.004e+03])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>1920-01-01 00:00:00 ... 1929-12-...</div><input id='attrs-08b84d4a-fe95-47fb-8e2f-4279067c6709' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-08b84d4a-fe95-47fb-8e2f-4279067c6709' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-61db0f9e-c50e-4cea-9390-fdaf3afc0527' class='xr-var-data-in' type='checkbox'><label for='data-61db0f9e-c50e-4cea-9390-fdaf3afc0527' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([cftime.DatetimeNoLeap(1920, 1, 1, 0, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1920, 1, 1, 6, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1920, 1, 1, 12, 0, 0, 0, has_year_zero=True), ...,\n",
       "       cftime.DatetimeNoLeap(1929, 12, 31, 6, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1929, 12, 31, 12, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1929, 12, 31, 18, 0, 0, 0, has_year_zero=True)],\n",
       "      dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-90.0 -89.77 -89.53 ... 89.77 90.0</div><input id='attrs-67a53fb5-8954-44da-bd2a-096d729dc216' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-67a53fb5-8954-44da-bd2a-096d729dc216' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e915e6cf-4687-4c1d-94af-09ea48acf43a' class='xr-var-data-in' type='checkbox'><label for='data-e915e6cf-4687-4c1d-94af-09ea48acf43a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([-90.     , -89.76532, -89.53064, ...,  89.53064,  89.76532,  90.     ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.3125 0.625 ... 359.4 359.7</div><input id='attrs-2f1d9989-a992-47db-9959-21711aebbbc5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2f1d9989-a992-47db-9959-21711aebbbc5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8a15b790-a0b1-4f6d-96c7-8510a4021cd1' class='xr-var-data-in' type='checkbox'><label for='data-8a15b790-a0b1-4f6d-96c7-8510a4021cd1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0.000000e+00, 3.125000e-01, 6.250000e-01, ..., 3.590625e+02,\n",
       "       3.593750e+02, 3.596875e+02])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>cosp_scol</span></div><div class='xr-var-dims'>(cosp_scol)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>1 2 3 4 5 6 7 ... 45 46 47 48 49 50</div><input id='attrs-9dd90189-ffd9-4a19-b0cd-2d8742878949' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9dd90189-ffd9-4a19-b0cd-2d8742878949' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4d79f177-9579-4586-bc4e-0a97946945e7' class='xr-var-data-in' type='checkbox'><label for='data-4d79f177-9579-4586-bc4e-0a97946945e7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17, 18,\n",
       "       19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36,\n",
       "       37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>cosp_sza</span></div><div class='xr-var-dims'>(cosp_sza)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 15.0 30.0 45.0 60.0</div><input id='attrs-c3c5ef2b-7fe2-4a74-8c57-9ff0ffd6a961' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c3c5ef2b-7fe2-4a74-8c57-9ff0ffd6a961' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5d4768d2-e574-4b91-bd9f-7b49396f1360' class='xr-var-data-in' type='checkbox'><label for='data-5d4768d2-e574-4b91-bd9f-7b49396f1360' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 0., 15., 30., 45., 60.])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-34af896e-8b49-4a0e-97a8-416fff7353ec' class='xr-section-summary-in' type='checkbox'  ><label for='section-34af896e-8b49-4a0e-97a8-416fff7353ec' class='xr-section-summary' >Data variables: <span>(33)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>hyam</span></div><div class='xr-var-dims'>(lev)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(30,), meta=np.ndarray&gt;</div><input id='attrs-dc7571ab-5774-4fe5-b857-7380ffbe669c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dc7571ab-5774-4fe5-b857-7380ffbe669c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dfc8bcaa-8e61-41c1-82c1-74382b2aa38c' class='xr-var-data-in' type='checkbox'><label for='data-dfc8bcaa-8e61-41c1-82c1-74382b2aa38c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>hybrid A coefficient at layer midpoints</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 240 B </td>\n",
       "                        <td> 240 B </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (30,) </td>\n",
       "                        <td> (30,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"82\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"0\" y1=\"32\" x2=\"120\" y2=\"32\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"32\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"32\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"0.0,0.0 120.0,0.0 120.0,32.02435249410096 0.0,32.02435249410096\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"60.000000\" y=\"52.024352\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >30</text>\n",
       "  <text x=\"140.000000\" y=\"16.012176\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(0,140.000000,16.012176)\">1</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hybm</span></div><div class='xr-var-dims'>(lev)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(30,), meta=np.ndarray&gt;</div><input id='attrs-14e6a86a-a8a7-4a35-90a8-f91dbfe1fd9c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-14e6a86a-a8a7-4a35-90a8-f91dbfe1fd9c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-00f11cf6-d866-4829-9a78-5a0b60276727' class='xr-var-data-in' type='checkbox'><label for='data-00f11cf6-d866-4829-9a78-5a0b60276727' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>hybrid B coefficient at layer midpoints</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 240 B </td>\n",
       "                        <td> 240 B </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (30,) </td>\n",
       "                        <td> (30,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"82\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"0\" y1=\"32\" x2=\"120\" y2=\"32\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"32\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"32\" style=\"stroke-width:2\" />\n",
       "\n",
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       "  <polygon points=\"0.0,0.0 120.0,0.0 120.0,32.02435249410096 0.0,32.02435249410096\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"60.000000\" y=\"52.024352\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >30</text>\n",
       "  <text x=\"140.000000\" y=\"16.012176\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(0,140.000000,16.012176)\">1</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>P0</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ca5e0760-358f-4e3a-9836-014ee5917028' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ca5e0760-358f-4e3a-9836-014ee5917028' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2f8207ad-4436-4520-b3ff-4fa29e71a283' class='xr-var-data-in' type='checkbox'><label for='data-2f8207ad-4436-4520-b3ff-4fa29e71a283' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>reference pressure</dd><dt><span>units :</span></dt><dd>Pa</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hyai</span></div><div class='xr-var-dims'>(ilev)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(31,), meta=np.ndarray&gt;</div><input id='attrs-fcc2f23e-aacd-4046-bbab-5a76a4d69d97' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fcc2f23e-aacd-4046-bbab-5a76a4d69d97' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-958900ac-af42-4fd1-a773-b4ef283146e1' class='xr-var-data-in' type='checkbox'><label for='data-958900ac-af42-4fd1-a773-b4ef283146e1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>hybrid A coefficient at layer interfaces</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                        <td> 248 B </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>cosp_ht_bnds</span></div><div class='xr-var-dims'>(cosp_ht, nbnd)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(40, 2), meta=np.ndarray&gt;</div><input id='attrs-a3e8fbeb-5ac8-4045-808f-8e9bbc80e1c7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a3e8fbeb-5ac8-4045-808f-8e9bbc80e1c7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-320ad964-7d7f-471c-9638-e67afedabda0' class='xr-var-data-in' type='checkbox'><label for='data-320ad964-7d7f-471c-9638-e67afedabda0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
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       "  <text x=\"20.062060\" y=\"140.000000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >2</text>\n",
       "  <text x=\"60.124121\" y=\"60.000000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(0,60.124121,60.000000)\">15</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ntrm</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c731d83a-f653-4c38-be63-eeae9b0f8b5a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c731d83a-f653-4c38-be63-eeae9b0f8b5a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-66caf353-f0be-4f9a-b0a4-d76960950bd9' class='xr-var-data-in' type='checkbox'><label for='data-66caf353-f0be-4f9a-b0a4-d76960950bd9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>spectral truncation parameter M</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ntrn</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-341c9041-0915-48c7-aa6d-e2fcc689fd11' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-341c9041-0915-48c7-aa6d-e2fcc689fd11' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ec7df60d-d074-4431-aba1-fdf386bae9bc' class='xr-var-data-in' type='checkbox'><label for='data-ec7df60d-d074-4431-aba1-fdf386bae9bc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>spectral truncation parameter N</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ntrk</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-6ee01244-e28c-4e7f-a7e7-f11f330260df' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6ee01244-e28c-4e7f-a7e7-f11f330260df' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-54b2ab5e-f827-4637-8e8c-c64e6dedf68d' class='xr-var-data-in' type='checkbox'><label for='data-54b2ab5e-f827-4637-8e8c-c64e6dedf68d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>spectral truncation parameter K</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ndbase</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-fef4c333-a9e8-42df-b4dd-aeee1b5f04ef' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fef4c333-a9e8-42df-b4dd-aeee1b5f04ef' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-45cd77f3-6ea8-4242-8c0b-8eed04442e1d' class='xr-var-data-in' type='checkbox'><label for='data-45cd77f3-6ea8-4242-8c0b-8eed04442e1d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>base day</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>nsbase</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-9d4af587-b513-449a-ba73-d83fc958f0f7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9d4af587-b513-449a-ba73-d83fc958f0f7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b64bb481-b560-488a-a2ba-7257ea652f82' class='xr-var-data-in' type='checkbox'><label for='data-b64bb481-b560-488a-a2ba-7257ea652f82' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>seconds of base day</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>nbdate</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c30f6fde-265d-43e8-b94f-4ea204543a37' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c30f6fde-265d-43e8-b94f-4ea204543a37' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7804f9db-bac3-4572-addb-4c84d1affdf3' class='xr-var-data-in' type='checkbox'><label for='data-7804f9db-bac3-4572-addb-4c84d1affdf3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>base date (YYYYMMDD)</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>nbsec</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-6f6a4ce3-7e1e-4fd7-9787-ebb578337d54' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6f6a4ce3-7e1e-4fd7-9787-ebb578337d54' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a608f756-fc00-4775-bc6d-4fd7f11f90f4' class='xr-var-data-in' type='checkbox'><label for='data-a608f756-fc00-4775-bc6d-4fd7f11f90f4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>seconds of base date</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>mdt</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ca3a9020-36dd-4b88-af2b-4677fc46301d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ca3a9020-36dd-4b88-af2b-4677fc46301d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3b601488-4419-447c-8bff-f85e93b30649' class='xr-var-data-in' type='checkbox'><label for='data-3b601488-4419-447c-8bff-f85e93b30649' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>timestep</dd><dt><span>units :</span></dt><dd>s</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>date</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-c996c4a1-8be0-4e86-825e-3e5ac9004d55' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c996c4a1-8be0-4e86-825e-3e5ac9004d55' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b0a4b9b2-2682-462a-933d-94be85c6af5e' class='xr-var-data-in' type='checkbox'><label for='data-b0a4b9b2-2682-462a-933d-94be85c6af5e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>current date (YYYYMMDD)</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 57.03 kiB </td>\n",
       "                        <td> 200 B </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (14600,) </td>\n",
       "                        <td> (50,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 292 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> int32 numpy.ndarray </td>\n",
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       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>datesec</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-9c6bb5a3-fbc7-4003-931f-17e2ac5007fc' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9c6bb5a3-fbc7-4003-931f-17e2ac5007fc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fd2c1faf-3257-486e-abc2-bdb94efda37a' class='xr-var-data-in' type='checkbox'><label for='data-fd2c1faf-3257-486e-abc2-bdb94efda37a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>current seconds of current date</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
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       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 57.03 kiB </td>\n",
       "                        <td> 200 B </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (14600,) </td>\n",
       "                        <td> (50,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 292 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> int32 numpy.ndarray </td>\n",
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       "        </td>\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time_bnds</span></div><div class='xr-var-dims'>(time, nbnd)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50, 2), meta=np.ndarray&gt;</div><input id='attrs-0922c951-62ff-4337-b954-21fe7bdece65' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0922c951-62ff-4337-b954-21fe7bdece65' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-532efa8f-2511-4192-b7a8-7267a1e7d7b4' class='xr-var-data-in' type='checkbox'><label for='data-532efa8f-2511-4192-b7a8-7267a1e7d7b4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time interval endpoints</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 228.12 kiB </td>\n",
       "                        <td> 800 B </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (14600, 2) </td>\n",
       "                        <td> (50, 2) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 292 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> object numpy.ndarray </td>\n",
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       "        </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>date_written</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>|S8</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-93c4c8ba-f73a-491a-b2c3-bb4e1229ef12' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-93c4c8ba-f73a-491a-b2c3-bb4e1229ef12' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-856a63ed-58ed-494d-b443-079fe306478f' class='xr-var-data-in' type='checkbox'><label for='data-856a63ed-58ed-494d-b443-079fe306478f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
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       "        <td>\n",
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       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
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       "                <tbody>\n",
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       "                        <th> Bytes </th>\n",
       "                        <td> 114.06 kiB </td>\n",
       "                        <td> 400 B </td>\n",
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       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time_written</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>|S8</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-13022bbe-7f94-4ccc-af86-eac0cdb4c400' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-13022bbe-7f94-4ccc-af86-eac0cdb4c400' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9b004296-d32c-4701-b560-dbb9ffe34f7f' class='xr-var-data-in' type='checkbox'><label for='data-9b004296-d32c-4701-b560-dbb9ffe34f7f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
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       "                <thead>\n",
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       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
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       "                <tbody>\n",
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       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 114.06 kiB </td>\n",
       "                        <td> 400 B </td>\n",
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       "                    <tr>\n",
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       "                        <td colspan=\"2\"> 292 chunks in 2 graph layers </td>\n",
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       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ndcur</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-fd486645-e2b2-4f6e-a0af-f465fbd4d30d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fd486645-e2b2-4f6e-a0af-f465fbd4d30d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-480baac6-f747-4fd0-98e9-e70d574f4c61' class='xr-var-data-in' type='checkbox'><label for='data-480baac6-f747-4fd0-98e9-e70d574f4c61' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>current day (from base day)</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
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       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
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       "                <tbody>\n",
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       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 57.03 kiB </td>\n",
       "                        <td> 200 B </td>\n",
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       "                        <td colspan=\"2\"> int32 numpy.ndarray </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>nscur</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-5528c73e-d870-433e-8875-29d98de0d619' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5528c73e-d870-433e-8875-29d98de0d619' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-44bec355-8b2c-4ac2-a768-ac1302aaa0f5' class='xr-var-data-in' type='checkbox'><label for='data-44bec355-8b2c-4ac2-a768-ac1302aaa0f5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>current seconds of current day</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
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       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>co2vmr</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-c9d34614-227a-482f-91ce-a9c4e4e87240' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c9d34614-227a-482f-91ce-a9c4e4e87240' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2b32f5d9-0afe-4b0d-9e2c-9066631225fe' class='xr-var-data-in' type='checkbox'><label for='data-2b32f5d9-0afe-4b0d-9e2c-9066631225fe' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>co2 volume mixing ratio</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
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       "                <tbody>\n",
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       "                    <tr>\n",
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       "                        <td> 114.06 kiB </td>\n",
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       "                        <td> (50,) </td>\n",
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       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ch4vmr</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-4f550585-1af3-4cc2-b7e2-91d60c977daa' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4f550585-1af3-4cc2-b7e2-91d60c977daa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-98d6e574-fd0e-4eda-90c0-53e5c97223a5' class='xr-var-data-in' type='checkbox'><label for='data-98d6e574-fd0e-4eda-90c0-53e5c97223a5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>ch4 volume mixing ratio</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                <tbody>\n",
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       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 114.06 kiB </td>\n",
       "                        <td> 400 B </td>\n",
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       "                    <tr>\n",
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       "                        <td> (14600,) </td>\n",
       "                        <td> (50,) </td>\n",
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       "                        <td colspan=\"2\"> 292 chunks in 2 graph layers </td>\n",
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       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>n2ovmr</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-73c30fbd-ab1b-4e7b-9871-b66c0b51f6f3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-73c30fbd-ab1b-4e7b-9871-b66c0b51f6f3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7e9fdf74-cfd9-4ed2-9d69-07e71e734a41' class='xr-var-data-in' type='checkbox'><label for='data-7e9fdf74-cfd9-4ed2-9d69-07e71e734a41' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>n2o volume mixing ratio</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
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       "                <tbody>\n",
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       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 114.06 kiB </td>\n",
       "                        <td> 400 B </td>\n",
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       "                    <tr>\n",
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       "                        <td> (50,) </td>\n",
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       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>f11vmr</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-6691b714-ad3c-4b8a-8569-2cea09e8b946' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6691b714-ad3c-4b8a-8569-2cea09e8b946' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-94e956f6-103e-4171-94f3-3d2ec76d0e14' class='xr-var-data-in' type='checkbox'><label for='data-94e956f6-103e-4171-94f3-3d2ec76d0e14' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>f11 volume mixing ratio</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                <tbody>\n",
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       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>f12vmr</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-5b3cca67-e953-4ac5-a746-3fce4db87b14' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5b3cca67-e953-4ac5-a746-3fce4db87b14' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1ab94120-407e-44f7-bcf9-78b60fba2e47' class='xr-var-data-in' type='checkbox'><label for='data-1ab94120-407e-44f7-bcf9-78b60fba2e47' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>f12 volume mixing ratio</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
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       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 114.06 kiB </td>\n",
       "                        <td> 400 B </td>\n",
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       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 292 chunks in 2 graph layers </td>\n",
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       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sol_tsi</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50,), meta=np.ndarray&gt;</div><input id='attrs-31d41470-471c-47ac-bbb8-102b86f90190' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-31d41470-471c-47ac-bbb8-102b86f90190' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dfad2be1-a65a-4d92-aa81-e7dbd0b3749b' class='xr-var-data-in' type='checkbox'><label for='data-dfad2be1-a65a-4d92-aa81-e7dbd0b3749b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>total solar irradiance</dd><dt><span>units :</span></dt><dd>W/m2</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                <tbody>\n",
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       "                        <td> 114.06 kiB </td>\n",
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       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "                <tbody>\n",
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       "                    <tr>\n",
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       "                        <td colspan=\"2\"> int32 numpy.ndarray </td>\n",
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       "                <tbody>\n",
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       "                    <tr>\n",
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       "                        <td> (768, 1152) </td>\n",
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       "                        <td colspan=\"2\"> 1 chunks in 6 graph layers </td>\n",
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       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "  <line x1=\"32\" y1=\"22\" x2=\"32\" y2=\"57\" />\n",
       "  <line x1=\"35\" y1=\"25\" x2=\"35\" y2=\"60\" />\n",
       "  <line x1=\"39\" y1=\"29\" x2=\"39\" y2=\"64\" />\n",
       "  <line x1=\"43\" y1=\"33\" x2=\"43\" y2=\"68\" />\n",
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       "  <line x1=\"50\" y1=\"40\" x2=\"50\" y2=\"75\" />\n",
       "  <line x1=\"54\" y1=\"44\" x2=\"54\" y2=\"79\" />\n",
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       "  <line x1=\"61\" y1=\"51\" x2=\"61\" y2=\"86\" />\n",
       "  <line x1=\"65\" y1=\"55\" x2=\"65\" y2=\"90\" />\n",
       "  <line x1=\"69\" y1=\"59\" x2=\"69\" y2=\"94\" />\n",
       "  <line x1=\"73\" y1=\"63\" x2=\"73\" y2=\"97\" />\n",
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       "  <line x1=\"80\" y1=\"70\" x2=\"80\" y2=\"105\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"10.0,0.0 80.58823529411765,70.58823529411765 80.58823529411765,105.39970644408888 10.0,34.81147114997122\" style=\"fill:#8B4903A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"10\" y1=\"0\" x2=\"47\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"13\" y1=\"3\" x2=\"50\" y2=\"3\" />\n",
       "  <line x1=\"17\" y1=\"7\" x2=\"54\" y2=\"7\" />\n",
       "  <line x1=\"21\" y1=\"11\" x2=\"58\" y2=\"11\" />\n",
       "  <line x1=\"24\" y1=\"14\" x2=\"61\" y2=\"14\" />\n",
       "  <line x1=\"28\" y1=\"18\" x2=\"65\" y2=\"18\" />\n",
       "  <line x1=\"32\" y1=\"22\" x2=\"69\" y2=\"22\" />\n",
       "  <line x1=\"35\" y1=\"25\" x2=\"73\" y2=\"25\" />\n",
       "  <line x1=\"39\" y1=\"29\" x2=\"76\" y2=\"29\" />\n",
       "  <line x1=\"43\" y1=\"33\" x2=\"80\" y2=\"33\" />\n",
       "  <line x1=\"46\" y1=\"36\" x2=\"84\" y2=\"36\" />\n",
       "  <line x1=\"50\" y1=\"40\" x2=\"88\" y2=\"40\" />\n",
       "  <line x1=\"54\" y1=\"44\" x2=\"91\" y2=\"44\" />\n",
       "  <line x1=\"58\" y1=\"48\" x2=\"95\" y2=\"48\" />\n",
       "  <line x1=\"61\" y1=\"51\" x2=\"99\" y2=\"51\" />\n",
       "  <line x1=\"65\" y1=\"55\" x2=\"102\" y2=\"55\" />\n",
       "  <line x1=\"69\" y1=\"59\" x2=\"106\" y2=\"59\" />\n",
       "  <line x1=\"73\" y1=\"63\" x2=\"110\" y2=\"63\" />\n",
       "  <line x1=\"76\" y1=\"66\" x2=\"113\" y2=\"66\" />\n",
       "  <line x1=\"80\" y1=\"70\" x2=\"117\" y2=\"70\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"10\" y1=\"0\" x2=\"80\" y2=\"70\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"47\" y1=\"0\" x2=\"117\" y2=\"70\" style=\"stroke-width:2\" />\n",
       "\n",
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       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"80\" y1=\"70\" x2=\"117\" y2=\"70\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"80\" y1=\"105\" x2=\"117\" y2=\"105\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"80\" y1=\"70\" x2=\"80\" y2=\"105\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"117\" y1=\"70\" x2=\"117\" y2=\"105\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"80.58823529411765,70.58823529411765 117.83431083839508,70.58823529411765 117.83431083839508,105.39970644408888 80.58823529411765,105.39970644408888\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"99.211273\" y=\"125.399706\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >1152</text>\n",
       "  <text x=\"137.834311\" y=\"87.993971\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,137.834311,87.993971)\">768</text>\n",
       "  <text x=\"35.294118\" y=\"90.105589\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(45,35.294118,90.105589)\">14600</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-6b2258f9-e548-42f5-80ea-76cda90169ec' class='xr-section-summary-in' type='checkbox'  ><label for='section-6b2258f9-e548-42f5-80ea-76cda90169ec' class='xr-section-summary' >Indexes: <span>(11)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>lev</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-c5956fe8-e94b-496b-bab6-70da917e7bf6' class='xr-index-data-in' type='checkbox'/><label for='index-c5956fe8-e94b-496b-bab6-70da917e7bf6' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([  3.64346569404006,  7.594819646328688, 14.356632251292467,\n",
       "              24.612220004200935,  38.26829977333546,  54.59547974169254,\n",
       "               72.01245054602623,  87.82123029232025, 103.31712663173676,\n",
       "              121.54724076390266, 142.99403876066208, 168.22507977485657,\n",
       "               197.9080867022276, 232.82861895859241,  273.9108167588711,\n",
       "               322.2419023513794, 379.10090386867523,   445.992574095726,\n",
       "               524.6871747076511,  609.7786948084831,  691.3894303143024,\n",
       "                763.404481112957,  820.8583686500788,  859.5347665250301,\n",
       "               887.0202489197254,   912.644546944648,  936.1983984708786,\n",
       "                957.485479535535,   976.325407391414,   992.556095123291],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;lev&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>ilev</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-896fcc43-3296-4a18-a411-bb3f1a38d790' class='xr-index-data-in' type='checkbox'/><label for='index-896fcc43-3296-4a18-a411-bb3f1a38d790' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([ 2.255239523947239,  5.031691864132881,  10.15794742852449,\n",
       "               18.55531707406044,  30.66912293434143,  45.86747661232948,\n",
       "                63.3234828710556,  80.70141822099686,  94.94104236364365,\n",
       "              111.69321089982991,  131.4012706279755,  154.5868068933487,\n",
       "               181.8633526563644, 213.95282074809072, 251.70441716909409,\n",
       "              296.11721634864807,  348.3665883541107,  409.8352193832398,\n",
       "              482.14992880821234,    567.22442060709,  652.3329690098763,\n",
       "               730.4458916187286,  796.3630706071854,  845.3536666929722,\n",
       "               873.7158663570881,  900.3246314823627,  924.9644624069333,\n",
       "               947.4323345348239,  967.5386245362461,   985.112190246582,\n",
       "                          1000.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;ilev&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>cosp_prs</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-0137db8d-cd6f-4c0d-ba0b-bb0928ff91a3' class='xr-index-data-in' type='checkbox'/><label for='index-0137db8d-cd6f-4c0d-ba0b-bb0928ff91a3' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([900.0, 740.0, 620.0, 500.0, 375.0, 245.0, 90.0], dtype=&#x27;float64&#x27;, name=&#x27;cosp_prs&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>cosp_tau</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-0af4526f-9f82-4b2a-8fda-c75af3437f33' class='xr-index-data-in' type='checkbox'/><label for='index-0af4526f-9f82-4b2a-8fda-c75af3437f33' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([0.15, 0.8, 2.45, 6.5, 16.2, 41.5, 219.5], dtype=&#x27;float64&#x27;, name=&#x27;cosp_tau&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>cosp_ht</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-91e8b96a-b33f-45ad-8f97-4f9096381f17' class='xr-index-data-in' type='checkbox'/><label for='index-91e8b96a-b33f-45ad-8f97-4f9096381f17' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([  240.0,   720.0,  1200.0,  1680.0,  2160.0,  2640.0,  3120.0,\n",
       "               3600.0,  4080.0,  4560.0,  5040.0,  5520.0,  6000.0,  6480.0,\n",
       "               6960.0,  7440.0,  7920.0,  8400.0,  8880.0,  9360.0,  9840.0,\n",
       "              10320.0, 10800.0, 11280.0, 11760.0, 12240.0, 12720.0, 13200.0,\n",
       "              13680.0, 14160.0, 14640.0, 15120.0, 15600.0, 16080.0, 16560.0,\n",
       "              17040.0, 17520.0, 18000.0, 18480.0, 18960.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;cosp_ht&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>cosp_sr</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-150d5c36-043b-4fec-9ed4-e4b3ac46a085' class='xr-index-data-in' type='checkbox'/><label for='index-150d5c36-043b-4fec-9ed4-e4b3ac46a085' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([ 0.605,    2.1,    4.0,    6.0,    8.5,   12.5,   17.5,   22.5,\n",
       "                27.5,   35.0,   45.0,   55.0,   70.0,  539.5, 1004.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;cosp_sr&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-9ba2157f-f9ba-4522-836c-11ccfa349d18' class='xr-index-data-in' type='checkbox'/><label for='index-9ba2157f-f9ba-4522-836c-11ccfa349d18' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(CFTimeIndex([1920-01-01 00:00:00, 1920-01-01 06:00:00, 1920-01-01 12:00:00,\n",
       "             1920-01-01 18:00:00, 1920-01-02 00:00:00, 1920-01-02 06:00:00,\n",
       "             1920-01-02 12:00:00, 1920-01-02 18:00:00, 1920-01-03 00:00:00,\n",
       "             1920-01-03 06:00:00,\n",
       "             ...\n",
       "             1929-12-29 12:00:00, 1929-12-29 18:00:00, 1929-12-30 00:00:00,\n",
       "             1929-12-30 06:00:00, 1929-12-30 12:00:00, 1929-12-30 18:00:00,\n",
       "             1929-12-31 00:00:00, 1929-12-31 06:00:00, 1929-12-31 12:00:00,\n",
       "             1929-12-31 18:00:00],\n",
       "            dtype=&#x27;object&#x27;, length=14600, calendar=&#x27;noleap&#x27;, freq=&#x27;6H&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lat</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-355fbe8a-9d6e-4dc5-b2d4-9a439cccdc89' class='xr-index-data-in' type='checkbox'/><label for='index-355fbe8a-9d6e-4dc5-b2d4-9a439cccdc89' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([             -90.0, -89.76531982421875,  -89.5306396484375,\n",
       "              -89.29595947265625,   -89.061279296875, -88.82659912109375,\n",
       "               -88.5919189453125, -88.35723876953125,    -88.12255859375,\n",
       "              -87.88787841796875,\n",
       "              ...\n",
       "               87.88787841796875,     88.12255859375,  88.35723876953125,\n",
       "                88.5919189453125,  88.82659912109375,    89.061279296875,\n",
       "               89.29595947265625,   89.5306396484375,  89.76531982421875,\n",
       "                            90.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;lat&#x27;, length=768))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lon</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-b962afff-c5b5-4e93-983b-25363b8096b4' class='xr-index-data-in' type='checkbox'/><label for='index-b962afff-c5b5-4e93-983b-25363b8096b4' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([     0.0,   0.3125,    0.625,   0.9375,     1.25,   1.5625,\n",
       "                 1.875,   2.1875,      2.5,   2.8125,\n",
       "              ...\n",
       "               356.875, 357.1875,    357.5, 357.8125,  358.125, 358.4375,\n",
       "                358.75, 359.0625,  359.375, 359.6875],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;lon&#x27;, length=1152))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>cosp_scol</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-db90b439-ccc2-45f4-8c30-f4aa0304cd9d' class='xr-index-data-in' type='checkbox'/><label for='index-db90b439-ccc2-45f4-8c30-f4aa0304cd9d' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Int64Index([ 1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17,\n",
       "            18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34,\n",
       "            35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50],\n",
       "           dtype=&#x27;int64&#x27;, name=&#x27;cosp_scol&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>cosp_sza</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-a51786fc-7079-4047-9458-2aaf367180c2' class='xr-index-data-in' type='checkbox'/><label for='index-a51786fc-7079-4047-9458-2aaf367180c2' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([0.0, 15.0, 30.0, 45.0, 60.0], dtype=&#x27;float64&#x27;, name=&#x27;cosp_sza&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-77110728-7697-443c-96bf-d51e872d4429' class='xr-section-summary-in' type='checkbox'  ><label for='section-77110728-7697-443c-96bf-d51e872d4429' class='xr-section-summary' >Attributes: <span>(12)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>np :</span></dt><dd>4</dd><dt><span>ne :</span></dt><dd>120</dd><dt><span>Conventions :</span></dt><dd>CF-1.0</dd><dt><span>source :</span></dt><dd>CAM</dd><dt><span>case :</span></dt><dd>b.e13.BHISTC5.ne120_t12.cesm-ihesp-hires1.0.30-1920-2100.002</dd><dt><span>title :</span></dt><dd>UNSET</dd><dt><span>logname :</span></dt><dd>nanr</dd><dt><span>host :</span></dt><dd>login1.frontera.</dd><dt><span>Version :</span></dt><dd>$Name$</dd><dt><span>revision_Id :</span></dt><dd>$Id$</dd><dt><span>initial_file :</span></dt><dd>B.E.13.BHISTC5.ne120_t12.sehires38.003.sunway.cam.i.1920-01-01-00000.nc</dd><dt><span>topography_file :</span></dt><dd>/work/02503/edwardsj/CESM/inputdata//atm/cam/topo/USGS-gtopo30_ne120np4_16xdel2-PFC-consistentSGH.nc</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:        (lev: 30, ilev: 31, cosp_prs: 7, nbnd: 2, cosp_tau: 7,\n",
       "                    cosp_ht: 40, cosp_sr: 15, time: 14600, lat: 768, lon: 1152,\n",
       "                    cosp_scol: 50, cosp_sza: 5)\n",
       "Coordinates:\n",
       "  * lev            (lev) float64 3.643 7.595 14.36 24.61 ... 957.5 976.3 992.6\n",
       "  * ilev           (ilev) float64 2.255 5.032 10.16 18.56 ... 967.5 985.1 1e+03\n",
       "  * cosp_prs       (cosp_prs) float64 900.0 740.0 620.0 500.0 375.0 245.0 90.0\n",
       "  * cosp_tau       (cosp_tau) float64 0.15 0.8 2.45 6.5 16.2 41.5 219.5\n",
       "  * cosp_ht        (cosp_ht) float64 240.0 720.0 1.2e+03 ... 1.848e+04 1.896e+04\n",
       "  * cosp_sr        (cosp_sr) float64 0.605 2.1 4.0 6.0 ... 70.0 539.5 1.004e+03\n",
       "  * time           (time) object 1920-01-01 00:00:00 ... 1929-12-31 18:00:00\n",
       "  * lat            (lat) float64 -90.0 -89.77 -89.53 -89.3 ... 89.53 89.77 90.0\n",
       "  * lon            (lon) float64 0.0 0.3125 0.625 0.9375 ... 359.1 359.4 359.7\n",
       "  * cosp_scol      (cosp_scol) int32 1 2 3 4 5 6 7 8 ... 43 44 45 46 47 48 49 50\n",
       "  * cosp_sza       (cosp_sza) float64 0.0 15.0 30.0 45.0 60.0\n",
       "Dimensions without coordinates: nbnd\n",
       "Data variables: (12/33)\n",
       "    hyam           (lev) float64 dask.array<chunksize=(30,), meta=np.ndarray>\n",
       "    hybm           (lev) float64 dask.array<chunksize=(30,), meta=np.ndarray>\n",
       "    P0             float64 ...\n",
       "    hyai           (ilev) float64 dask.array<chunksize=(31,), meta=np.ndarray>\n",
       "    hybi           (ilev) float64 dask.array<chunksize=(31,), meta=np.ndarray>\n",
       "    cosp_prs_bnds  (cosp_prs, nbnd) float64 dask.array<chunksize=(7, 2), meta=np.ndarray>\n",
       "    ...             ...\n",
       "    f11vmr         (time) float64 dask.array<chunksize=(50,), meta=np.ndarray>\n",
       "    f12vmr         (time) float64 dask.array<chunksize=(50,), meta=np.ndarray>\n",
       "    sol_tsi        (time) float64 dask.array<chunksize=(50,), meta=np.ndarray>\n",
       "    nsteph         (time) int32 dask.array<chunksize=(50,), meta=np.ndarray>\n",
       "    area           (lat, lon) float64 dask.array<chunksize=(768, 1152), meta=np.ndarray>\n",
       "    IVT            (time, lat, lon) float32 dask.array<chunksize=(50, 768, 1152), meta=np.ndarray>\n",
       "Attributes:\n",
       "    np:               4\n",
       "    ne:               120\n",
       "    Conventions:      CF-1.0\n",
       "    source:           CAM\n",
       "    case:             b.e13.BHISTC5.ne120_t12.cesm-ihesp-hires1.0.30-1920-210...\n",
       "    title:            UNSET\n",
       "    logname:          nanr\n",
       "    host:             login1.frontera.\n",
       "    Version:          $Name$\n",
       "    revision_Id:      $Id$\n",
       "    initial_file:     B.E.13.BHISTC5.ne120_t12.sehires38.003.sunway.cam.i.192...\n",
       "    topography_file:  /work/02503/edwardsj/CESM/inputdata//atm/cam/topo/USGS-..."
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "def regrid_cam_se(dataset, weight_file):\n",
    "    \"\"\"\n",
    "    Regrid CAM-SE output using an existing ESMF weights file.\n",
    "\n",
    "    Parameters\n",
    "    ----------\n",
    "    dataset: xarray.Dataset\n",
    "        Input dataset to be regridded. Must have the `ncol` dimension.\n",
    "    weight_file: str or Path\n",
    "        Path to existing ESMF weights file\n",
    "\n",
    "    Returns\n",
    "    -------\n",
    "    regridded\n",
    "        xarray.Dataset after regridding.\n",
    "    \"\"\"\n",
    "    import numpy as np\n",
    "    import xarray as xr\n",
    "\n",
    "    assert isinstance(dataset, xr.Dataset)\n",
    "    weights = xr.open_dataset(weight_file)\n",
    "\n",
    "    # input variable shape\n",
    "    in_shape = weights.src_grid_dims.load().data\n",
    "\n",
    "    # Since xESMF expects 2D vars, we'll insert a dummy dimension of size-1\n",
    "    if len(in_shape) == 1:\n",
    "        in_shape = [1, in_shape.item()]\n",
    "\n",
    "    # output variable shape\n",
    "    out_shape = weights.dst_grid_dims.load().data.tolist()[::-1]\n",
    "\n",
    "    print(f\"Regridding from {in_shape} to {out_shape}\")\n",
    "\n",
    "    # Insert dummy dimension\n",
    "    vars_with_ncol = [name for name in data_in.variables if \"ncol\" in data_in[name].dims]\n",
    "    updated = data_in.copy().update(\n",
    "        data_in[vars_with_ncol].transpose(..., \"ncol\").expand_dims(\"dummy\", axis=-2)\n",
    "    )\n",
    "\n",
    "    # Actually regrid, after renaming\n",
    "    regridded = regridder(updated.rename({\"dummy\": \"lat\", \"ncol\": \"lon\"}))\n",
    "\n",
    "    # merge back any variables that didn't have the ncol dimension\n",
    "    # And so were not regridded\n",
    "    return xr.merge([data_in.drop_vars(regridded.variables), regridded])\n",
    "\n",
    "\n",
    "regrid_cam_se(data_in, weight_file)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "748e0e54-6ea9-4c45-9dfe-4c0f8f895047",
   "metadata": {},
   "source": [
    "## Possible improvements\n",
    "\n",
    "It should be possible for xESMF to do all this internally and allow the user to create a Regridder as\n",
    "```python\n",
    "xesmf.Regridder.from_weights_file(\n",
    "    # path to weights file\n",
    "    path=...,\n",
    "    # input dimension names that will be removed while regridding\n",
    "    # These are \"core dimensions\"\n",
    "    dims_in=(\"ncol\",),\n",
    "    # Output dataset with lat, lon information\n",
    "    ds_out=...,\n",
    ")\n",
    "```\n",
    "\n",
    "The `repr` will need to be updated to show the proper weights `path`, and input/output core dimensions and variables."
   ]
  }
 ],
 "metadata": {
  "author": "Deepak Cherian, Christine Shields",
  "date": "2022-12-06",
  "kernelspec": {
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   "language": "python",
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  },
  "tags": "CAM, xesmf",
  "title": "Regridding using xESMF and an existing weights file",
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