{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/javascript": [
       "\n",
       "(function(root) {\n",
       "  function now() {\n",
       "    return new Date();\n",
       "  }\n",
       "\n",
       "  var force = true;\n",
       "\n",
       "  if (typeof root._bokeh_onload_callbacks === \"undefined\" || force === true) {\n",
       "    root._bokeh_onload_callbacks = [];\n",
       "    root._bokeh_is_loading = undefined;\n",
       "  }\n",
       "\n",
       "  var JS_MIME_TYPE = 'application/javascript';\n",
       "  var HTML_MIME_TYPE = 'text/html';\n",
       "  var EXEC_MIME_TYPE = 'application/vnd.bokehjs_exec.v0+json';\n",
       "  var CLASS_NAME = 'output_bokeh rendered_html';\n",
       "\n",
       "  /**\n",
       "   * Render data to the DOM node\n",
       "   */\n",
       "  function render(props, node) {\n",
       "    var script = document.createElement(\"script\");\n",
       "    node.appendChild(script);\n",
       "  }\n",
       "\n",
       "  /**\n",
       "   * Handle when an output is cleared or removed\n",
       "   */\n",
       "  function handleClearOutput(event, handle) {\n",
       "    var cell = handle.cell;\n",
       "\n",
       "    var id = cell.output_area._bokeh_element_id;\n",
       "    var server_id = cell.output_area._bokeh_server_id;\n",
       "    // Clean up Bokeh references\n",
       "    if (id != null && id in Bokeh.index) {\n",
       "      Bokeh.index[id].model.document.clear();\n",
       "      delete Bokeh.index[id];\n",
       "    }\n",
       "\n",
       "    if (server_id !== undefined) {\n",
       "      // Clean up Bokeh references\n",
       "      var cmd = \"from bokeh.io.state import curstate; print(curstate().uuid_to_server['\" + server_id + \"'].get_sessions()[0].document.roots[0]._id)\";\n",
       "      cell.notebook.kernel.execute(cmd, {\n",
       "        iopub: {\n",
       "          output: function(msg) {\n",
       "            var id = msg.content.text.trim();\n",
       "            if (id in Bokeh.index) {\n",
       "              Bokeh.index[id].model.document.clear();\n",
       "              delete Bokeh.index[id];\n",
       "            }\n",
       "          }\n",
       "        }\n",
       "      });\n",
       "      // Destroy server and session\n",
       "      var cmd = \"import bokeh.io.notebook as ion; ion.destroy_server('\" + server_id + \"')\";\n",
       "      cell.notebook.kernel.execute(cmd);\n",
       "    }\n",
       "  }\n",
       "\n",
       "  /**\n",
       "   * Handle when a new output is added\n",
       "   */\n",
       "  function handleAddOutput(event, handle) {\n",
       "    var output_area = handle.output_area;\n",
       "    var output = handle.output;\n",
       "\n",
       "    // limit handleAddOutput to display_data with EXEC_MIME_TYPE content only\n",
       "    if ((output.output_type != \"display_data\") || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n",
       "      return\n",
       "    }\n",
       "\n",
       "    var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n",
       "\n",
       "    if (output.metadata[EXEC_MIME_TYPE][\"id\"] !== undefined) {\n",
       "      toinsert[toinsert.length - 1].firstChild.textContent = output.data[JS_MIME_TYPE];\n",
       "      // store reference to embed id on output_area\n",
       "      output_area._bokeh_element_id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n",
       "    }\n",
       "    if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n",
       "      var bk_div = document.createElement(\"div\");\n",
       "      bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n",
       "      var script_attrs = bk_div.children[0].attributes;\n",
       "      for (var i = 0; i < script_attrs.length; i++) {\n",
       "        toinsert[toinsert.length - 1].firstChild.setAttribute(script_attrs[i].name, script_attrs[i].value);\n",
       "      }\n",
       "      // store reference to server id on output_area\n",
       "      output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n",
       "    }\n",
       "  }\n",
       "\n",
       "  function register_renderer(events, OutputArea) {\n",
       "\n",
       "    function append_mime(data, metadata, element) {\n",
       "      // create a DOM node to render to\n",
       "      var toinsert = this.create_output_subarea(\n",
       "        metadata,\n",
       "        CLASS_NAME,\n",
       "        EXEC_MIME_TYPE\n",
       "      );\n",
       "      this.keyboard_manager.register_events(toinsert);\n",
       "      // Render to node\n",
       "      var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n",
       "      render(props, toinsert[toinsert.length - 1]);\n",
       "      element.append(toinsert);\n",
       "      return toinsert\n",
       "    }\n",
       "\n",
       "    /* Handle when an output is cleared or removed */\n",
       "    events.on('clear_output.CodeCell', handleClearOutput);\n",
       "    events.on('delete.Cell', handleClearOutput);\n",
       "\n",
       "    /* Handle when a new output is added */\n",
       "    events.on('output_added.OutputArea', handleAddOutput);\n",
       "\n",
       "    /**\n",
       "     * Register the mime type and append_mime function with output_area\n",
       "     */\n",
       "    OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n",
       "      /* Is output safe? */\n",
       "      safe: true,\n",
       "      /* Index of renderer in `output_area.display_order` */\n",
       "      index: 0\n",
       "    });\n",
       "  }\n",
       "\n",
       "  // register the mime type if in Jupyter Notebook environment and previously unregistered\n",
       "  if (root.Jupyter !== undefined) {\n",
       "    var events = require('base/js/events');\n",
       "    var OutputArea = require('notebook/js/outputarea').OutputArea;\n",
       "\n",
       "    if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n",
       "      register_renderer(events, OutputArea);\n",
       "    }\n",
       "  }\n",
       "\n",
       "  \n",
       "  if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n",
       "    root._bokeh_timeout = Date.now() + 5000;\n",
       "    root._bokeh_failed_load = false;\n",
       "  }\n",
       "\n",
       "  var NB_LOAD_WARNING = {'data': {'text/html':\n",
       "     \"<div style='background-color: #fdd'>\\n\"+\n",
       "     \"<p>\\n\"+\n",
       "     \"BokehJS does not appear to have successfully loaded. If loading BokehJS from CDN, this \\n\"+\n",
       "     \"may be due to a slow or bad network connection. Possible fixes:\\n\"+\n",
       "     \"</p>\\n\"+\n",
       "     \"<ul>\\n\"+\n",
       "     \"<li>re-rerun `output_notebook()` to attempt to load from CDN again, or</li>\\n\"+\n",
       "     \"<li>use INLINE resources instead, as so:</li>\\n\"+\n",
       "     \"</ul>\\n\"+\n",
       "     \"<code>\\n\"+\n",
       "     \"from bokeh.resources import INLINE\\n\"+\n",
       "     \"output_notebook(resources=INLINE)\\n\"+\n",
       "     \"</code>\\n\"+\n",
       "     \"</div>\"}};\n",
       "\n",
       "  function display_loaded() {\n",
       "    var el = document.getElementById(null);\n",
       "    if (el != null) {\n",
       "      el.textContent = \"BokehJS is loading...\";\n",
       "    }\n",
       "    if (root.Bokeh !== undefined) {\n",
       "      if (el != null) {\n",
       "        el.textContent = \"BokehJS \" + root.Bokeh.version + \" successfully loaded.\";\n",
       "      }\n",
       "    } else if (Date.now() < root._bokeh_timeout) {\n",
       "      setTimeout(display_loaded, 100)\n",
       "    }\n",
       "  }\n",
       "\n",
       "\n",
       "  function run_callbacks() {\n",
       "    try {\n",
       "      root._bokeh_onload_callbacks.forEach(function(callback) {\n",
       "        if (callback != null)\n",
       "          callback();\n",
       "      });\n",
       "    } finally {\n",
       "      delete root._bokeh_onload_callbacks\n",
       "    }\n",
       "    console.debug(\"Bokeh: all callbacks have finished\");\n",
       "  }\n",
       "\n",
       "  function load_libs(css_urls, js_urls, callback) {\n",
       "    if (css_urls == null) css_urls = [];\n",
       "    if (js_urls == null) js_urls = [];\n",
       "\n",
       "    root._bokeh_onload_callbacks.push(callback);\n",
       "    if (root._bokeh_is_loading > 0) {\n",
       "      console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
       "      return null;\n",
       "    }\n",
       "    if (js_urls == null || js_urls.length === 0) {\n",
       "      run_callbacks();\n",
       "      return null;\n",
       "    }\n",
       "    console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
       "    root._bokeh_is_loading = css_urls.length + js_urls.length;\n",
       "\n",
       "    function on_load() {\n",
       "      root._bokeh_is_loading--;\n",
       "      if (root._bokeh_is_loading === 0) {\n",
       "        console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n",
       "        run_callbacks()\n",
       "      }\n",
       "    }\n",
       "\n",
       "    function on_error() {\n",
       "      console.error(\"failed to load \" + url);\n",
       "    }\n",
       "\n",
       "    for (var i = 0; i < css_urls.length; i++) {\n",
       "      var url = css_urls[i];\n",
       "      const element = document.createElement(\"link\");\n",
       "      element.onload = on_load;\n",
       "      element.onerror = on_error;\n",
       "      element.rel = \"stylesheet\";\n",
       "      element.type = \"text/css\";\n",
       "      element.href = url;\n",
       "      console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n",
       "      document.body.appendChild(element);\n",
       "    }\n",
       "\n",
       "    for (var i = 0; i < js_urls.length; i++) {\n",
       "      var url = js_urls[i];\n",
       "      var element = document.createElement('script');\n",
       "      element.onload = on_load;\n",
       "      element.onerror = on_error;\n",
       "      element.async = false;\n",
       "      element.src = url;\n",
       "      console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
       "      document.head.appendChild(element);\n",
       "    }\n",
       "  };\n",
       "\n",
       "  function inject_raw_css(css) {\n",
       "    const element = document.createElement(\"style\");\n",
       "    element.appendChild(document.createTextNode(css));\n",
       "    document.body.appendChild(element);\n",
       "  }\n",
       "\n",
       "  var js_urls = [\"https://cdn.pydata.org/bokeh/release/bokeh-1.1.0.min.js\", \"https://cdn.pydata.org/bokeh/release/bokeh-widgets-1.1.0.min.js\", \"https://cdn.pydata.org/bokeh/release/bokeh-tables-1.1.0.min.js\", \"https://cdn.pydata.org/bokeh/release/bokeh-gl-1.1.0.min.js\"];\n",
       "  var css_urls = [\"https://cdn.pydata.org/bokeh/release/bokeh-1.1.0.min.css\", \"https://cdn.pydata.org/bokeh/release/bokeh-widgets-1.1.0.min.css\", \"https://cdn.pydata.org/bokeh/release/bokeh-tables-1.1.0.min.css\"];\n",
       "\n",
       "  var inline_js = [\n",
       "    function(Bokeh) {\n",
       "      Bokeh.set_log_level(\"info\");\n",
       "    },\n",
       "    \n",
       "    function(Bokeh) {\n",
       "      \n",
       "    },\n",
       "    function(Bokeh) {} // ensure no trailing comma for IE\n",
       "  ];\n",
       "\n",
       "  function run_inline_js() {\n",
       "    \n",
       "    if ((root.Bokeh !== undefined) || (force === true)) {\n",
       "      for (var i = 0; i < inline_js.length; i++) {\n",
       "        inline_js[i].call(root, root.Bokeh);\n",
       "      }} else if (Date.now() < root._bokeh_timeout) {\n",
       "      setTimeout(run_inline_js, 100);\n",
       "    } else if (!root._bokeh_failed_load) {\n",
       "      console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n",
       "      root._bokeh_failed_load = true;\n",
       "    } else if (force !== true) {\n",
       "      var cell = $(document.getElementById(null)).parents('.cell').data().cell;\n",
       "      cell.output_area.append_execute_result(NB_LOAD_WARNING)\n",
       "    }\n",
       "\n",
       "  }\n",
       "\n",
       "  if (root._bokeh_is_loading === 0) {\n",
       "    console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n",
       "    run_inline_js();\n",
       "  } else {\n",
       "    load_libs(css_urls, js_urls, function() {\n",
       "      console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n",
       "      run_inline_js();\n",
       "    });\n",
       "  }\n",
       "}(window));"
      ],
      "application/vnd.holoviews_load.v0+json": "\n(function(root) {\n  function now() {\n    return new Date();\n  }\n\n  var force = true;\n\n  if (typeof root._bokeh_onload_callbacks === \"undefined\" || force === true) {\n    root._bokeh_onload_callbacks = [];\n    root._bokeh_is_loading = undefined;\n  }\n\n  \n\n  \n  if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n    root._bokeh_timeout = Date.now() + 5000;\n    root._bokeh_failed_load = false;\n  }\n\n  var NB_LOAD_WARNING = {'data': {'text/html':\n     \"<div style='background-color: #fdd'>\\n\"+\n     \"<p>\\n\"+\n     \"BokehJS does not appear to have successfully loaded. If loading BokehJS from CDN, this \\n\"+\n     \"may be due to a slow or bad network connection. Possible fixes:\\n\"+\n     \"</p>\\n\"+\n     \"<ul>\\n\"+\n     \"<li>re-rerun `output_notebook()` to attempt to load from CDN again, or</li>\\n\"+\n     \"<li>use INLINE resources instead, as so:</li>\\n\"+\n     \"</ul>\\n\"+\n     \"<code>\\n\"+\n     \"from bokeh.resources import INLINE\\n\"+\n     \"output_notebook(resources=INLINE)\\n\"+\n     \"</code>\\n\"+\n     \"</div>\"}};\n\n  function display_loaded() {\n    var el = document.getElementById(null);\n    if (el != null) {\n      el.textContent = \"BokehJS is loading...\";\n    }\n    if (root.Bokeh !== undefined) {\n      if (el != null) {\n        el.textContent = \"BokehJS \" + root.Bokeh.version + \" successfully loaded.\";\n      }\n    } else if (Date.now() < root._bokeh_timeout) {\n      setTimeout(display_loaded, 100)\n    }\n  }\n\n\n  function run_callbacks() {\n    try {\n      root._bokeh_onload_callbacks.forEach(function(callback) {\n        if (callback != null)\n          callback();\n      });\n    } finally {\n      delete root._bokeh_onload_callbacks\n    }\n    console.debug(\"Bokeh: all callbacks have finished\");\n  }\n\n  function load_libs(css_urls, js_urls, callback) {\n    if (css_urls == null) css_urls = [];\n    if (js_urls == null) js_urls = [];\n\n    root._bokeh_onload_callbacks.push(callback);\n    if (root._bokeh_is_loading > 0) {\n      console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n      return null;\n    }\n    if (js_urls == null || js_urls.length === 0) {\n      run_callbacks();\n      return null;\n    }\n    console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n    root._bokeh_is_loading = css_urls.length + js_urls.length;\n\n    function on_load() {\n      root._bokeh_is_loading--;\n      if (root._bokeh_is_loading === 0) {\n        console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n        run_callbacks()\n      }\n    }\n\n    function on_error() {\n      console.error(\"failed to load \" + url);\n    }\n\n    for (var i = 0; i < css_urls.length; i++) {\n      var url = css_urls[i];\n      const element = document.createElement(\"link\");\n      element.onload = on_load;\n      element.onerror = on_error;\n      element.rel = \"stylesheet\";\n      element.type = \"text/css\";\n      element.href = url;\n      console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n      document.body.appendChild(element);\n    }\n\n    for (var i = 0; i < js_urls.length; i++) {\n      var url = js_urls[i];\n      var element = document.createElement('script');\n      element.onload = on_load;\n      element.onerror = on_error;\n      element.async = false;\n      element.src = url;\n      console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n      document.head.appendChild(element);\n    }\n  };\n\n  function inject_raw_css(css) {\n    const element = document.createElement(\"style\");\n    element.appendChild(document.createTextNode(css));\n    document.body.appendChild(element);\n  }\n\n  var js_urls = [\"https://cdn.pydata.org/bokeh/release/bokeh-1.1.0.min.js\", \"https://cdn.pydata.org/bokeh/release/bokeh-widgets-1.1.0.min.js\", \"https://cdn.pydata.org/bokeh/release/bokeh-tables-1.1.0.min.js\", \"https://cdn.pydata.org/bokeh/release/bokeh-gl-1.1.0.min.js\"];\n  var css_urls = [\"https://cdn.pydata.org/bokeh/release/bokeh-1.1.0.min.css\", \"https://cdn.pydata.org/bokeh/release/bokeh-widgets-1.1.0.min.css\", \"https://cdn.pydata.org/bokeh/release/bokeh-tables-1.1.0.min.css\"];\n\n  var inline_js = [\n    function(Bokeh) {\n      Bokeh.set_log_level(\"info\");\n    },\n    \n    function(Bokeh) {\n      \n    },\n    function(Bokeh) {} // ensure no trailing comma for IE\n  ];\n\n  function run_inline_js() {\n    \n    if ((root.Bokeh !== undefined) || (force === true)) {\n      for (var i = 0; i < inline_js.length; i++) {\n        inline_js[i].call(root, root.Bokeh);\n      }} else if (Date.now() < root._bokeh_timeout) {\n      setTimeout(run_inline_js, 100);\n    } else if (!root._bokeh_failed_load) {\n      console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n      root._bokeh_failed_load = true;\n    } else if (force !== true) {\n      var cell = $(document.getElementById(null)).parents('.cell').data().cell;\n      cell.output_area.append_execute_result(NB_LOAD_WARNING)\n    }\n\n  }\n\n  if (root._bokeh_is_loading === 0) {\n    console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n    run_inline_js();\n  } else {\n    load_libs(css_urls, js_urls, function() {\n      console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n      run_inline_js();\n    });\n  }\n}(window));"
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "\n",
       "<link rel=\"stylesheet\" href=\"https://code.jquery.com/ui/1.10.4/themes/smoothness/jquery-ui.css\">\n",
       "<style>div.hololayout {\n",
       "  display: flex;\n",
       "  align-items: center;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       "div.holoframe {\n",
       "  width: 75%;\n",
       "}\n",
       "\n",
       "div.holowell {\n",
       "  display: flex;\n",
       "  align-items: center;\n",
       "}\n",
       "\n",
       "form.holoform {\n",
       "  background-color: #fafafa;\n",
       "  border-radius: 5px;\n",
       "  overflow: hidden;\n",
       "  padding-left: 0.8em;\n",
       "  padding-right: 0.8em;\n",
       "  padding-top: 0.4em;\n",
       "  padding-bottom: 0.4em;\n",
       "  box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.05);\n",
       "  margin-bottom: 20px;\n",
       "  border: 1px solid #e3e3e3;\n",
       "}\n",
       "\n",
       "div.holowidgets {\n",
       "  padding-right: 0;\n",
       "  width: 25%;\n",
       "}\n",
       "\n",
       "div.holoslider {\n",
       "  min-height: 0 !important;\n",
       "  height: 0.8em;\n",
       "  width: 100%;\n",
       "}\n",
       "\n",
       "div.holoformgroup {\n",
       "  padding-top: 0.5em;\n",
       "  margin-bottom: 0.5em;\n",
       "}\n",
       "\n",
       "div.hologroup {\n",
       "  padding-left: 0;\n",
       "  padding-right: 0.8em;\n",
       "  width: 100%;\n",
       "}\n",
       "\n",
       ".holoselect {\n",
       "  width: 92%;\n",
       "  margin-left: 0;\n",
       "  margin-right: 0;\n",
       "}\n",
       "\n",
       ".holotext {\n",
       "  padding-left:  0.5em;\n",
       "  padding-right: 0;\n",
       "  width: 100%;\n",
       "}\n",
       "\n",
       ".holowidgets .ui-resizable-se {\n",
       "  visibility: hidden\n",
       "}\n",
       "\n",
       ".holoframe > .ui-resizable-se {\n",
       "  visibility: hidden\n",
       "}\n",
       "\n",
       ".holowidgets .ui-resizable-s {\n",
       "  visibility: hidden\n",
       "}\n",
       "\n",
       "\n",
       "/* CSS rules for noUISlider based slider used by JupyterLab extension  */\n",
       "\n",
       ".noUi-handle {\n",
       "  width: 20px !important;\n",
       "  height: 20px !important;\n",
       "  left: -5px !important;\n",
       "  top: -5px !important;\n",
       "}\n",
       "\n",
       ".noUi-handle:before, .noUi-handle:after {\n",
       "  visibility: hidden;\n",
       "  height: 0px;\n",
       "}\n",
       "\n",
       ".noUi-target {\n",
       "  margin-left: 0.5em;\n",
       "  margin-right: 0.5em;\n",
       "}\n",
       "\n",
       "div.bk-hbox {\n",
       "    display: flex;\n",
       "    justify-content: center;\n",
       "}\n",
       "\n",
       "div.bk-hbox div.bk-plot {\n",
       "    padding: 8px;\n",
       "}\n",
       "\n",
       "div.bk-hbox div.bk-data-table {\n",
       "    padding: 20px;\n",
       "}\n",
       "</style>\n",
       "\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "\n",
       "<script type=\"application/javascript\">function HoloViewsWidget() {\n",
       "}\n",
       "\n",
       "HoloViewsWidget.prototype.init_slider = function(init_val){\n",
       "  if(this.load_json) {\n",
       "    this.from_json()\n",
       "  } else {\n",
       "    this.update_cache();\n",
       "  }\n",
       "}\n",
       "\n",
       "HoloViewsWidget.prototype.populate_cache = function(idx){\n",
       "  this.cache[idx].innerHTML = this.frames[idx];\n",
       "  if (this.embed) {\n",
       "    delete this.frames[idx];\n",
       "  }\n",
       "}\n",
       "\n",
       "HoloViewsWidget.prototype.process_error = function(msg){\n",
       "}\n",
       "\n",
       "HoloViewsWidget.prototype.from_json = function() {\n",
       "  var data_url = this.json_path + this.id + '.json';\n",
       "  $.getJSON(data_url, $.proxy(function(json_data) {\n",
       "    this.frames = json_data;\n",
       "    this.update_cache();\n",
       "    this.update(0);\n",
       "  }, this));\n",
       "}\n",
       "\n",
       "HoloViewsWidget.prototype.dynamic_update = function(current){\n",
       "  if (current === undefined) {\n",
       "    return\n",
       "  }\n",
       "  this.current = current;\n",
       "  if (this.comm) {\n",
       "    var msg = {comm_id: this.id+'_client', content: current}\n",
       "    this.comm.send(msg);\n",
       "  }\n",
       "}\n",
       "\n",
       "HoloViewsWidget.prototype.update_cache = function(force){\n",
       "  var frame_len = Object.keys(this.frames).length;\n",
       "  for (var i=0; i<frame_len; i++) {\n",
       "    if(!this.load_json || this.dynamic)  {\n",
       "      var frame = Object.keys(this.frames)[i];\n",
       "    } else {\n",
       "      var frame = i;\n",
       "    }\n",
       "    if(!(frame in this.cache) || force) {\n",
       "      if ((frame in this.cache) && force) { this.cache[frame].remove() }\n",
       "      var div = document.createElement(\"div\");\n",
       "      var parent = document.getElementById(\"_anim_img\"+this.id);\n",
       "      div.style.display = \"none\";\n",
       "      parent.appendChild(div)\n",
       "      this.cache[frame] = div;\n",
       "      var cache_id = \"_anim_img\"+this.id+\"_\"+frame;\n",
       "      this.populate_cache(frame);\n",
       "    }\n",
       "  }\n",
       "}\n",
       "\n",
       "HoloViewsWidget.prototype.update = function(current){\n",
       "  if(current in this.cache) {\n",
       "    for (var index in this.cache) {\n",
       "      this.cache[index].style.display = \"none\";\n",
       "    }\n",
       "    this.cache[current].style.display = \"\";\n",
       "    this.wait = false;\n",
       "  }\n",
       "}\n",
       "\n",
       "HoloViewsWidget.prototype.init_comms = function() {\n",
       "  var that = this\n",
       "  HoloViews.comm_manager.register_target(this.plot_id, this.id, function (msg) { that.msg_handler(msg) })\n",
       "  if (!this.cached || this.dynamic) {\n",
       "    function ack_callback(msg) {\n",
       "      var msg = msg.metadata;\n",
       "      var comm_id = msg.comm_id;\n",
       "      var comm_status = HoloViews.comm_status[comm_id];\n",
       "      if (that.queue.length > 0) {\n",
       "        that.time = Date.now();\n",
       "        that.dynamic_update(that.queue[that.queue.length-1]);\n",
       "        that.queue = [];\n",
       "      } else {\n",
       "        that.wait = false;\n",
       "      }\n",
       "      if ((msg.msg_type == \"Ready\") && msg.content) {\n",
       "        console.log(\"Python callback returned following output:\", msg.content);\n",
       "      } else if (msg.msg_type == \"Error\") {\n",
       "        console.log(\"Python failed with the following traceback:\", msg.traceback)\n",
       "      }\n",
       "    }\n",
       "    var comm = HoloViews.comm_manager.get_client_comm(this.plot_id, this.id+'_client', ack_callback);\n",
       "    return comm\n",
       "  }\n",
       "}\n",
       "\n",
       "HoloViewsWidget.prototype.msg_handler = function(msg) {\n",
       "  var metadata = msg.metadata;\n",
       "  if ((metadata.msg_type == \"Ready\")) {\n",
       "    if (metadata.content) {\n",
       "      console.log(\"Python callback returned following output:\", metadata.content);\n",
       "    }\n",
       "\treturn;\n",
       "  } else if (metadata.msg_type == \"Error\") {\n",
       "    console.log(\"Python failed with the following traceback:\", metadata.traceback)\n",
       "    return\n",
       "  }\n",
       "  this.process_msg(msg)\n",
       "}\n",
       "\n",
       "HoloViewsWidget.prototype.process_msg = function(msg) {\n",
       "}\n",
       "\n",
       "function SelectionWidget(frames, id, slider_ids, keyMap, dim_vals, notFound, load_json, mode, cached, json_path, dynamic, plot_id){\n",
       "  this.frames = frames;\n",
       "  this.id = id;\n",
       "  this.plot_id = plot_id;\n",
       "  this.slider_ids = slider_ids;\n",
       "  this.keyMap = keyMap\n",
       "  this.current_frame = 0;\n",
       "  this.current_vals = dim_vals;\n",
       "  this.load_json = load_json;\n",
       "  this.mode = mode;\n",
       "  this.notFound = notFound;\n",
       "  this.cached = cached;\n",
       "  this.dynamic = dynamic;\n",
       "  this.cache = {};\n",
       "  this.json_path = json_path;\n",
       "  this.init_slider(this.current_vals[0]);\n",
       "  this.queue = [];\n",
       "  this.wait = false;\n",
       "  if (!this.cached || this.dynamic) {\n",
       "    this.comm = this.init_comms();\n",
       "  }\n",
       "}\n",
       "\n",
       "SelectionWidget.prototype = new HoloViewsWidget;\n",
       "\n",
       "\n",
       "SelectionWidget.prototype.get_key = function(current_vals) {\n",
       "  var key = \"(\";\n",
       "  for (var i=0; i<this.slider_ids.length; i++)\n",
       "  {\n",
       "    var val = this.current_vals[i];\n",
       "    if (!(typeof val === 'string')) {\n",
       "      if (val % 1 === 0) { val = val.toFixed(1); }\n",
       "      else { val = val.toFixed(10); val = val.slice(0, val.length-1);}\n",
       "    }\n",
       "    key += \"'\" + val + \"'\";\n",
       "    if(i != this.slider_ids.length-1) { key += ', ';}\n",
       "    else if(this.slider_ids.length == 1) { key += ',';}\n",
       "  }\n",
       "  key += \")\";\n",
       "  return this.keyMap[key];\n",
       "}\n",
       "\n",
       "SelectionWidget.prototype.set_frame = function(dim_val, dim_idx){\n",
       "  this.current_vals[dim_idx] = dim_val;\n",
       "  var key = this.current_vals;\n",
       "  if (!this.dynamic) {\n",
       "    key = this.get_key(key)\n",
       "  }\n",
       "  if (this.dynamic || !this.cached) {\n",
       "    if ((this.time !== undefined) && ((this.wait) && ((this.time + 10000) > Date.now()))) {\n",
       "      this.queue.push(key);\n",
       "      return\n",
       "    }\n",
       "    this.queue = [];\n",
       "    this.time = Date.now();\n",
       "    this.current_frame = key;\n",
       "    this.wait = true;\n",
       "    this.dynamic_update(key)\n",
       "  } else if (key !== undefined) {\n",
       "    this.update(key)\n",
       "  }\n",
       "}\n",
       "\n",
       "\n",
       "/* Define the ScrubberWidget class */\n",
       "function ScrubberWidget(frames, num_frames, id, interval, load_json, mode, cached, json_path, dynamic, plot_id){\n",
       "  this.slider_id = \"_anim_slider\" + id;\n",
       "  this.loop_select_id = \"_anim_loop_select\" + id;\n",
       "  this.id = id;\n",
       "  this.plot_id = plot_id;\n",
       "  this.interval = interval;\n",
       "  this.current_frame = 0;\n",
       "  this.direction = 0;\n",
       "  this.dynamic = dynamic;\n",
       "  this.timer = null;\n",
       "  this.load_json = load_json;\n",
       "  this.mode = mode;\n",
       "  this.cached = cached;\n",
       "  this.frames = frames;\n",
       "  this.cache = {};\n",
       "  this.length = num_frames;\n",
       "  this.json_path = json_path;\n",
       "  document.getElementById(this.slider_id).max = this.length - 1;\n",
       "  this.init_slider(0);\n",
       "  this.wait = false;\n",
       "  this.queue = [];\n",
       "  if (!this.cached || this.dynamic) {\n",
       "    this.comm = this.init_comms()\n",
       "  }\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype = new HoloViewsWidget;\n",
       "\n",
       "ScrubberWidget.prototype.set_frame = function(frame){\n",
       "  this.current_frame = frame;\n",
       "  var widget = document.getElementById(this.slider_id);\n",
       "  if (widget === null) {\n",
       "    this.pause_animation();\n",
       "    return\n",
       "  }\n",
       "  widget.value = this.current_frame;\n",
       "  if (this.dynamic || !this.cached) {\n",
       "    if ((this.time !== undefined) && ((this.wait) && ((this.time + 10000) > Date.now()))) {\n",
       "      this.queue.push(frame);\n",
       "      return\n",
       "    }\n",
       "    this.queue = [];\n",
       "    this.time = Date.now();\n",
       "    this.wait = true;\n",
       "    this.dynamic_update(frame)\n",
       "  } else {\n",
       "    this.update(frame)\n",
       "  }\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.get_loop_state = function(){\n",
       "  var button_group = document[this.loop_select_id].state;\n",
       "  for (var i = 0; i < button_group.length; i++) {\n",
       "    var button = button_group[i];\n",
       "    if (button.checked) {\n",
       "      return button.value;\n",
       "    }\n",
       "  }\n",
       "  return undefined;\n",
       "}\n",
       "\n",
       "\n",
       "ScrubberWidget.prototype.next_frame = function() {\n",
       "  this.set_frame(Math.min(this.length - 1, this.current_frame + 1));\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.previous_frame = function() {\n",
       "  this.set_frame(Math.max(0, this.current_frame - 1));\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.first_frame = function() {\n",
       "  this.set_frame(0);\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.last_frame = function() {\n",
       "  this.set_frame(this.length - 1);\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.slower = function() {\n",
       "  this.interval /= 0.7;\n",
       "  if(this.direction > 0){this.play_animation();}\n",
       "  else if(this.direction < 0){this.reverse_animation();}\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.faster = function() {\n",
       "  this.interval *= 0.7;\n",
       "  if(this.direction > 0){this.play_animation();}\n",
       "  else if(this.direction < 0){this.reverse_animation();}\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.anim_step_forward = function() {\n",
       "  if(this.current_frame < this.length - 1){\n",
       "    this.next_frame();\n",
       "  }else{\n",
       "    var loop_state = this.get_loop_state();\n",
       "    if(loop_state == \"loop\"){\n",
       "      this.first_frame();\n",
       "    }else if(loop_state == \"reflect\"){\n",
       "      this.last_frame();\n",
       "      this.reverse_animation();\n",
       "    }else{\n",
       "      this.pause_animation();\n",
       "      this.last_frame();\n",
       "    }\n",
       "  }\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.anim_step_reverse = function() {\n",
       "  if(this.current_frame > 0){\n",
       "    this.previous_frame();\n",
       "  } else {\n",
       "    var loop_state = this.get_loop_state();\n",
       "    if(loop_state == \"loop\"){\n",
       "      this.last_frame();\n",
       "    }else if(loop_state == \"reflect\"){\n",
       "      this.first_frame();\n",
       "      this.play_animation();\n",
       "    }else{\n",
       "      this.pause_animation();\n",
       "      this.first_frame();\n",
       "    }\n",
       "  }\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.pause_animation = function() {\n",
       "  this.direction = 0;\n",
       "  if (this.timer){\n",
       "    clearInterval(this.timer);\n",
       "    this.timer = null;\n",
       "  }\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.play_animation = function() {\n",
       "  this.pause_animation();\n",
       "  this.direction = 1;\n",
       "  var t = this;\n",
       "  if (!this.timer) this.timer = setInterval(function(){t.anim_step_forward();}, this.interval);\n",
       "}\n",
       "\n",
       "ScrubberWidget.prototype.reverse_animation = function() {\n",
       "  this.pause_animation();\n",
       "  this.direction = -1;\n",
       "  var t = this;\n",
       "  if (!this.timer) this.timer = setInterval(function(){t.anim_step_reverse();}, this.interval);\n",
       "}\n",
       "\n",
       "function extend(destination, source) {\n",
       "  for (var k in source) {\n",
       "    if (source.hasOwnProperty(k)) {\n",
       "      destination[k] = source[k];\n",
       "    }\n",
       "  }\n",
       "  return destination;\n",
       "}\n",
       "\n",
       "function update_widget(widget, values) {\n",
       "  if (widget.hasClass(\"ui-slider\")) {\n",
       "    widget.slider('option', {\n",
       "      min: 0,\n",
       "      max: values.length-1,\n",
       "      dim_vals: values,\n",
       "      value: 0,\n",
       "      dim_labels: values\n",
       "    })\n",
       "    widget.slider('option', 'slide').call(widget, event, {value: 0})\n",
       "  } else {\n",
       "    widget.empty();\n",
       "    for (var i=0; i<values.length; i++){\n",
       "      widget.append($(\"<option>\", {\n",
       "        value: i,\n",
       "        text: values[i]\n",
       "      }))\n",
       "    };\n",
       "    widget.data('values', values);\n",
       "    widget.data('value', 0);\n",
       "    widget.trigger(\"change\");\n",
       "  };\n",
       "}\n",
       "\n",
       "function init_slider(id, plot_id, dim, values, next_vals, labels, dynamic, step, value, next_dim,\n",
       "                     dim_idx, delay, jQueryUI_CDN, UNDERSCORE_CDN) {\n",
       "  // Slider JS Block START\n",
       "  function loadcssfile(filename){\n",
       "    var fileref=document.createElement(\"link\")\n",
       "    fileref.setAttribute(\"rel\", \"stylesheet\")\n",
       "    fileref.setAttribute(\"type\", \"text/css\")\n",
       "    fileref.setAttribute(\"href\", filename)\n",
       "    document.getElementsByTagName(\"head\")[0].appendChild(fileref)\n",
       "  }\n",
       "  loadcssfile(\"https://code.jquery.com/ui/1.10.4/themes/smoothness/jquery-ui.css\");\n",
       "  /* Check if jQuery and jQueryUI have been loaded\n",
       "     otherwise load with require.js */\n",
       "  var jQuery = window.jQuery,\n",
       "    // check for old versions of jQuery\n",
       "    oldjQuery = jQuery && !!jQuery.fn.jquery.match(/^1\\.[0-4](\\.|$)/),\n",
       "    jquery_path = '',\n",
       "    paths = {},\n",
       "    noConflict;\n",
       "  var jQueryUI = jQuery.ui;\n",
       "  // check for jQuery\n",
       "  if (!jQuery || oldjQuery) {\n",
       "    // load if it's not available or doesn't meet min standards\n",
       "    paths.jQuery = jQuery;\n",
       "    noConflict = !!oldjQuery;\n",
       "  } else {\n",
       "    // register the current jQuery\n",
       "    define('jquery', [], function() { return jQuery; });\n",
       "  }\n",
       "  if (!jQueryUI) {\n",
       "    paths.jQueryUI = jQueryUI_CDN.slice(null, -3);\n",
       "  } else {\n",
       "    define('jQueryUI', [], function() { return jQuery.ui; });\n",
       "  }\n",
       "  paths.underscore = UNDERSCORE_CDN.slice(null, -3);\n",
       "  var jquery_require = {\n",
       "    paths: paths,\n",
       "    shim: {\n",
       "      \"jQueryUI\": {\n",
       "        exports:\"$\",\n",
       "        deps: ['jquery']\n",
       "      },\n",
       "      \"underscore\": {\n",
       "        exports: '_'\n",
       "      }\n",
       "    }\n",
       "  }\n",
       "  require.config(jquery_require);\n",
       "  require([\"jQueryUI\", \"underscore\"], function(jUI, _){\n",
       "    if (noConflict) $.noConflict(true);\n",
       "    var vals = values;\n",
       "    if (dynamic && vals.constructor === Array) {\n",
       "      var default_value = parseFloat(value);\n",
       "      var min = parseFloat(vals[0]);\n",
       "      var max = parseFloat(vals[vals.length-1]);\n",
       "      var wstep = step;\n",
       "      var wlabels = [default_value];\n",
       "      var init_label = default_value;\n",
       "    } else {\n",
       "      var min = 0;\n",
       "      if (dynamic) {\n",
       "        var max = Object.keys(vals).length - 1;\n",
       "        var init_label = labels[value];\n",
       "        var default_value = values[value];\n",
       "      } else {\n",
       "        var max = vals.length - 1;\n",
       "        var init_label = labels[value];\n",
       "        var default_value = value;\n",
       "      }\n",
       "      var wstep = 1;\n",
       "      var wlabels = labels;\n",
       "    }\n",
       "    function adjustFontSize(text) {\n",
       "      var width_ratio = (text.parent().width()/8)/text.val().length;\n",
       "      var size = Math.min(0.9, Math.max(0.6, width_ratio))+'em';\n",
       "      text.css('font-size', size);\n",
       "    }\n",
       "    var slider = $('#_anim_widget'+id+'_'+dim);\n",
       "    slider.slider({\n",
       "      animate: \"fast\",\n",
       "      min: min,\n",
       "      max: max,\n",
       "      step: wstep,\n",
       "      value: default_value,\n",
       "      dim_vals: vals,\n",
       "      dim_labels: wlabels,\n",
       "      next_vals: next_vals,\n",
       "      slide: function(event, ui) {\n",
       "        var vals = slider.slider(\"option\", \"dim_vals\");\n",
       "        var next_vals = slider.slider(\"option\", \"next_vals\");\n",
       "        var dlabels = slider.slider(\"option\", \"dim_labels\");\n",
       "        if (dynamic) {\n",
       "          var dim_val = ui.value;\n",
       "          if (vals.constructor === Array) {\n",
       "            var label = ui.value;\n",
       "          } else {\n",
       "            var label = dlabels[ui.value];\n",
       "          }\n",
       "        } else {\n",
       "          var dim_val = vals[ui.value];\n",
       "          var label = dlabels[ui.value];\n",
       "        }\n",
       "        var text = $('#textInput'+id+'_'+dim);\n",
       "        text.val(label);\n",
       "        adjustFontSize(text);\n",
       "        HoloViews.index[plot_id].set_frame(dim_val, dim_idx);\n",
       "        if (Object.keys(next_vals).length > 0) {\n",
       "          var new_vals = next_vals[dim_val];\n",
       "          var next_widget = $('#_anim_widget'+id+'_'+next_dim);\n",
       "          update_widget(next_widget, new_vals);\n",
       "        }\n",
       "      }\n",
       "    });\n",
       "    slider.keypress(function(event) {\n",
       "      if (event.which == 80 || event.which == 112) {\n",
       "        var start = slider.slider(\"option\", \"value\");\n",
       "        var stop =  slider.slider(\"option\", \"max\");\n",
       "        for (var i=start; i<=stop; i++) {\n",
       "          var delay = i*delay;\n",
       "          $.proxy(function doSetTimeout(i) { setTimeout($.proxy(function() {\n",
       "            var val = {value:i};\n",
       "            slider.slider('value',i);\n",
       "            slider.slider(\"option\", \"slide\")(null, val);\n",
       "          }, slider), delay);}, slider)(i);\n",
       "        }\n",
       "      }\n",
       "      if (event.which == 82 || event.which == 114) {\n",
       "        var start = slider.slider(\"option\", \"value\");\n",
       "        var stop =  slider.slider(\"option\", \"min\");\n",
       "        var count = 0;\n",
       "        for (var i=start; i>=stop; i--) {\n",
       "          var delay = count*delay;\n",
       "          count = count + 1;\n",
       "          $.proxy(function doSetTimeout(i) { setTimeout($.proxy(function() {\n",
       "            var val = {value:i};\n",
       "            slider.slider('value',i);\n",
       "            slider.slider(\"option\", \"slide\")(null, val);\n",
       "          }, slider), delay);}, slider)(i);\n",
       "        }\n",
       "      }\n",
       "    });\n",
       "    var textInput = $('#textInput'+id+'_'+dim)\n",
       "    textInput.val(init_label);\n",
       "    adjustFontSize(textInput);\n",
       "  });\n",
       "}\n",
       "\n",
       "function init_dropdown(id, plot_id, dim, vals, value, next_vals, labels, next_dim, dim_idx, dynamic) {\n",
       "  var widget = $(\"#_anim_widget\"+id+'_'+dim);\n",
       "  widget.data('values', vals)\n",
       "  for (var i=0; i<vals.length; i++){\n",
       "    if (dynamic) {\n",
       "      var val = vals[i];\n",
       "    } else {\n",
       "      var val = i;\n",
       "    }\n",
       "    widget.append($(\"<option>\", {\n",
       "      value: val,\n",
       "      text: labels[i]\n",
       "    }));\n",
       "  };\n",
       "  widget.data(\"next_vals\", next_vals);\n",
       "  widget.val(value);\n",
       "  widget.on('change', function(event, ui) {\n",
       "    if (dynamic) {\n",
       "      var dim_val = parseInt(this.value);\n",
       "    } else {\n",
       "      var dim_val = $.data(this, 'values')[this.value];\n",
       "    }\n",
       "    var next_vals = $.data(this, \"next_vals\");\n",
       "    if (Object.keys(next_vals).length > 0) {\n",
       "      var new_vals = next_vals[dim_val];\n",
       "      var next_widget = $('#_anim_widget'+id+'_'+next_dim);\n",
       "      update_widget(next_widget, new_vals);\n",
       "    }\n",
       "    var widgets = HoloViews.index[plot_id]\n",
       "    if (widgets) {\n",
       "      widgets.set_frame(dim_val, dim_idx);\n",
       "    }\n",
       "  });\n",
       "}\n",
       "\n",
       "\n",
       "if (window.HoloViews === undefined) {\n",
       "  window.HoloViews = {}\n",
       "  window.PyViz = window.HoloViews\n",
       "} else if (window.PyViz === undefined) {\n",
       "  window.PyViz = window.HoloViews\n",
       "}\n",
       "\n",
       "\n",
       "var _namespace = {\n",
       "  init_slider: init_slider,\n",
       "  init_dropdown: init_dropdown,\n",
       "  comms: {},\n",
       "  comm_status: {},\n",
       "  index: {},\n",
       "  plot_index: {},\n",
       "  kernels: {},\n",
       "  receivers: {}\n",
       "}\n",
       "\n",
       "for (var k in _namespace) {\n",
       "  if (!(k in window.HoloViews)) {\n",
       "    window.HoloViews[k] = _namespace[k];\n",
       "  }\n",
       "}\n",
       "\n",
       "// Define Bokeh specific subclasses\n",
       "function BokehSelectionWidget() {\n",
       "  SelectionWidget.apply(this, arguments);\n",
       "}\n",
       "\n",
       "function BokehScrubberWidget() {\n",
       "  ScrubberWidget.apply(this, arguments);\n",
       "}\n",
       "\n",
       "// Let them inherit from the baseclasses\n",
       "BokehSelectionWidget.prototype = Object.create(SelectionWidget.prototype);\n",
       "BokehScrubberWidget.prototype = Object.create(ScrubberWidget.prototype);\n",
       "\n",
       "// Define methods to override on widgets\n",
       "var BokehMethods = {\n",
       "  update_cache : function(){\n",
       "    for (var index in this.frames) {\n",
       "      this.frames[index] = JSON.parse(this.frames[index]);\n",
       "    }\n",
       "  },\n",
       "  update : function(current){\n",
       "    if (current === undefined) {\n",
       "      return;\n",
       "    }\n",
       "    var data = this.frames[current];\n",
       "    if (data !== undefined) {\n",
       "      if (data.root in HoloViews.plot_index) {\n",
       "        var doc = HoloViews.plot_index[data.root].model.document;\n",
       "      } else {\n",
       "        var doc = Bokeh.index[data.root].model.document;\n",
       "      }\n",
       "      doc.apply_json_patch(data.content);\n",
       "    }\n",
       "  },\n",
       "  init_comms: function() {\n",
       "    if (Bokeh.protocol !== undefined) {\n",
       "      this.receiver = new Bokeh.protocol.Receiver()\n",
       "    } else {\n",
       "      this.receiver = null;\n",
       "    }\n",
       "    return HoloViewsWidget.prototype.init_comms.call(this);\n",
       "  },\n",
       "  process_msg : function(msg) {\n",
       "    if (this.plot_id in HoloViews.plot_index) {\n",
       "      var doc = HoloViews.plot_index[this.plot_id].model.document;\n",
       "    } else {\n",
       "      var doc = Bokeh.index[this.plot_id].model.document;\n",
       "    }\n",
       "    if (this.receiver === null) { return }\n",
       "    var receiver = this.receiver;\n",
       "    if (msg.buffers.length > 0) {\n",
       "      receiver.consume(msg.buffers[0].buffer)\n",
       "    } else {\n",
       "      receiver.consume(msg.content.data)\n",
       "    }\n",
       "    const comm_msg = receiver.message;\n",
       "    if ((comm_msg != null) && (doc != null)) {\n",
       "      doc.apply_json_patch(comm_msg.content, comm_msg.buffers)\n",
       "    }\n",
       "  }\n",
       "}\n",
       "\n",
       "// Extend Bokeh widgets with backend specific methods\n",
       "extend(BokehSelectionWidget.prototype, BokehMethods);\n",
       "extend(BokehScrubberWidget.prototype, BokehMethods);\n",
       "\n",
       "window.HoloViews.BokehSelectionWidget = BokehSelectionWidget\n",
       "window.HoloViews.BokehScrubberWidget = BokehScrubberWidget\n",
       "\n",
       "    function JupyterCommManager() {\n",
       "    }\n",
       "\n",
       "    JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n",
       "      if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n",
       "        var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n",
       "        comm_manager.register_target(comm_id, function(comm) {\n",
       "          comm.on_msg(msg_handler);\n",
       "        });\n",
       "      } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n",
       "        window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n",
       "          comm.onMsg = msg_handler;\n",
       "        });\n",
       "      }\n",
       "    }\n",
       "\n",
       "    JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n",
       "      if (comm_id in window.PyViz.comms) {\n",
       "        return window.PyViz.comms[comm_id];\n",
       "      } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n",
       "        var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n",
       "        var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n",
       "        if (msg_handler) {\n",
       "          comm.on_msg(msg_handler);\n",
       "        }\n",
       "      } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n",
       "        var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n",
       "        comm.open();\n",
       "        if (msg_handler) {\n",
       "          comm.onMsg = msg_handler;\n",
       "        }\n",
       "      }\n",
       "\n",
       "      window.PyViz.comms[comm_id] = comm;\n",
       "      return comm;\n",
       "    }\n",
       "\n",
       "    window.PyViz.comm_manager = new JupyterCommManager();\n",
       "    \n",
       "\n",
       "var JS_MIME_TYPE = 'application/javascript';\n",
       "var HTML_MIME_TYPE = 'text/html';\n",
       "var EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\n",
       "var CLASS_NAME = 'output';\n",
       "\n",
       "/**\n",
       " * Render data to the DOM node\n",
       " */\n",
       "function render(props, node) {\n",
       "  var div = document.createElement(\"div\");\n",
       "  var script = document.createElement(\"script\");\n",
       "  node.appendChild(div);\n",
       "  node.appendChild(script);\n",
       "}\n",
       "\n",
       "/**\n",
       " * Handle when a new output is added\n",
       " */\n",
       "function handle_add_output(event, handle) {\n",
       "  var output_area = handle.output_area;\n",
       "  var output = handle.output;\n",
       "  if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n",
       "    return\n",
       "  }\n",
       "  var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n",
       "  var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n",
       "  if (id !== undefined) {\n",
       "    var nchildren = toinsert.length;\n",
       "    var html_node = toinsert[nchildren-1].children[0];\n",
       "    html_node.innerHTML = output.data[HTML_MIME_TYPE];\n",
       "    var scripts = [];\n",
       "    var nodelist = html_node.querySelectorAll(\"script\");\n",
       "    for (var i in nodelist) {\n",
       "      if (nodelist.hasOwnProperty(i)) {\n",
       "        scripts.push(nodelist[i])\n",
       "      }\n",
       "    }\n",
       "\n",
       "    scripts.forEach( function (oldScript) {\n",
       "      var newScript = document.createElement(\"script\");\n",
       "      var attrs = [];\n",
       "      var nodemap = oldScript.attributes;\n",
       "      for (var j in nodemap) {\n",
       "        if (nodemap.hasOwnProperty(j)) {\n",
       "          attrs.push(nodemap[j])\n",
       "        }\n",
       "      }\n",
       "      attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n",
       "      newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n",
       "      oldScript.parentNode.replaceChild(newScript, oldScript);\n",
       "    });\n",
       "    if (JS_MIME_TYPE in output.data) {\n",
       "      toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n",
       "    }\n",
       "    output_area._hv_plot_id = id;\n",
       "    if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n",
       "      window.PyViz.plot_index[id] = Bokeh.index[id];\n",
       "    } else {\n",
       "      window.PyViz.plot_index[id] = null;\n",
       "    }\n",
       "  } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n",
       "    var bk_div = document.createElement(\"div\");\n",
       "    bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n",
       "    var script_attrs = bk_div.children[0].attributes;\n",
       "    for (var i = 0; i < script_attrs.length; i++) {\n",
       "      toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n",
       "    }\n",
       "    // store reference to server id on output_area\n",
       "    output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n",
       "  }\n",
       "}\n",
       "\n",
       "/**\n",
       " * Handle when an output is cleared or removed\n",
       " */\n",
       "function handle_clear_output(event, handle) {\n",
       "  var id = handle.cell.output_area._hv_plot_id;\n",
       "  var server_id = handle.cell.output_area._bokeh_server_id;\n",
       "  if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n",
       "  var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n",
       "  if (server_id !== null) {\n",
       "    comm.send({event_type: 'server_delete', 'id': server_id});\n",
       "    return;\n",
       "  } else if (comm !== null) {\n",
       "    comm.send({event_type: 'delete', 'id': id});\n",
       "  }\n",
       "  delete PyViz.plot_index[id];\n",
       "  if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n",
       "    var doc = window.Bokeh.index[id].model.document\n",
       "    doc.clear();\n",
       "    const i = window.Bokeh.documents.indexOf(doc);\n",
       "    if (i > -1) {\n",
       "      window.Bokeh.documents.splice(i, 1);\n",
       "    }\n",
       "  }\n",
       "}\n",
       "\n",
       "/**\n",
       " * Handle kernel restart event\n",
       " */\n",
       "function handle_kernel_cleanup(event, handle) {\n",
       "  delete PyViz.comms[\"hv-extension-comm\"];\n",
       "  window.PyViz.plot_index = {}\n",
       "}\n",
       "\n",
       "/**\n",
       " * Handle update_display_data messages\n",
       " */\n",
       "function handle_update_output(event, handle) {\n",
       "  handle_clear_output(event, {cell: {output_area: handle.output_area}})\n",
       "  handle_add_output(event, handle)\n",
       "}\n",
       "\n",
       "function register_renderer(events, OutputArea) {\n",
       "  function append_mime(data, metadata, element) {\n",
       "    // create a DOM node to render to\n",
       "    var toinsert = this.create_output_subarea(\n",
       "    metadata,\n",
       "    CLASS_NAME,\n",
       "    EXEC_MIME_TYPE\n",
       "    );\n",
       "    this.keyboard_manager.register_events(toinsert);\n",
       "    // Render to node\n",
       "    var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n",
       "    render(props, toinsert[0]);\n",
       "    element.append(toinsert);\n",
       "    return toinsert\n",
       "  }\n",
       "\n",
       "  events.on('output_added.OutputArea', handle_add_output);\n",
       "  events.on('output_updated.OutputArea', handle_update_output);\n",
       "  events.on('clear_output.CodeCell', handle_clear_output);\n",
       "  events.on('delete.Cell', handle_clear_output);\n",
       "  events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n",
       "\n",
       "  OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n",
       "    safe: true,\n",
       "    index: 0\n",
       "  });\n",
       "}\n",
       "\n",
       "if (window.Jupyter !== undefined) {\n",
       "  try {\n",
       "    var events = require('base/js/events');\n",
       "    var OutputArea = require('notebook/js/outputarea').OutputArea;\n",
       "    if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n",
       "      register_renderer(events, OutputArea);\n",
       "    }\n",
       "  } catch(err) {\n",
       "  }\n",
       "}\n",
       "</script>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import adaptive\n",
    "adaptive.notebook_extension(_inline_js=False)\n",
    "\n",
    "import holoviews as hv\n",
    "import numpy as np\n",
    "\n",
    "def dynamicmap_to_holomap(dm):\n",
    "    # XXX: change when https://github.com/ioam/holoviews/issues/3085\n",
    "    # is fixed.\n",
    "    vals = {d.name: d.values for d in dm.dimensions() if d.values}\n",
    "    return hv.HoloMap(dm.select(**vals))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "def sphere(xyz):\n",
    "    x, y, z = xyz\n",
    "    a = 0.4\n",
    "    return x + z**2 + np.exp(-(x**2 + y**2 + z**2 - 0.75**2)**2/a**4)\n",
    "\n",
    "learner = adaptive.LearnerND(sphere, bounds=[(-1, 1), (-1, 1), (-1, 1)])\n",
    "runner = adaptive.Runner(learner, goal=lambda l: l.loss() < 1e-3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "await runner.task  # This is not needed in a notebook environment!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "2e09b62ab59a4d17b127d93b956558ae",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "HBox(children=(HTML(value='\\n        <dl>\\n        <dt class=\"ignore-css\">status</dt><dd><font color=\"green\">f…"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "runner.live_info()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div class=\"hololayout row row-fluid\">\n",
       "  <div class=\"holoframe\" id=\"display_area9cd66a64100a40e3baf1d36a44ea0839\">\n",
       "    <div id=\"_anim_img9cd66a64100a40e3baf1d36a44ea0839\">\n",
       "      \n",
       "      <div id='1003' style='display: table; margin: 0 auto;'>\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "  <div class=\"bk-root\" id=\"7b98a073-07a5-4ffa-a63d-b1006e366283\" data-root-id=\"1003\"></div>\n",
       "</div>\n",
       "      \n",
       "    </div>\n",
       "  </div>\n",
       "  <div class=\"holowidgets\" id=\"widget_area9cd66a64100a40e3baf1d36a44ea0839\">\n",
       "    <form class=\"holoform well\" id=\"form9cd66a64100a40e3baf1d36a44ea0839\">\n",
       "      \n",
       "      \n",
       "      <div class=\"form-group control-group holoformgroup\" style=''>\n",
       "        <label for=\"textInput9cd66a64100a40e3baf1d36a44ea0839_val\">\n",
       "          <strong>val:</strong>\n",
       "        </label>\n",
       "        <div class=\"holowell\">\n",
       "          <div class=\"hologroup\">\n",
       "            <input type=\"text\" class=\"holotext form-control input-small\"\n",
       "                   id=\"textInput9cd66a64100a40e3baf1d36a44ea0839_val\" value=\"\" readonly>\n",
       "          </div>\n",
       "          <div class=\"holoslider\"\n",
       "               id=\"_anim_widget9cd66a64100a40e3baf1d36a44ea0839_val\"></div>\n",
       "        </div>\n",
       "      </div>\n",
       "      \n",
       "        \n",
       "      \n",
       "        <div class=\"form-group control-group holoformgroup\" style=''>\n",
       "          <label for=\"textInput9cd66a64100a40e3baf1d36a44ea0839_direction\"><strong>direction:</strong></label>\n",
       "          <select class=\"holoselect form-control\" id=\"_anim_widget9cd66a64100a40e3baf1d36a44ea0839_direction\" >\n",
       "          </select>\n",
       "        </div>\n",
       "        \n",
       "        \n",
       "        </form>\n",
       "    </div>\n",
       "</div>\n",
       "<script type=\"application/javascript\">/* Instantiate the BokehSelectionWidget class. */\n",
       "/* The IDs given should match those used in the template above. */\n",
       "var widget_ids = new Array(2);\n",
       "\n",
       "\n",
       "widget_ids[0] = \"_anim_widget9cd66a64100a40e3baf1d36a44ea0839_val\";\n",
       "\n",
       "widget_ids[1] = \"_anim_widget9cd66a64100a40e3baf1d36a44ea0839_direction\";\n",
       "\n",
       "\n",
       "function create_widget() {\n",
       "  var frame_data = {\"0\": \"{\\\"content\\\":{\\\"events\\\":[{\\\"attr\\\":\\\"text\\\",\\\"kind\\\":\\\"ModelChanged\\\",\\\"model\\\":{\\\"id\\\":\\\"1004\\\",\\\"type\\\":\\\"Title\\\"},\\\"new\\\":\\\"val: -1, direction: 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9tkk0022fI/GV100UUX8z9XVVVVVVXzP5VNNtlkk/M/00UXXXTR8z8QPvjggw/0P0822WSTTfQ/iy666KKL9D+KeTtDYt70P5cCtX6lQPU/VKDWrxSo9T8QPvjggw/2P83bGRLzdvY/ink7Q2Le9j9GF1100UX3PwS1fqVArfc/wFKg1q8U+D988MEHH3z4PzqO4ziO4/g/9isFav1K+T+yySabbLL5PyibbLLJJtu/MW9nSMzb2b86Q2LezpDYv0UXXXTRRde/TutXCtT61b9Yv1Kg1q/Uv2GTTTbZZNO/amdIzNsZ0r9zO0Ni3s7Qv/gefPDBB8+/DsdxHMdxzL8gb2dIzNvJvzIXXXTRRce/Rb9SoNavxL9XZ0jM2xnCv94efPDBB7+//m5nSMzbub8uv1Kg1q+0v6wefPDBB6+//L5SoNavpL+YvlKg1q+UvwAAAAAAAMk8CMBSoNavlD/Ev1Kg1q+kP2QffPDBB68/inTRRRddtD9q+OCDDz64P0h88MEHH7w/EwAAAAAAwD8AwgcffPDBP+6DDz744MM/3kUXXXTRxT/NBx988MHHP7zJJptsssk/rIsuuuiiyz+bTTbZZJPNP43MKVOg1s8/RYQElE020T9CInT+SoHSP74jyWhIzNM/tE/O0kUX1T+qe9M8Q2LWP56n2KZArdc/lNPdED742D+K/+J6O0PaP4Ar6OQ4jts/d1ftTjbZ3D9sg/K4MyTeP2Cv9yIxb98/q21+Rhdd4D8kZ2b7lQLhPx3EM7AUqOE/EyEBZZNN4j/54IMPPvjiP7XJJptssuM/b7LJJpts5D8qm2yyySblP+SDDz744OU/nmyyySab5j9ZVVVVVVXnPxI++OCDD+g/ziabbLLJ6D+IDz744IPpP0L44IMPPuo//OCDDz746j+2ySabbLLrP3KyySabbOw/K5tssskm7T/ogw8++ODtP6Bssskmm+4/XFVVVVVV7z8LH3zwwQfwP2eTTTbZZPA/xgcffPDB8D8ifPDBBx/xP2iTTTbZZPE/posuuuii8T/jgw8++ODxPyJ88MEHH/I/X3TRRRdd8j+dbLLJJpvyP9tkk0022fI/GV100UUX8z9WVVVVVVXzP5RNNtlkk/M/0kUXXXTR8z/QkJi3MyT0P83bGRLzdvQ/yyabbLLJ9D/YrxSo9Sv1P5RNNtlkk/U/UOtXCtT69T8OiXk7Q2L2P8omm2yyyfY/iMS8nSEx9z9EYt7OkJj3PwAAAAAAAPg/vp0hMW9n+D96O0Ni3s74PzbZZJNNNvk/Fl100UUX3b8fMW9nSMzbvygFav1Kgdq/M9lkk0022b88rV8pUOvXv0aBWr9SoNa/T1VVVVVV1b9YKVDrVwrUv2H9SoFav9K/atFFF1100b91pUCtXynQv/zydobEvM2/Dptssskmy78hQ2LezpDIvzPrVwrU+sW/SZNNNtlkw79ZO0Ni3s7Av+LGcRzHcby/ChdddNFFt78yZ0jM2xmyv7RuZ0jM26m/CB588MEHn7+QvVKg1q+Ev3DBUqDWr4Q/+B988MEHnz+s2WSTTTapP7TwwQcffLA/lHTRRRddtD9y+OCDDz64P0p88MEHH7w/FAAAAAAAwD8EwgcffPDBP/ODDz744MM/4kUXXXTRxT/RBx988MHHP8aGEvYrBco/v8LxyiabzD+7/tCfITHPP1wdWDqO49A/WbvHpIsu0j/VvBwPiXnTP8roIXmGxNQ/vxQn44MP1j+1QCxNgVrXP6tsMbd+pdg/oZg2IXzw2T+WxDuLeTvbP43wQPV2htw/gRxGX3TR3T92SEvJcRzfP7SdjZm3M+A/rfpaTjbZ4D+jVygDtX7hP5i09bczJOI/kRHDbLLJ4j940UUXXXTjPzS66KKLLuQ/7aKLLrro5D+miy666KLlP2J00UUXXeY/HF100UUX5z/XRRdddNHnP5Euuuiii+g/TBdddNFF6T8GAAAAAADqP8Dooosuuuo/e9FFF1106z80uuiiiy7sP/Giiy666Ow/qosuuuii7T9mdNFFF13uPyBddNFFF+8/2EUXXXTR7z9KF1100UXwP6eLLrroovA/7aKLLrro8D8qm2yyySbxP2iTTTbZZPE/posuuuii8T/kgw8++ODxPyJ88MEHH/I/YHTRRRdd8j+ebLLJJpvyP9tkk0022fI/GV100UUX8z8XqPUrBWrzPxPzdobEvPM/Ej744IMP9D8OiXk7Q2L0PwzU+pUCtfQ/GF100UUX9T/V+pUCtX71P5KYtzMk5vU/TjbZZJNN9j8M1PqVArX2P8hxHMdxHPc/hA8++OCD9z9CrV8pUOv3P/5KgVq/Uvg/uuiiiy66+D8KH3zwwQffvxPzdobEvN2/HMdxHMdx3L8nm2yyySbbvzBvZ0jM29m/OkNi3s6Q2L9DF1100UXXv0zrVwrU+tW/Vb9SoNav1L9ek0022WTTv2lnSMzbGdK/cjtDYt7O0L/2HnzwwQfPvwnHcRzHccy/G29nSMzbyb8xF1100UXHv0C/UqDWr8S/WGdIzNsZwr/YHnzwwQe/vwBvZ0jM27m/KL9SoNavtL+gHnzwwQevvwC/UqDWr6S/gL5SoNavlL8AAAAAAADIPCiUTTbZZJM/0NFFF110oT+M2WSTTTapP6bwwQcffLA/fnTRRRddtD9c+OCDDz64Pzt88MEHH7w/DAAAAAAAwD/8wQcffPDBP/NA+5i3M8Q/7nzabbLJxj/muLlCrV/JP+H0mBeo9cs/3TB47KKLzj9ttqvgzpDQP2tUG0vM29E/5lVwtckm0z/agXUfx3HUP9CteonEvNU/xtl/88EH1z+8BYVdv1LYP7Ixise8ndk/qF2PMbro2j+ciZSbtzPcP5K1mQW1ft0/hKhpb7LJ3j86MYLsVwrgPzCOT6HWr+A/JuscVlVV4T8eSOoK1PrhPxSlt79SoOI/DQKFdNFF4z/0wQcffPDjP62qqqqqquQ/aJNNNtlk5T8ifPDBBx/mP95kk0022eY/mE022WST5z9TNtlkk03oPwwffPDBB+k/xgcffPDB6T+C8MEHH3zqPzvZZJNNNus/98EHH3zw6z+wqqqqqqrsP2yTTTbZZO0/JnzwwQcf7j/eZJNNNtnuP5tNNtlkk+8/Kptssskm8D9wsskmm2zwP66qqqqqqvA/66KLLrro8D8qm2yyySbxP2eTTTbZZPE/pYsuuuii8T/jgw8++ODxPyF88MEHH/I/X3TRRRdd8j9bv1Kg1q/yP1kK1PqVAvM/VlVVVVVV8z9ToNavFKjzP1DrVwrU+vM/TjbZZJNN9D9LgVq/UqD0P1gK1PqVAvU/Faj1KwVq9T/SRRdddNH1P4/jOI7jOPY/S4Fav1Kg9j8IH3zwwQf3P8W8nSExb/c/gVq/UqDW9z8++OCDDz74P3zwwQcffOC/AbV+pUCt378KiXk7Q2LevxVddNFFF92/HjFvZ0jM278oBWr9SoHavzHZZJNNNtm/Oq1fKVDr179DgVq/UqDWv0xVVVVVVdW/VylQ61cK1L9g/UqBWr/Sv2nRRRdddNG/cqVArV8p0L/38naGxLzNvw2bbLLJJsu/HENi3s6QyL8y61cK1PrFv0aTTTbZZMO/WjtDYt7OwL/cxnEcx3G8vwQXXXTRRbe/NGdIzNsZsr+obmdIzNupvxAefPDBB5+/UBVddNFFh7+AJnzwwQdvP0iUTTbZZJM/4NFFF110oT+U2WSTTTapP6jwwQcffLA/hnTRRRddtD9l+OCDDz64P1H2x3eGxLw/JDfDED74wD8gc6LlOI7DPxevgbozJMY/Eutgjy66yD8PJ0BkKVDLPwtjHzkk5s0/hE//hg8+0D+B7W7xDInRP/ruw1sK1NI/8RrJxQcf1D/mRs4vBWrVP91y05kCtdY/0p7YAwAA2D/Jyt1t/UrZP7324tf6ldo/syLoQfjg2z+kFbir9SvdP5XPUhXzdt4/gYntfvDB3z+2IUT0dobgP69+Ean1K+E/pdveXXTR4T+dOKwS83biP5OVecdxHOM/ivJGfPDB4z9ysskmm2zkPyybbLLJJuU/54MPPvjg5T+hbLLJJpvmP1xVVVVVVec/Fj744IMP6D/QJptsssnoP4sPPvjgg+k/RPjggw8+6j8A4YMPPvjqP7rJJptssus/drLJJpts7D8wm2yyySbtP+iDDz744O0/pGyyySab7j9eVVVVVVXvP+qDDz744O8/Mrrooosu8D9wsskmm2zwP66qqqqqqvA/7KKLLrro8D8qm2yyySbxP2iTTTbZZPE/posuuuii8T+j1q8UqPXxP6AhMW9nSPI/nWyyySab8j+atzMk5u3yP5gCtX6lQPM/lU022WST8z+SmLczJObzP4/jOI7jOPQ/jS666KKL9D+atzMk5u30P1ZVVVVVVfU/FPN2hsS89T/QkJi3MyT2P4wuuuiii/Y/SszbGRLz9j8Gav1KgVr3P8IHH3zwwfc/dNFFF1104b95O0Ni3s7gv36lQK1fKeC/Bh988MEH378Q83aGxLzdvxjHcRzHcdy/Iptssskm278rb2dIzNvZvzRDYt7OkNi/PRdddNFF179I61cK1PrVv1G/UqDWr9S/WpNNNtlk079kZ0jM2xnSv2w7Q2LeztC/7x588MEHz7/+xnEcx3HMvxRvZ0jM28m/JhdddNFFx786v1Kg1q/Ev05nSMzbGcK/xB588MEHv7/0bmdIzNu5vxS/UqDWr7S/iB588MEHr7/UVFVVVVWlvzCabLLJJpu/cBVddNFFh78AJnzwwQdvPyCUTTbZZJM/0NFFF110oT+M2WSTTTapP65qmb2dIbE/qeJXZ5NNtj+hWhYRiXm7P0xpal2/UsA/RKVJMrrowj8/4SgHtX7FPzodCNyvFMg/N1nnsKqqyj8zlcaFpUDNPy/RpVqg1s8/lIbCl0020T8OiBcCS4HSPwW0HGxIzNM/+t8h1kUX1T/xCydAQ2LWP+Y3LKpArdc/2mMxFD742D/RjzZ+O0PaP8KCBug4jts/sjyhUTbZ3D+e9ju7MyTeP4uw1iQxb98/PrU4Rxdd4D80Egb8lQLhPyxv07AUqOE/IsygZZNN4j8YKW4aEvPiPxCGO8+QmOM/BuMIhA8+5D/voosuuujkP6mLLrroouU/ZHTRRRdd5j8eXXTRRRfnP9hFF1100ec/ky666KKL6D9MF1100UXpPwgAAAAAAOo/wuiiiy666j9+0UUXXXTrPzi66KKLLuw/8KKLLrro7D+siy666KLtP2Z00UUXXe4/8qKLLrro7j9sk0022WTvP+iDDz744O8/Mrrooosu8D9wsskmm2zwP66qqqqqqvA/7KKLLrro8D/p7QyJeTvxP+Y4juM4jvE/4oMPPvjg8T/gzpCYtzPyP94ZEvN2hvI/22STTTbZ8j/YrxSo9SvzP9b6lQK1fvM/00UXXXTR8z/PkJi3MyT0P83bGRLzdvQ/2mSTTTbZ9D+YArV+pUD1P1Og1q8UqPU/ED744IMP9j/O2xkS83b2P4l5O0Ni3vY/RhdddNFF9z9tsskmm2ziv3Ecx3Ecx+G/dobEvJ0h4b988MEHH3zgvwC1fqVArd+/Col5O0Ni3r8TXXTRRRfdvxwxb2dIzNu/JQVq/UqB2r8u2WSTTTbZvzmtXylQ69e/QoFav1Kg1r9LVVVVVVXVv1QpUOtXCtS/Xv1KgVq/0r9o0UUXXXTRv3ClQK1fKdC/9vJ2hsS8zb8Im2yyySbLvxpDYt7OkMi/LutXCtT6xb9Ck0022WTDv1o7Q2LezsC/1MZxHMdxvL8EF1100UW3vyyyySabbLK/mFx00UUXrb/cVFVVVVWlv0CabLLJJpu/wBVddNFFh7/AJHzwwQdvP0t8qw3U+pU/DK5SWlVVpT8Ens+tQK2vP/lGpgCWArU/775kqosuuj/gNiNUgVq/P2zX8H47Q8I/ZxPQUzbZxD9iT68oMW/HP1+Ljv0rBco/W8dt0iabzD9TA02nITHPP6cfFj6O49A/IiFrqIsu0j8YTXASiXnTPw55dXyGxNQ/BKV65oMP1j/40H9QgVrXP+78hLp+pdg/4O9UJHzw2T/Rqe+NeTvbP71jivd2htw/qR0lYXTR3T+Z17/KcRzfP8NILZq3M+A/u6X6TjbZ4D+xAsgDtX7hP6dflbgzJOI/n7xibbLJ4j+VGTAiMW/jP412/davFOQ/hNPKiy665D9sk0022WTlPyZ88MEHH+Y/4GSTTTbZ5j+bTTbZZJPnP1Q22WSTTeg/EB988MEH6T/KBx988MHpP4bwwQcffOo/P9lkk0026z/4wQcffPDrP7Sqqqqqquw/bpNNNtlk7T/6wQcffPDtP3WyySabbO4/8KKLLrro7j9tk0022WTvP+iDDz744O8/Mrrooosu8D8vBWr9SoHwPyxQ61cK1PA/KZtssskm8T8m5u0MiXnxPyQxb2dIzPE/IXzwwQcf8j8ex3Ecx3HyPxsS83aGxPI/GV100UUX8z8VqPUrBWrzPxLzdobEvPM/ED744IMP9D8NiXk7Q2L0PxsS83aGxPQ/168UqPUr9T+UTTbZZJP1P1HrVwrU+vU/DYl5O0Ni9j/KJptsssn2P2aTTTbZZOO/av1KgVq/4r9uZ0jM2xniv3XRRRdddOG/eTtDYt7O4L99pUCtXyngvwQffPDBB9+/DfN2hsS83b8Wx3Ecx3Hcvx+bbLLJJtu/Km9nSMzb2b8zQ2LezpDYvzwXXXTRRde/RutXCtT61b9Ov1Kg1q/Uv1qTTTbZZNO/YWdIzNsZ0r9sO0Ni3s7Qv+oefPDBB8+//MZxHMdxzL8Ob2dIzNvJvyIXXXTRRce/Or9SoNavxL9KZ0jM2xnCv8QefPDBB7+/7Lnooosuur8ONtlkk022vy6yySabbLK/oFx00UUXrb/wVFVVVVWlvzCyDtvOkJi/wJKmoMEHb7+FDeVy3s6QP7V274xav6I/pWZs4EUXrT9Kq/SZmLezPzgjs0OO47g/MZtx7YMPvj+UCZjLvJ3BP5BFd6C3M8Q/i4FWdbLJxj+HvTVKrV/JP3/5FB+o9cs/fTX086KLzj+7uGnkzpDQPza6vk7M29E/LObDuMkm0z8iEskix3HUPxY+zozEvNU/DGrT9sEH1z/+XKNgv1LYP+8WPsq8ndk/29DYM7ro2j/HinOdtzPcP7dEDge1ft0/o/6ocLLJ3j9K3CHtVwrgP0A576HWr+A/Npa8VlVV4T8u84kL1PrhPyRQV8BSoOI/HK0kddFF4z8SCvIpUOvjPwpnv97OkOQ/AMSMk0025T/ogw8++ODlP6Nssskmm+Y/XVVVVVVV5z8ZPvjggw/oP9Imm2yyyeg/jQ8++OCD6T9H+OCDDz7qPwDhgw8++Oo/vMkmm2yy6z92sskmm2zsPwLhgw8++Ow/fdFFF1107T/4wQcffPDtP3SyySabbO4/8KKLLrro7j/sOI7jOI7vP3JnSMzbGfA/cLLJJpts8D9t/UqBWr/wP2pIzNsZEvE/Z5NNNtlk8T9k3s6QmLfxP2IpUOtXCvI/X3TRRRdd8j9dv1Kg1q/yP1oK1PqVAvM/VlVVVVVV8z9VoNavFKjzP1HrVwrU+vM/TjbZZJNN9D9bv1Kg1q/0PxdddNFFF/U/1PqVArV+9T+RmLczJOb1P0022WSTTfY/XnTRRRdd5L9j3s6QmLfjv2dIzNsZEuO/bbLJJpts4r9yHMdxHMfhv3aGxLydIeG/evDBBx984L/+tH6lQK3fvweJeTtDYt6/EF100UUX3b8bMW9nSMzbvyQFav1Kgdq/Ldlkk0022b82rV8pUOvXv0CBWr9SoNa/SlVVVVVV1b9SKVDrVwrUv139SoFav9K/ZtFFF1100b9vpUCtXynQv/DydobEvM2/A5tssskmy78bQ2LezpDIvyvrVwrU+sW/Q5NNNtlkw7/W4IMPPvjAv849+OCDD76/8Lnooosuur8QNtlkk022vyo48nAcx7G/aIBnjk02qb/0INV1xLydv0eCtp3bGYK/kD09sNFFhz9VP4y/XymgP0UvCRNLgao/kg9DM5tssj+IhwHdkJi3P4H/v4aGxLw/vDs/GD74wD+3dx7tOI7DP7Oz/cEzJMY/rO/cli66yD+oK7xrKVDLP6Jnm0Ak5s0/z1G9ig8+0D9KUxL1DInRP0B/F18K1NI/NKscyQcf1D8q1yEzBWrVPxzK8ZwCtdY/DYSMBgAA2D/4PSdw/UrZP+X3wdn6ldo/1rFcQ/jg2z/Ba/es9SvdP7Ilkhbzdt4/nt8sgPDB3z/FzOP0dobgP70psan1K+E/s4Z+XnTR4T+r40sT83biP6FAGchxHOM/mp3mfPDB4z+Q+rMxb2fkP4ZXgebtDOU/fbROm2yy5T9kdNFFF13mPyBddNFFF+c/2kUXXXTR5z+VLrrooovoP08XXXTRRek/CAAAAAAA6j/E6KKLLrrqP37RRRdddOs/CgAAAAAA7D+F8MEHH3zsPwDhgw8++Ow/fNFFF1107T92Z0jM2xnuP3L9SoFav+4/bJNNNtlk7z+0FKj1KwXwP7BfKVDrV/A/raqqqqqq8D+r9SsFav3wP6hArV8pUPE/pYsuuuii8T+i1q8UqPXxP6AhMW9nSPI/nGyyySab8j+atzMk5u3yP5cCtX6lQPM/lE022WST8z+SmLczJObzP4/jOI7jOPQ/m2yyySab9D9YCtT6lQL1PxSo9SsFavU/0UUXXXTR9T9VVVVVVVXlv1m/UqDWr+S/XilQ61cK5L9kk0022WTjv2j9SoFav+K/bWdIzNsZ4r9x0UUXXXThv3Y7Q2LezuC/eqVArV8p4L/+HnzwwQffvwnzdobEvN2/EsdxHMdx3L8bm2yyySbbvyRvZ0jM29m/LkNi3s6Q2L84F1100UXXv0DrVwrU+tW/S79SoNav1L9Uk0022WTTv11nSMzbGdK/ZjtDYt7O0L/fHnzwwQfPv/XGcRzHccy/BW9nSMzbyb8dF1100UXHv7Bkk0022cS/waKLLrrowr/S4IMPPvjAv7nDICsFar2/x0tigQ8+uL/R06PXGRKzv7S3yltIzKu/zMdNCF10ob9gX0PTxnGMv+DAYPXM23k/EhBS5Mkmmz/l96VFUOunP+xzkcydIbE/5OtPdpNNtj/ZYw4giXm7P+ht5mS/UsA/5anFObrowj/d5aQOtX7FP9ohhOOvFMg/011juKqqyj/OmUKNpUDNP8rVIWKg1s8/Yexlm0020T9VGGsFS4HSP0tEcG9IzNM/PDdA2UUX1T8t8dpCQ2LWPxmrdaxArdc/BWUQFj742D/2Hqt/O0PaP+LYRek4jts/0pLgUjbZ3D++THu8MyTeP6sGFiYxb98/TWDYRxdd4D9DvaX8lQLhPzwac7EUqOE/MndAZpNN4j8q1A0bEvPiPyAx28+QmOM/Fo6ohA8+5D8O63U5juPkPwRIQ+4MieU//KQQo4su5j/kZJNNNtnmP59NNtlkk+c/WTbZZJNN6D8SH3zwwQfpP84HH3zwwek/h/DBBx986j8SH3zwwQfrP44PPvjgg+s/CgAAAAAA7D8ElgK1fqXsP/4rBWr9Su0/+sEHH3zw7T/0VwrU+pXuP+7tDIl5O+8/6YMPPvjg7z/xDIl5O0PwP+5XCtT6lfA/7KKLLrro8D/q7QyJeTvxP+Y4juM4jvE/5IMPPvjg8T/hzpCYtzPyP90ZEvN2hvI/22STTTbZ8j/YrxSo9SvzP9b6lQK1fvM/0kUXXXTR8z/QkJi3MyT0P9wZEvN2hvQ/mbczJObt9D9WVVVVVVX1P0822WSTTea/U6DWrxSo5b9YCtT6lQLlv1500UUXXeS/Yt7OkJi3479nSMzbGRLjv2yyySabbOK/cBzHcRzH4b90hsS8nSHhv3nwwQcffOC//bR+pUCt378GiXk7Q2Levw9ddNFFF92/GDFvZ0jM278iBWr9SoHavyzZZJNNNtm/NK1fKVDr178/gVq/UqDWv0hVVVVVVdW/USlQ61cK1L9a/UqBWr/Sv2TRRRdddNG/bqVArV8p0L/r8naGxLzNvwObbLLJJsu/l+iiiy66yL+nJptsssnGv7Cnp/J2hsS/tWvIHXzwwb96X9KRArW+v4LnE+gMibm/i29VPhddtL8u7y0pQ2Kuvzz/sNVXCqS/mB5oBNlkk7+AFBwp2q9UPwqhi0nU+pU/ccBCeFVVpT9fsL/LQK2vPyhQng+WArU/IchcuYsuuj8XQBtjgVq/PwXcbIY7Q8I/ARhMWzbZxD/5UyswMW/HP/aPCgUsBco/8svp2SabzD/uB8muITHPP3GFuUGO49A/ZrG+q4su0j9YpI4ViXnTP0leKX+GxNQ/NBjE6IMP1j8h0l5SgVrXPxGM+bt+pdg//kWUJXzw2T/u/y6PeTvbP9q5yfh2htw/xnNkYnTR3T+2Lf/LcRzfP9HzzJq3M+A/yVCaTzbZ4D+/rWcEtX7hP7gKNbkzJOI/rmcCbrLJ4j+kxM8iMW/jP5shndevFOQ/kn5qjC665D+K2zdBrV/lP4A4BfYrBeY/eJXSqqqq5j9fVVVVVVXnPxg++OCDD+g/1CabbLLJ6D+ODz744IPpPxo++OCDD+o/lC666KKL6j+OxLydITHrP4pav1Kg1us/hPDBBx987D+AhsS8nSHtP3gcx3Ecx+0/dLLJJpts7j9uSMzbGRLvP2jezpCYt+8/Mrrooosu8D8uBWr9SoHwPyxQ61cK1PA/KZtssskm8T8n5u0MiXnxPyMxb2dIzPE/IHzwwQcf8j8ex3Ecx3HyPxoS83aGxPI/GF100UUX8z8WqPUrBWrzPxLzdobEvPM/ET744IMP9D8cx3Ecx3H0P9hkk0022fQ/RhdddNFF579LgVq/UqDmv0/rVwrU+uW/VVVVVVVV5b9av1Kg1q/kv14pUOtXCuS/YpNNNtlk479n/UqBWr/iv2xnSMzbGeK/cNFFF1104b92O0Ni3s7gv3qlQK1fKeC//R588MEH378G83aGxLzdvxDHcRzHcdy/Gptssskm278ib2dIzNvZvy1DYt7OkNi/NhdddNFF178/61cK1PrVv0i/UqDWr9S/UpNNNtlk079cZ0jM2xnSv2Q7Q2LeztC/3R588MEHz79xbLLJJpvMv3vtvk/rV8q/f7HfevDBx7+EdQCm9SvFv4w5IdH6lcK/IfuD+P//v78og8VOCtS6vzULB6UUqLW/OpNI+x58sL+INhSjUqCmvzCNLp/OkJi/gGulwb8Hb79qMsWu3s6QPyWJ36pav6I/F3lc/kUXrT+CtOyomLezP3ssq1KO47g/a6Rp/IMPvj8yDhTTvJ3BPytK86e3M8Q/KIbSfLLJxj8kwrFRrV/JPx7+kCao9cs/Fjpw+6KLzj+HHg3ozpDQP3gR3VHM29E/act3u8km0z9VhRIlx3HUP0I/rY7EvNU/MvlH+MEH1z8es+Jhv1LYPw5tfcu8ndk/+iYYNbro2j/m4LKetzPcP9aaTQi1ft0/wlTocbLJ3j9Zh8HtVwrgP1DkjqLWr+A/SEFcV1VV4T8+nikM1PrhPzT79sBSoOI/LFjEddFF4z8itZEqUOvjPxoSX9/OkOQ/EG8slE025T8IzPlIzNvlP/8ox/1KgeY/9IWUsskm5z/dRRdddNHnP5cuuuiii+g/Il100UUX6T8d83aGxLzpPxaJeTtDYuo/Eh988MEH6z8MtX6lQK3rPwdLgVq/Uuw/AeGDDz747D/8dobEvJ3tP/YMiXk7Q+4/8KKLLrro7j/rOI7jOI7vP3JnSMzbGfA/cLLJJpts8D9t/UqBWr/wP2pIzNsZEvE/Z5NNNtlk8T9k3s6QmLfxP2IpUOtXCvI/X3TRRRdd8j9dv1Kg1q/yP1kK1PqVAvM/VlVVVVVV8z9UoNavFKjzP1HrVwrU+vM/XXTRRRdd9D/AUqDWrxTov8S8nSExb+e/yCabbLLJ5r/PkJi3MyTmv9P6lQK1fuW/12STTTbZ5L/czpCYtzPkv+E4juM4juO/5aKLLrro4r/qDIl5O0Piv+92hsS8neG/9OCDDz744L/4SoFav1Lgv/pp/UqBWt+/Aj744IMP3r8OEvN2hsTcvxXm7QyJedu/ILrooosu2r8pjuM4juPYvzJi3s6QmNe/OzbZZJNN1r9ECtT6lQLVv1DezpCYt9O/VrLJJpts0r9ihsS8nSHRvzQRna4Qrc+/OdW92RUXzb89md4EG4HKv0Jd/y8g68e/SiEgWyVVxb9O5UCGKr/Cv1KpYbEvKcC/rtoEuWkmu7+3YkYPdPq1v77qh2V+zrC/juWSdxFFp79f6ytITNqZvw4uyITWqXS/uaiPC8IKjz8a2mDWmxqiPwzK3SmHcqw//FytPjllsz/t1GvoLpG4P+NMKpIkvb0/bmL0HY10wT9pntPyhwrEP2XasseCoMY/YBaSnH02yT9YUnFxeMzLP1SOUEZzYs4/CUs+gCF80D/5BNnpHsfRP+W+c1McEtM/0ngOvRld1D/CMqkmF6jVP67sQ5AU89Y/nqbe+RE+2D+KYHljD4nZP3YaFM0M1No/ZtSuNgof3D9TjkmgB2rdP0NI5AkFtd4/GIG/OQEA4D8P3ozuf6XgPwU7WqP+SuE//JcnWH3w4T/09PQM/JXiP+lRwsF6O+M/4q6Pdvng4z/YC10reIbkP9BoKuD2K+U/xsX3lHXR5T+9IsVJ9HbmP7R/kv5yHOc/q9xfs/HB5z9pdNFFF13oP2MK1PqVAuk/XKDWrxSo6T9YNtlkk03qP1HM2xkS8+o/TWLezpCY6z9G+OCDDz7sP0KO4ziO4+w/PCTm7QyJ7T81uuiiiy7uPzJQ61cK1O4/KubtDIl57z8TPvjggw/wPxCJeTtDYvA/DtT6lQK18D8KH3zwwQfxPwhq/UqBWvE/BbV+pUCt8T8CAAAAAADyP/9KgVq/UvI//JUCtX6l8j/44IMPPvjyP/YrBWr9SvM/83aGxLyd8z+g1q8UqPXzP72dITFvZ+i/wQcffPDB57/GcRzHcRznv8zbGRLzdua/0EUXXXTR5b/VrxSo9Svlv9oZEvN2huS/3oMPPvjg47/i7QyJeTvjv+dXCtT6leK/7MEHH3zw4b/xKwVq/Urhv/aVArV+peC/9P//////37/+0/qVArXevwio9SsFat2/EHzwwQcf3L8bUOtXCtTavyQk5u0Midm/Lfjggw8+2L82zNsZEvPWv0Cg1q8UqNW/SnTRRRdd1L9SSMzbGRLTv72zfqVArdG/ilylqXxZ0L+4VhFpU2HOv70aMpRYy8u/wd5Sv101yb/KonPqYp/Gv81mlBVoCcS/0iq1QG1zwb+r3avX5Lq9v7Vl7S3vjri/vO0uhPlis7+L6+C0B26sv637Y2EcFqK/+y6cN8T4jr+KIa8s0s10Pz+oJTJL45k/DcSP7JBJpz//WQYgvtCwP+7RxMmz/LU/5kmDc6kouz/u4KCOTyrAP+ocgGNKwMI/5VhfOEVWxT/ilD4NQOzHP9nQHeI6gso/1Az9tjUYzT8JJI4jhK3PP96jcu6pIdE/yl0NWKds0j+2F6jBpLfTP6bRQiuiAtU/kovdlJ9N1j+CRXj+nJjXP27/Emia49g/W7mt0Zcu2j9Lc0g7lXnbPzgt46SSxNw/KOd9DpAP3j8UoRh4jVrfP4Kt2XDFUuA/eAqnJUT44D9uZ3Tawp3hP2bEQY9BQ+I/XCEPRMDo4j9Uftz4Po7jP0rbqa29M+Q/Qjh3YjzZ5D85lUQXu37lPy7yEcw5JOY/J0/fgLjJ5j8LAzqQM2/nPy5zyhSo9ec/5hkS83aG6D/grxSo9SvpP9xFF1100ek/1NsZEvN26j/QcRzHcRzrP8oHH3zwwes/xp0hMW9n7D+/MyTm7QztP7jJJptssu0/tF8pUOtX7j+u9SsFav3uP6qLLrroou8/0ZCYtzMk8D/P2xkS83bwP8wmm2yyyfA/yHEcx3Ec8T/GvJ0hMW/xP8QHH3zwwfE/wVKg1q8U8j++nSExb2fyP7vooosuuvI/uDMk5u0M8z9lk0022WTzPyIxb2dIzPM/uuiiiy666L+/UqDWrxTov8S8nSExb+e/ySabbLLJ5r/OkJi3MyTmv9P6lQK1fuW/12STTTbZ5L/bzpCYtzPkv+A4juM4juO/5KKLLrro4r/qDIl5O0Piv+52hsS8neG/8+CDDz744L/4SoFav1Lgv/hp/UqBWt+/BD744IMP3r8LEvN2hsTcvxbm7QyJedu/H7rooosu2r8ojuM4juPYvzFi3s6QmNe/OjbZZJNN1r9GCtT6lQLVv651hsS8ndO/enjwwQcf0r95MPz7cNzQv5b+vg08Z8+/O5yFI5YVzb9AYKZOm3/Kv0gkx3mg6ce/TOjnpKVTxb9QrAjQqr3Cv1VwKfuvJ8C/s2iUTGoju7+78NWidPe1v8R4F/l+y7C/qgGynhI/p793I2qWTs6Zv10Owb3feXS/iTgTb70ijz8SvkGvmiCiP/6tvgKGeKw/8M4dqzhosz/mRtxULpS4P9++mv4jwL0/a5ss1Ax2wT9n1wupBwzEP2MT630CosY/W0/KUv03yT9Wi6kn+M3LP4qiOpRGY84/wkIM8zR80D+v/KZcMsfRP5q2QcYvEtM/i3DcLy1d1D93KneZKqjVP2jkEQMo89Y/U56sbCU+2D9AWEfWIonZPzAS4j8g1No/HMx8qR0f3D8MhhcTG2rdP/g/snwYtd4/9Hwm8woA4D/q2fOniaXgP+A2wVwIS+E/2JOOEYfw4T/O8FvGBZbiP8dNKXuEO+M/vKr2LwPh4z+1B8TkgYbkP6pkkZkALOU/ocFeTn/R5T+ZHiwD/nbmPxLx7TV0HOc/NGF+uuii5z+rGAvCBx/oP2O/UqDWr+g/X1VVVVVV6T9Y61cK1PrpP1SBWr9SoOo/ThdddNFF6z9JrV8pUOvrP0JDYt7OkOw/PNlkk0027T84b2dIzNvtPzIFav1Kge4/LZtssskm7z8mMW9nSMzvP5DjOI7jOPA/ji666KKL8D+KeTtDYt7wP4jEvJ0hMfE/hQ8++OCD8T+DWr9SoNbxP3+lQK1fKfI/fPDBBx988j8rUOtXCtTyP+btDIl5O/M/o4suuuii8z+4MyTm7Qzpv72dITFvZ+i/wQcffPDB57/HcRzHcRznv8zbGRLzdua/0EUXXXTR5b/UrxSo9Svlv9kZEvN2huS/3oMPPvjg47/i7QyJeTvjv+hXCtT6leK/7MEHH3zw4b/wKwVq/Urhv/WVArV+peC/9P//////37/+0/qVArXevwao9SsFat2/EXzwwQcf3L8aUOtXCtTavyMk5u0Midm/LPjggw8+2L82zNsZEvPWv6E3juM4jtW/aTr44IMP1L81PWLezpDSv2wEU05lX9G/PVM2WZI20L8cRDPIfhvOv7/h+d3Yycu/yKUaCd4zyb/LaTs0453Gv9AtXF/oB8S/1PF8iu1xwb+yaztr5be9v7jzfMHvi7i/wnu+F/pfs7+nBwDcCGisv7kXg4gdEKK/Ip8Y1Mjgjr8rQbbzyP10Pytw5+NI75k/A6hwxY9Ppz/xy3aMvdOwP+lDNTaz/7U/4Lvz36gruz/sGdlEzyvAP+dVuBnKwcI/45GX7sRXxT/bzXbDv+3HP9cJVpi6g8o/CyHnBAkZzT98EyoJq63PP5ObQGG9IdE/gFXbyrps0j9wD3Y0uLfTP1zJEJ61AtU/TIOrB7NN1j84PUZxsJjXPyT34Nqt49g/FLF7RKsu2j8AaxauqHnbP/EksRemxNw/3d5LgaMP3j/OmObqoFrfP1ypQCrPUuA/UgYO30344D9LY9uTzJ3hP0HAqEhLQ+I/Oh12/cno4j8vekOySI7jPyfXEGfHM+Q/HTTeG0bZ5D8TkavQxH7lP/tEBuA/JOY/Gd+h27TJ5j87TzJgKVDnP7IGv2dIzOc/KL5Lb2dI6D/iZJNNNtnoP9v6lQK1fuk/15CYtzMk6j/QJptsssnqP8y8nSExb+s/xlKg1q8U7D+/6KKLLrrsP7t+pUCtX+0/tBSo9SsF7j+wqqqqqqruP6pArV8pUO8/pdavFKj17z9PNtlkk03wP0yBWr9SoPA/SszbGRLz8D9HF1100UXxP0Ri3s6QmPE/Qq1fKVDr8T/uDIl5O0PyP6yqqqqqqvI/aEjM2xkS8z8k5u0MiXnzP7V+pUCtX+m/ueiiiy666L++UqDWrxTov8S8nSExb+e/yCabbLLJ5r/NkJi3MyTmv9L6lQK1fuW/1mSTTTbZ5L/azpCYtzPkv984juM4juO/5KKLLrro4r/pDIl5O0Piv+52hsS8neG/8uCDDz744L/3SoFav1Lgv/hp/UqBWt+/AD744IMP3r8LEvN2hsTcvxTm7QyJedu/Hbrooosu2r8mjuM4juPYv5D5lQK1fte/XPz/////1b8k/2n9SoHUv4uJxpUsC9O/W9ipoFni0b8tJ42rhrnQv/zr4GxnIc+/nYmngsHPzL9FJ26YG37Kv0nrjsMg6Me/Ta+v7iVSxb9Sc9AZK7zCv1Y38UQwJsC/tPYj4Gogu7+8fmU2dfS1v84Gp4x/yLC/rh3RxRM5p797W6jkUMKZv33uufboSXS/gsiW0rg6jz8OoiKImSaiP+6Rn9uEfqw/7UCOFzhrsz/muEzBLZe4P9wwC2sjw70/atRkiox3wT9lEERfhw3EP15MIzSCo8Y/WYgCCX05yT+On5N1y87LP/+R1nltY84/eTraZUh80D9l9HTPRcfRP1WuDzlDEtM/QmiqokBd1D8yIkUMPqjVPx7c33U789Y/CpZ63zg+2D/6TxVJNonZP+YJsLIz1No/1sNKHDEf3D/CfeWFLmrdP7I3gO8rtd4/0HiNrBQA4D/G1Vphk6XgP74yKBYSS+E/tI/1ypDw4T+s7MJ/D5biP6JJkDSOO+M/mqZd6Qzh4z+QAyuei4bkP4Zg+FIKLOU/AjO6hYDR5T8fzVWB9XbmP0E95gVq/eY/uPRyDYl55z8vrP8UqPXnP6ZjjBzHceg/YArU+pUC6T9boNavFKjpP1Q22WSTTeo/UMzbGRLz6j9KYt7OkJjrP0P44IMPPuw/Po7jOI7j7D85JObtDIntPzS66KKLLu4/LVDrVwrU7j8o5u0MiXnvPxI++OCDD/A/Dol5O0Ni8D8M1PqVArXwPwkffPDBB/E/B2r9SoFa8T+zySabbLLxP3BnSMzbGfI/LQVq/UqB8j/poosuuujyP6ZArV8pUPM/sskmm2yy6b+3MyTm7Qzpv7ydITFvZ+i/wQcffPDB57/GcRzHcRznv8rbGRLzdua/z0UXXXTR5b/UrxSo9Svlv9gZEvN2huS/3IMPPvjg47/i7QyJeTvjv+ZXCtT6leK/68EHH3zw4b/wKwVq/Urhv/SVArV+peC/9P//////37/70/qVArXevwao9SsFat2/D3zwwQcf3L8YUOtXCtTav4O7nSExb9m/Tb4HH3zw178ZwXEcx3HWv+HD2xkS89S/e10d6CCO079MrADzTWXSvx374/16PNG/7knHCKgT0L9+MVUnqtXNvyPPGz0EhMu/yGziUl4yyb/NMAN+Y5zGv9H0I6loBsS/1rhE1G1wwb+x+cr+5bS9v7uBDFXwiLi/ywlOq/pcs7+rIx8DCmKsv7szoq8eCqK/Mg+VcM3Ijr8cYb26vy11PyM4qZVG+5k/8YtRno5Vpz/wPef4vNawP+e1paKyArY/3y1kTKguuz/qUhH7Ti3AP+eO8M9Jw8I/3srPpERZxT/aBq95P+/HPw4eQOaNhMo/gBCD6i8ZzT/oAsbu0a3PP0qTDtTQIdE/Ok2pPc5s0j8mB0Sny7fTPxbB3hDJAtU/Ant5esZN1j/uNBTkw5jXP97urk3B49g/y6hJt74u2j+6YuQgvHnbP6ccf4q5xNw/l9YZ9LYP3j+EkLRdtFrfPzilp+PYUuA/MAJ1mFf44D8mX0JN1p3hPx68DwJVQ+I/FBndttPo4j8MdqprUo7jPwPTdyDRM+Q/54bSL0zZ5D8IIW4rwX7lPya7CSc2JOY/SSuaq6qq5j++4iazySbnPzaas7roouc/rlFAwgcf6D8kCc3JJpvoP96vFKj1K+k/2EUXXXTR6T/T2xkS83bqP85xHMdxHOs/xgcffPDB6z/CnSExb2fsP7wzJObtDO0/uMkmm2yy7T+wXylQ61fuP6z1KwVq/e4/posuuuii7z/PkJi3MyTwP83bGRLzdvA/yiabbLLJ8D95hsS8nSHxPzQk5u0MifE/8cEHH3zw8T+vXylQ61fyP2r9SoFav/I/J5tssskm8z+wFKj1KwXqv7V+pUCtX+m/ueiiiy666L++UqDWrxTov8O8nSExb+e/yCabbLLJ5r/MkJi3MyTmv9H6lQK1fuW/1mSTTTbZ5L/azpCYtzPkv+A4juM4juO/5KKLLrro4r/oDIl5O0Piv+12hsS8neG/8uCDDz744L/3SoFav1Lgv/Zp/UqBWt+/AT744IMP3r8KEvN2hsTcv3R9pUCtX9u/PoAPPvjg2b8Ig3k7Q2LYv9WF4ziO49a/nIhNNtlk1b9sMXQ6FRHUvzyAV0VC6NK/Ds86UG+/0b/fHR5bnJbQv1/ZAsyS286/BXfJ4eyJzL+nFJD3RjjKv0uyVg2h5se/UHZ3OKZQxb9UOphjq7rCv1j+uI6wJMC/uYSzc2sdu7/LDPXJdfG1v9OUNiCAxbC/tznw7BQzp7+Tk+YyU7aZv8zOsi/yGXS/UlgaNrRSjz/1hQNhmCyiP+N1gLSDhKw/6bL+gzdusz/fKr0tLZq4P9eie9cixr0/aA2dQAx5wT9gSXwVBw/EP1uFW+oBpcY/j5zsVlA6yT8Bjy9b8s7LP2qBcl+UY84/LjKo2Ft80D8e7EJCWcfRPwqm3atWEtM/+194FVRd1D/nGRN/UajVP9PTrehO89Y/w41IUkw+2D+wR+O7SYnZP58BfiVH1No/jLsYj0Qf3D98dbP4QWrdP2gvTmI/td4/qnT0ZR4A4D+i0cEanaXgP5guj88bS+E/kItchJrw4T+H6Ck5GZbiP39F9+2XO+M/dKLEohbh4z/udIbVjIbkPw4PItEBLOU/LKm9zHbR5T9OGU5R61fmP8XQ2lgK1OY/O4hnYClQ5z+0P/RnSMznPyv3gG9nSOg/oq4Nd4bE6D9bVVVVVVXpP1frVwrU+uk/UIFav1Kg6j9KF1100UXrP0atXylQ6+s/P0Ni3s6Q7D862WSTTTbtPzRvZ0jM2+0/MAVq/UqB7j8pm2yyySbvPyMxb2dIzO8/j+M4juM48D88Q2LezpDwP/rggw8++PA/tn6lQK1f8T9yHMdxHMfxPzC66KKLLvI/7FcK1PqV8j+o9SsFav3yP65fKVDrV+q/sskmm2yy6b+2MyTm7Qzpv7ydITFvZ+i/wQcffPDB57/FcRzHcRznv8rbGRLzdua/zkUXXXTR5b/TrxSo9Svlv9gZEvN2huS/3YMPPvjg47/i7QyJeTvjv+ZXCtT6leK/68EHH3zw4b/vKwVq/Urhv/WVArV+peC/8f//////37/80/qVArXev2Q/rV8pUN2/L0IXXXTR27/6RIFav1Lav8NH61cK1Ni/kEpVVVVV179YTb9SoNbVv10Fy4wJlNS/LlSulzZr07//opGiY0LSv9HxdK2QGdG/QYGwcHvhz7/nHneG1Y/Nv4u8PZwvPsu/LVoEsonsyL/P98rH45rGv9S76/LoBMS/138MHu5uwb+3h1qS5rG9v8gPnOjwhbi/0pfdPvtZs7+zPz4qC1ysv8ZPwdYfBKK/Wn8RDdKwjr+8gMSBtl11P+//akdEB5o/5m8yd41bpz/qr1dlvNmwP+InFg+yBbY/2J/UuKcxuz/oi0mxzi7AP+DHKIbJxMI/3AMIW8RaxT8QG5nHEvDHP4EN3Mu0hMo/6/8e0FYZzT9T8mHU+K3PPwOL3EbkIdE/70R3sOFs0j/f/hEa37fTP8y4rIPcAtU/uHJH7dlN1j+oLOJW15jXP5TmfMDU49g/hKAXKtIu2j9wWrKTz3nbP2AUTf3MxNw/TM7nZsoP3j85iILQx1rfPxShDp3iUuA/C/7bUWH44D8DW6kG4J3hP/m3drteQ+I/8RREcN3o4j/WyJ5/WI7jP/RiOnvNM+Q/Ff3VdkLZ5D8yl3Fyt37lP1UHAvcrBeY/y76O/kqB5j9DdhsGav3mP7otqA2Jeec/MeU0Faj15z+qnMEcx3HoPyBUTiTm7eg/2/qVArV+6T/UkJi3MyTqP84mm2yyyeo/yrydITFv6z/CUqDWrxTsP77ooosuuuw/uH6lQK1f7T+0FKj1KwXuP6yqqqqqqu4/p0CtXylQ7z8BAAAAAADwP72dITFvZ/A/ejtDYt7O8D832WSTTTbxP/N2hsS8nfE/sBSo9SsF8j9tsskmm2zyPylQ61cK1PI/q6qqqqqq6r+wFKj1KwXqv7R+pUCtX+m/uuiiiy666L++UqDWrxTov8O8nSExb+e/yCabbLLJ5r/MkJi3MyTmv9D6lQK1fuW/1WSTTTbZ5L/azpCYtzPkv984juM4juO/5KKLLrro4r/oDIl5O0Piv+12hsS8neG/8uCDDz744L/2SoFav1Lgv1cBtX6lQN+/IgQffPDB3b/sBol5O0Pcv7UJ83aGxNq/gAxddNFF2b9MD8dxHMfXvxQSMW9nSNa/Tdkh3/0W1b8dKAXqKu7Tv+926PRXxdK/wcXL/4Sc0b+QFK8KsnPQv8fGJCu+lc6/a2TrQBhEzL8MArJWcvLJv66feGzMoMe/Uz0/giZPxb9XAWCtK7nCv1vFgNgwI8C/xxJDB2wau7/QmoRddu61v9gixrOAwrC/wlUPFBYtp7+nyySBVaqZvyuvq2j76XO/6uedma9qjz/paeQ5lzKiP9hZYY2Ciqw/4yRv8DZxsz/anC2aLJ24P9EU7EMiyb0/YUbV9ot6wT9cgrTLhhDEP5GZRTjVpcY/AoyIPHc6yT9rfstAGc/LP9RwDkW7Y84/5yl2S2980D/U4xC1bMfRP8Sdqx5qEtM/sFdGiGdd1D+cEeHxZKjVP43Le1ti89Y/eIUWxV8+2D9pP7EuXYnZP1X5S5ha1No/RbPmAVgf3D8xbYFrVWrdPx4nHNVStd4/h3BbHygA4D99zSjUpqXgP3Uq9oglS+E/a4fDPaTw4T9j5JDyIpbiP9y2UiWZO+M/+lDuIA7h4z8b64kcg4bkPzmFJRj4K+U/W/W1nGyy5T/SrEKkiy7mP0hkz6uqquY/wRtcs8km5z830+i66KLnP7CKdcIHH+g/J0ICyiab6D+e+Y7RRRfpP1ig1q8UqOk/UTbZZJNN6j9MzNsZEvPqP0Zi3s6QmOs/Qvjggw8+7D87juM4juPsPzck5u0Mie0/MLrooosu7j+KeTtDYt7uPwS1fqVAre8/Pvjggw8+8D/8lQK1fqXwP7gzJObtDPE/dNFFF1108T8yb2dIzNvxP+4MiXk7Q/I/qqqqqqqq8j+o9SsFav3qv61fKVDrV+q/sskmm2yy6b+3MyTm7Qzpv7ydITFvZ+i/wAcffPDB57/FcRzHcRznv8rbGRLzdua/zkUXXXTR5b/SrxSo9Svlv9gZEvN2huS/3IMPPvjg47/h7QyJeTvjv+ZXCtT6leK/6sEHH3zw4b/wKwVq/Urhv6Nh3s6QmOC/FMYmm2yy37/eyJCYtzPev6fL+pUCtdy/cs5kk00227890c6QmLfZvwjUOI7jONi/a16VJsXC1r89rXgx8pnVvw/8WzwfcdS/30o/R0xI07+xmSJSeR/Sv4HoBV2m9tC/qW7Sz6abz79MDJnlAErNv+6pX/ta+Mq/kEcmEbWmyL8y5ewmD1XGv9aCszxpA8S/20bUZ25twb/FFeol5669v86dK3zxgri/1yVt0vtWs7+/W11RDFasv89r4P0g/qG/ie+NqdaYjr/tn8tIrY11P9fHLPlBE5o/21MTUIxhpz/lIcjRu9ywP92ZhnuxCLY/1BFFJac0uz/hxIFnTjDAP90AYTxJxsI/EhjyqJdbxT+ECjWtOfDHP+38d7HbhMo/Vu+6tX0ZzT/H4f25H67PP7iCqrn3IdE/qTxFI/Vs0j+U9t+M8rfTP4GwevbvAtU/cWoVYO1N1j9dJLDJ6pjXP07eSjPo49g/OpjlnOUu2j8pUoAG43nbPxYMG3DgxNw/Asa12d0P3j/yf1BD21rfP++cdVbsUuA/5/lCC2v44D/eVhDA6Z3hP8QKa89kQ+I/46QGy9no4j8CP6LGTo7jPyLZPcLDM+Q/QHPZvTjZ5D9i42lCrV/lP9ia9knM2+U/T1KDUetX5j/HCRBZCtTmPz/BnGApUOc/tngpaEjM5z8tMLZvZ0joP6XnQneGxOg/G5/PfqVA6T/URRdddNHpP9DbGRLzduo/yHEcx3Ec6z/EBx988MHrP76dITFvZ+w/ujMk5u0M7T8U83aGxLztP4wuuuiii+4/B2r9SoFa7z/AUqDWrxTwP37wwQcffPA/OY7jOI7j8D/2KwVq/UrxP7TJJptssvE/b2dIzNsZ8j8sBWr9SoHyP6ZArV8pUOu/qqqqqqqq6r+vFKj1KwXqv7R+pUCtX+m/ueiiiy666L++UqDWrxTov8K8nSExb+e/xyabbLLJ5r/MkJi3MyTmv9D6lQK1fuW/1mSTTTbZ5L/azpCYtzPkv944juM4juO/46KLLrro4r/oDIl5O0Piv55CYt7OkOG/AkQXXXTR4L9oRczbGRLgv5mNArV+pd6/ZJBssskm3b8vk9avFKjbv/iVQK1fKdq/xZiqqqqq2L9dMux4uUXXvy+Bz4PmHNa//8+yjhP01L/RHpaZQMvTv6NteaRtotK/crxcr5p50b9EC0C6x1DQvy20RorpT86/0FENoEP+y79y79O1nazJvxSNmsv3Wse/uCph4VEJxb9ZyCf3q7fCv2KMSCKxIcC/zaDSmmwXu7/VKBTxduu1v9+wVUeBv7C/zHEuOxcnp7+9A2PPV56Zv/uPpKEEunO/u3ch/aqCjz/eTcUSljiiP809QmaBkKw/3ZbfXDZ0sz/VDp4GLKC4P8SGXLAhzL0/Xn8NrQt8wT+Slp4ZWhHEPwSJ4R38pcY/bXskIp46yT/WbWcmQM/LP0dgqiriY84/nSFEvoJ80D+N294ngMfRP3mVeZF9EtM/Zk8U+3pd1D9WCa9keKjVP0LDSc5189Y/Mn3kN3M+2D8eN3+hcInZPw7xGQtu1No/+qq0dGsf3D/mZE/eaGrdP9ce6kdmtd4/YmzC2DEA4D9ayY+NsKXgP1AmXUIvS+E/y/gedaXw4T/pkrpwGpbiPwgtVmyPO+M/KMfxZwTh4z9GYY1jeYbkP2jRHejtDOU/34iq7wyJ5T9VQDf3KwXmP873w/5KgeY/RK9QBmr95j+9Zt0NiXnnPzMeahWo9ec/q9X2HMdx6D8jjYMk5u3oP5lEECwFauk/U+tXCtT66T9MgVq/UqDqP0gXXXTRRes/Qa1fKVDr6z+dbLLJJpvsPxao9SsFau0/j+M4juM47j8KH3zwwQfvP4Jav1Kg1u8//kqBWr9S8D+76KKLLrrwP3eGxLydIfE/NCTm7QyJ8T/xwQcffPDxP61fKVDrV/I/o4suuuii67+o9SsFav3qv6xfKVDrV+q/sskmm2yy6b+2MyTm7Qzpv7udITFvZ+i/wAcffPDB57/EcRzHcRznv8jbGRLzdua/zUUXXXTR5b/SrxSo9Svlv9cZEvN2huS/3IMPPvjg47/g7QyJeTvjv5Uj5u0MieK/+ySbbLLJ4b9fJlDrVwrhv8YnBWr9SuC/VlJ00UUX378gVd7OkJjdv+hXSMzbGdy/tFqyySab2r+AXRzHcRzZv0wGQ8utyNe/H1Um1tqf1r/vownhB3fVv8Hy7Os0TtS/k0HQ9mEl079ikLMBj/zRvzXflgy809C/DFz0LtJVz7+x+bpELATNv1KXgVqGssq/9DRIcOBgyL+X0g6GOg/Gvzhw1ZuUvcO/3w2cse5rwb/Ho3m556u9v88ruw/yf7i/2LP8ZfxTs7/Bd3x4DVCsv9OH/yQi+KG/zV8KRtuAjr/Ov9IPpL11P9GP7qo/H5o/2Df0KItnpz/kkzg+u9+wP9sL9+ewC7Y/yoO1kaY3uz/h/bkdzjHAPxYVS4ocx8I/hweOjr5bxT/w+dCSYPDHP1nsE5cChco/y95Wm6QZzT800ZmfRq7PP3N6eCwLItE/XzQTlght0j9M7q3/BbjTPzyoSGkDA9U/KGLj0gBO1j8YHH48/pjXPwTWGKb749g/9I+zD/ku2j/gSU559nnbP8wD6eLzxNw/vb2DTPEP3j+pdx627lrfP8yY3A/2UuA/sUw3H3H44D/S5tIa5p3hP/CAbhZbQ+I/DhsKEtDo4j8vtaUNRY7jP01PQQm6M+Q/b7/RjS665D/mdl6VTTblP10u65xssuU/1eV3pIsu5j9LnQSsqqrmP8RUkbPJJuc/Ogweu+ii5z+xw6rCBx/oPyl7N8omm+g/oTLE0UUX6T8X6lDZZJPpP9GQmLczJOo/zCabbLLJ6j8m5u0MiXnrP6AhMW9nSOw/GV100UUX7T+SmLczJObtPwzU+pUCte4/hQ8++OCD7z+ApUCtXynwPzxDYt7OkPA/+OCDDz748D+2fqVArV/xP3Icx3Ecx/E/Lrrooosu8j+g1q8UqPXrv6VArV8pUOu/qqqqqqqq6r+vFKj1KwXqv7R+pUCtX+m/uOiiiy666L+9UqDWrxTov8K8nSExb+e/xiabbLLJ5r/KkJi3MyTmv9D6lQK1fuW/1GSTTTbZ5L/ZzpCYtzPkv44Eav1KgeO/9AUffPDB4r9ZB9T6lQLiv70IiXk7Q+G/JAo++OCD4L8RF+btDInfv9oZUOtXCt6/phy66KKL3L9wHyTm7QzbvzwijuM4jtm/PdqZHaJL2L8QKX0ozyLXv+B3YDP8+dW/s8ZDPinR1L+CFSdJVqjTv1NkClSDf9K/JrPtXrBW0b/3AdFp3S3Qv5KhaOkUCs6/ND8v/264y7/X3PUUyWbJv3h6vCojFce/GhiDQH3DxL/AtUlW13HCv2NTEGwxIMC/zi5iLm0Uu7/XtqOEd+i1v98+5dqBvLC/0I1NYhghp7/hO6EdWpKZvxJwndoNinO/rwelYKaajz/bMabrlD6iP8ohIz+Alqw/3AhQyTV3sz/LgA5zK6O4P8P4zBwhz70/lpP3+t58wT8Hhjr/gBHEP3B4fQMjpsY/2WrAB8U6yT9LXQMMZ8/LP7RPRhAJZM4/WBkSMZZ80D9E06yak8fRPzCNRwSREtM/IEfibY5d1D8MAX3Xi6jVP/y6F0GJ89Y/6HSyqoY+2D/ZLk0UhInZP8Xo532B1No/saKC534f3D+iXB1RfGrdP44WuLp5td4/P2gpkjsA4D+4OuvEsaXgP9jUhsAmS+E/924ivJvw4T8VCb63EJbiPzWjWbOFO+M/Uz31rvrg4z91rYUzb2fkP+xkEjuO4+Q/YxyfQq1f5T/b0ytKzNvlP1KLuFHrV+Y/yUJFWQrU5j9B+tFgKVDnP7mxXmhIzOc/L2nrb2dI6D+nIHh3hsToPx7YBH+lQOk/lY+RhsS86T+wXylQ61fqPyibbLLJJus/otavFKj16z8cEvN2hsTsP5RNNtlkk+0/D4l5O0Ni7j+IxLydITHvPwEAAAAAAPA/vp0hMW9n8D96O0Ni3s7wPzjZZJNNNvE/83aGxLyd8T+wFKj1KwXyP54hMW9nSOy/oosuuuii67+n9SsFav3qv6xfKVDrV+q/sckmm2yy6b+2MyTm7Qzpv7qdITFvZ+i/vwcffPDB57/EcRzHcRznv8jbGRLzdua/zkUXXXTR5b/SrxSo9Svlv4fl7QyJeeS/7Oaiiy66479R6FcK1Priv7jpDIl5O+K/HOvBBx984b+C7HaGxLzgv8zbVwrU+t+/mN7BBx983r9i4SsFav3cvyzklQK1ftu/+Ob/////2b8trvBvls7Yv//803rDpde/0Uu3hfB81r+impqQHVTVv3LpfZtKK9S/QzhhpncC078Wh0SxpNnRv+fVJ7zRsNC/ckkWjv0Pz78U59yjV77Mv7aEo7mxbMq/WSJqzwsbyL/6vzDlZcnFv6Fd9/q/d8O/Q/u9EBomwb/MMQlN6Ki9v9W5SqPyfLi/3UGM+fxQs7/Mk5ufDkqsv+2jHkwj8qG//c+G4t9ojr9+39nWmu11P7xXsFw9K5o/zRvVAYptpz/eBamquuKwP819Z1SwDrY/xfUl/qU6uz8WEqRroTLAP4gE529Dx8I/8fYpdOVbxT9a6Wx4h/DHP8vbr3wphco/Nc7ygMsZzT+mwDWFba7PPylyRp8eItE/FSzhCBxt0j8E5ntyGbjTP/GfFtwWA9U/4lmxRRRO1j/NE0yvEZnXP77N5hgP5Ng/qoeBggwv2j+WQRzsCXrbP4b7tlUHxdw/crVRvwQQ3j9BHQfe+lrfP74on2ryUuA/38I6Zmf44D/9XNZh3J3hPxv3cV1RQ+I/PJENWcbo4j9aK6lUO47jP3ybOdmvFOQ/81LG4M6Q5D9pClPo7QzlP+LB3+8MieU/WHls9ysF5j/RMPn+SoHmP0bohQZq/eY/v58SDol55z82V58VqPXnP60OLB3Hceg/JMa4JObt6D/8ppUXXXTpP/MDY8zbGeo/K1DrVwrU6j+liy666KLrPx7HcRzHcew/lwK1fqVA7T8SPvjggw/uP4p5O0Ni3u4/BbV+pUCt7z8/+OCDDz7wP/uVArV+pfA/uDMk5u0M8T910UUXXXTxPzFvZ0jM2/E/nGyyySab7L+g1q8UqPXrv6RArV8pUOu/qqqqqqqq6r+vFKj1KwXqv7N+pUCtX+m/uOiiiy666L+8UqDWrxTov8G8nSExb+e/xiabbLLJ5r/LkJi3MyTmv4DGcRzHceW/5scmm2yy5L9KydsZEvPjv67KkJi3M+O/FsxFF1104r96zfqVArXhv9/OrxSo9eC/RdBkk0024L9UozMk5u3evx6mnSExb92/6KgHH3zw279NM2S3XXravx6CR8KKUdm/8dAqzbco2L/BHw7Y5P/Wv5Nu8eIR19W/ZL3U7T6u1L80DLj4a4XTvwdbmwOZXNK/2Kl+DsYz0b+q+GEZ8wrQv/aOikhAxM2/mCxRXppyy787yhd09CDJv9xn3olOz8a/ggWln6h9xL8ko2u1AizCv42BZJa5tL+/1LzxwW0Ru7/cRDMYeOW1v+XMdG6CubC/6alsiRkbp7/4c99rXIaZv2lQlhMXWnO/h5coxKGyjz/QFYfEk0SiP78FBBh/nKw/znrANTV6sz/G8n7fKqa4PzAhobjH0L0/CYOT4AV9wT9yddbkpxHEP9xnGelJpsY/TVpc7es6yT+3TJ/xjc/LPyg/4vUvZM4/DRHgo6l80D/6ynoNp8fRP+qEFXekEtM/1j6w4KFd1D/G+EpKn6jVP7Ky5bOc89Y/omyAHZo+2D+OJhuHl4nZP3rgtfCU1No/a5pQWpIf3D9XVOvDj2rdP035bil8td4/xRZTEDMA4D/lsO4LqKXgPwNLigcdS+E/IuUlA5Lw4T9Cf8H+BpbiP2AZXfp7O+M/gontfvDB4z/5QHqGDz7kP3D4Bo4uuuQ/6K+TlU025T9eZyCdbLLlP9YeraSLLuY/TtY5rKqq5j/FjcazySbnPzxFU7voouc/tPzfwgcf6D+L3by1fqXoP4E6imr9Suk/eZdXH3zw6T9u9CTU+pXqP6hArV8pUOs/IHzwwQcf7D+atzMk5u3sPxTzdobEvO0/jC666KKL7j8Iav1KgVrvP8BSoNavFPA/fPDBBx988D86juM4juPwP/YrBWr9SvE/sskmm2yy8T+ZtzMk5u3sv54hMW9nSOy/oosuuuii67+o9SsFav3qv6xfKVDrV+q/sckmm2yy6b+1MyTm7Qzpv7qdITFvZ+i/vgcffPDB57/DcRzHcRznv3mn9SsFaua/3qiqqqqq5b9Dql8pUOvkv6irFKj1K+S/Da3JJpts4790rn6lQK3iv9evMyTm7eG/PrHooosu4b+jsp0hMW/gvxBopUCtX9+/2WoPPvjg3b+kbXk7Q2Lcvz8HuwlS/dq/D1aeFH/U2b/ipIEfrKvYv7LzZCrZgte/hEJINQZa1r9VkStAMzHVvyXgDktgCNS/+C7yVY3f0r/JfdVgurbRv5vMuGvnjdC/2DY47SjKzr961P4Cg3jMvx1yxRjdJsq/vw+MLjfVx79lrVJEkYPFvwZLGVrrMcO/qOjfb0XgwL+WDE0LPx29v9pH2jbzebi/488bjf1Ns7/mr7rGD0Ssv/i/PXMk7KG/KEADf+RQjr8n/+CdkR12P6gfcg47N5o/wv+12ohzpz/QdxkXuuWwP8jv18CvEbY/MR76mUw8uz+KAUBRyDLAP/PzglVqx8I/XObFWQxcxT/O2AhervDHPzfLS2JQhco/qb2OZvIZzT8RsNFqlK7PP95pFBIyItE/ziOvey9t0j+63UnlLLjTP6qX5E4qA9U/l1F/uCdO1j+GCxoiJZnXP3PFtIsi5Ng/X39P9R8v2j9QOepeHXrbPxmhn30Txdw/WtXWdP0P3j+WCQ5s51rfP+yeorHoUuA/Cjk+rV344D8o09mo0p3hP0htdaRHQ+I/ZgcRoLzo4j+Jd6EkMW/jPwAvLixQ6+M/dua6M29n5D/unUc7juPkP2VV1EKtX+U/3QxhSszb5T9UxO1R61fmP8x7elkK1OY/QjMHYSlQ5z8aFORToNbnPxJxsQgffOg/B85+vZ0h6T//KkxyHMfpP/WHGSebbOo/7OTm2xkS6z8jMW9nSMzrP5xssskmm+w/Fqj1KwVq7T+P4ziO4zjuPwoffPDBB+8/glq/UqDW7z/+SoFav1LwP7vooosuuvA/d4bEvJ0h8T80JObtDInxP5YCtX6lQO2/m2yyySab7L+g1q8UqPXrv6VArV8pUOu/qqqqqqqq6r+uFKj1KwXqv7N+pUCtX+m/t+iiiy666L+8UqDWrxTov3CIeTtDYue/14kuuuii5r88i+M4juPlv6CMmLczJOW/Bo5NNtlk5L9sjwK1fqXjv9GQtzMk5uK/NZJssskm4r+ckyExb2fhvwGV1q8UqOC/yywXXXTR37+WL4Fav1Lev2Ey61cK1Ny/MNsRXEaA27//KfVmc1fav9N42HGgLtm/o8e7fM0F2L91Fp+H+tzWv0VlgpIntNW/FrRlnVSL1L/pAkmogWLTv7pRLLOuOdK/jKAPvtsQ0b+53uWREdDPv1t8rKdrfs2//RlzvcUsy7+ftznTH9vIv0VVAOl5ica/5/LG/tM3xL+JkI0ULubBv1hcqFQQKb+/mpc1gMSFur/i0sKreOK1v/JaBAKDtrC/9cWLsBoVp78NrB26XnqZv8Ewj0wgKnO/XCesJ53Kjz/G+WedkkqiP6Tp5PB9oqw/yewwojR9sz8zG1N70ae4PxUA2YMV0b0/dHIvxix9wT/cZHLKzhHEP05Xtc5wpsY/t0n40hI7yT8pPDvXtM/LP5IufttWZM4/wgiuFr180D+zwkiAusfRP5584+m3EtM/jjZ+U7Vd1D978Bi9sqjVP2yqsyaw89Y/V2ROkK0+2D9EHun5qonZPzTYg2Oo1No/J30HyZQf3D9nsT7AfmrdP6Tldbdotd4/8oxWVykA4D8QJ/JSnqXgPy/BjU4TS+E/T1spSojw4T9t9cRF/ZXiP49lVcpxHOM/Bh3i0ZCY4z981G7ZrxTkP/SL++DOkOQ/a0OI6O0M5T/k+hTwDInlP1qyofcrBeY/0mku/0qB5j+qSgvywQfnP5+n2KZArec/lwSmW79S6D+NYXMQPvjoP4S+QMW8nek/ehsOejtD6j9yeNsuuujqP2fVqOM4jus/niExb2dI7D8ZXXTRRRftP5KYtzMk5u0/DNT6lQK17j+FDz744IPvP3+lQK1fKfA/PENi3s6Q8D/44IMPPvjwP7V+pUCtX/E/lE022WST7b+YtzMk5u3sv5whMW9nSOy/oosuuuii67+n9SsFav3qv6tfKVDrV+q/sMkmm2yy6b+0MyTm7Qzpv2lp/UqBWui/z2qyySab5780bGdIzNvmv5ptHMdxHOa//27RRRdd5b9kcIbEvJ3kv8hxO0Ni3uO/MHPwwQcf47+UdKVArV/iv/l1Wr9SoOG/XncPPvjg4L/EeMS8nSHgv1L08naGxN6/G/dcdNFF3b8fr2iuOgPcv+/9S7ln2tq/wkwvxJSx2b+TmxLPwYjYv2Pq9dnuX9e/NTnZ5Bs31r8GiLzvSA7Vv9jWn/p15dO/qiWDBaO80r98dGYQ0JPRv0zDSRv9atC/OSRaTFSEzr/dwSBirjLMv39f53cI4cm/Jf2tjWKPx7/HmnSjvD3Fv2k4O7kW7MK/DNYBz3CawL9a55DJlZG8v58iHvVJ7re/7F2rIP5Ks7/qy9ntED6sv/zbXJol5qG/MrB/G+k4jr8QH+hkiE12P6LnM8A4Q5o/sOOWs4d5pz/P6YmDueiwPzgYrFxWE7Y/Gv0xZZo8uz/38Ns27zLAP2DjHjuRx8I/0dVhPzNcxT87yKRD1fDHP6y650d3hco/Fa0qTBkazT9+n21Qu67PP5hh4oRFItE/hBt97kJt0j901RdYQLjTP2CPssE9A9U/UUlNKztO1j88A+iUOJnXPym9gv415Ng/+CQ4HSwv2j80WW8UFnrbP3SNpgsAxdw/scHdAuoP3j/y9RT601rfPxcVpvjeUuA/Nq9B9FP44D9WSd3vyJ3hP3TjeOs9Q+I/llMJcLLJ4j8MC5Z30UXjP4TCIn/wweM//Hmvhg8+5D9yMTyOLrrkP+royJVNNuU/YaBVnWyy5T86gTKQ4zjmPy/e/0Ri3uY/JTvN+eCD5z8cmJquXynoPxL1Z2Pezug/ClI1GF106T//rgLN2xnqP/cL0IFav+o/7WidNtlk6z/ixWrrVwrsPxwS83aGxOw/lE022WST7T8QiXk7Q2LuP4jEvJ0hMe8/AAAAAAAA8D++nSExb2fwP3o7Q2LezvA/Ntlkk0028T+RmLczJObtv5YCtX6lQO2/mmyyySab7L+g1q8UqPXrv6RArV8pUOu/qaqqqqqq6r+tFKj1KwXqv2JKgVq/Uum/yEs22WST6L8sTetXCtTnv5JOoNavFOe/+E9VVVVV5r9dUQrU+pXlv8FSv1Kg1uS/J1R00UUX5L+NVSlQ61fjv/FW3s6QmOK/V1iTTTbZ4b+9WUjM2xnhvyJb/UqBWuC/Dblkk00237/Yu86QmLfdvw+DvwAvhty/4NGiC1xd27+zIIYWiTTav4NvaSG2C9m/VL5MLOPi178lDTA3ELrWv/ZbE0I9kdW/yar2TGpo1L+a+dlXlz/Tv2xIvWLEFtK/PpegbfHt0L8bzAfxPIrPv79pzgaXOM2/YAeVHPHmyr8HpVsyS5XIv6lCIkilQ8a/S+DoXf/xw7/tfa9zWaDBvx437BJnnb6/Y3J5Phv6ub+vrQZqz1a1v/Tok5WDs7C/+OGq1xsPp78T5FsIYW6Zv9QQiIUp+nK/ULcvi5jijz+z3Uh2kVCiP6HNxcl8qKw/OhUFPtt+sz8c+opGH6i4P+/eEE9j0b0/4WHLq1N9wT9SVA6w9RHEP7xGUbSXpsY/LTmUuDk7yT+VK9e828/LP/4dGsF9ZM4/fQB8idB80D9puhbzzcfRP1l0sVzLEtM/RS5Mxshd1D826OYvxqjVPyKigZnD89Y/DlwcA8E+2D8FAaBorYnZP0E111+X1No/gmkOV4Ef3D++nUVOa2rdP//RfEVVtd4/HgNanh8A4D88nfWZlKXgP1w3kZUJS+E/etEskX7w4T+cQb0V83biPxP5SR0S8+I/irDWJDFv4z8CaGMsUOvjP3kf8DNvZ+Q/8dZ8O47j5D/It1kuBWrlP78UJ+ODD+Y/tXH0lwK15j+qzsFMgVrnP6IrjwEAAOg/mIhctn6l6D+Q5Slr/UrpP4VC9x988Ok/fZ/E1PqV6j9y/JGJeTvrP2hZXz744Os/YLYs83aG7D+XArV+pUDtPxI++OCDD+4/ink7Q2Le7j8DtX6lQK3vPz/44IMPPvA/+5UCtX6l8D+4MyTm7QzxP47jOI7jOO6/k0022WST7b+YtzMk5u3sv50hMW9nSOy/oosuuuii67+m9SsFav3qv1srBWr9Suq/wSy66KKL6b8lLm9nSMzov4ovJObtDOi/8TDZZJNN579WMo7jOI7mv7ozQ2LezuW/IDX44IMP5b+GNq1fKVDkv+s3Yt7OkOO/TzkXXXTR4r+2OszbGRLivxo8gVq/UuG/gD022WST4L/KfdavFKjfvy0IM0j2Md6/AFcWUyMJ3b/QpfldUODbv6P03Gh9t9q/c0PAc6qO2b9FkqN+12XYvxbhhokEPde/5y9qlDEU1r+6fk2fXuvUv4vNMKqLwtO/XRwUtbiZ0r8ua/e/5XDRv/+52soSSNC/oRF8q38+zr9Cr0LB2ezLv+lMCdczm8m/ierP7I1Jx78siJYC6PfEv84lXRhCpsK/cMMjLpxUwL8lwtSH7AW8v3H9YbOgYre/tDjv3lS/sr/15/gUEjisvwb4e8Em4KG/XiD8t+0gjr+8Pu8rf312P2yv9XE2T5o/pMd3jIZ/pz87El4fYOqwPx334yekE7Y/8NtpMOg8uz9h4HccFjPAP9PSuiC4x8I/PMX9JFpcxT+ut0Ap/PDHPxaqgy2ehco/gJzGMUAazT/xjgk24q7PP05ZsPdYItE/PhNLYVZt0j8qzeXKU7jTPxqHgDRRA9U/BkEbnk5O1j/RqNC8RJnXPxLdB7Qu5Ng/ThE/qxgv2j+PRXaiAnrbP8x5rZnsxNw/DK7kkNYP3j9I4huIwFrfP0KLqT/VUuA/YiVFO0r44D+Bv+A2v53hP6IvcbszJOI/Guf9wlKg4j+QnorKcRzjPwhWF9KQmOM/gA2k2a8U5D9Y7oDMJpvkP05LToGlQOU/RagbNiTm5T87BenqoovmPzBitp8hMec/KL+DVKDW5z8eHFEJH3zoPxV5Hr6dIek/C9brchzH6T8CM7knm2zqP/iPhtwZEus/7uxTkZi36z/mSSFGF13sP9um7vqVAu0/FPN2hsS87T+NLrrooovuPwZq/UqBWu8/wFKg1q8U8D988MEHH3zwPzmO4ziO4/A/jC666KKL7r+QmLczJObtv5UCtX6lQO2/m2yyySab7L+f1q8UqPXrv1QMiXk7Q+u/ug0++OCD6r8eD/N2hsTpv4MQqPUrBem/6BFddNFF6L9OExLzdobnv7MUx3Ecx+a/GRZ88MEH5r9+FzFvZ0jlv+MY5u0MieS/SRqbbLLJ47+uG1DrVwrjvxQdBWr9SuK/eB666KKL4b/eH29nSMzgv0QhJObtDOC/H9yJmuq03r/xKm2lF4zdv8J5ULBEY9y/lcgzu3E6279lFxfGnhHavzZm+tDL6Ni/B7Xd2/i/17/YA8HmJZfWv6tSpPFSbtW/fKGH/H9F1L9O8GoHrRzTvx8/ThLa89G/8I0xHQfL0L+BuSlQaETPvyRX8GXC8sy/yvS2exyhyr9rkn2Rdk/Ivw4wRKfQ/cW/sM0KvSqsw79Sa9HShFrBv+cRMNG9Eb6/NE29/HFuub94iEooJsu0v73D11PaJ7C/A/7J/hwJp78oHJpWY2KZvyvxgL4yynK/5Uaz7pP6jz+nwSlPkFaiP3oebgHKq6w/H/Q8CSl/sz/y2MIRbai4P8S9SBqx0b0/U1FnkXp9wT+8Q6qVHBLEPy427Zm+psY/lygwnmA7yT8BG3OiAtDLP3INtqakZM4/MvhJ/ON80D8isuRl4cfRPw5sf8/eEtM//yUaOdxd1D/r37Si2ajVP92EOAjG89Y/H7lv/68+2D9a7ab2mYnZP5wh3u2D1No/2FUV5W0f3D8YikzcV2rdP1W+g9NBtd4/SHld5RUA4D9pE/ngiqXgP4etlNz/SuE/qR0lYXTR4T8g1bFok03iP5eMPnCyyeI/D0TLd9FF4z/mJKhqSMzjP96BdR/HceQ/095C1EUX5T/KOxCJxLzlP8CY3T1DYuY/tvWq8sEH5z+uUninQK3nP6OvRVy/Uug/mwwTET746D+QaeDFvJ3pP4jGrXo7Q+o/fiN7L7ro6j9zgEjkOI7rP2vdFZm3M+w/YDrjTTbZ7D9Yl7ACtX7tP5DjOI7jOO4/CB988MEH7z+DWr9SoNbvP/5KgVq/UvA/uuiiiy668D+KeTtDYt7uv47jOI7jOO6/k0022WST7b+YtzMk5u3sv03tDIl5O+y/su7BBx98678X8HaGxLzqv3zxKwVq/em/4fLggw8+6b9H9JUCtX7ov6z1SoFav+e/Evf/////5r94+LR+pUDmv9z5af1KgeW/QPsefPDB5L+o/NP6lQLkvwz+iHk7Q+O/cv89+OCD4r/WAPN2hsThvzwCqPUrBeG/oQNddNFF4L8PsODs3jffv+L+w/cLD96/sk2nAjnm3L+FnIoNZr3bv1XrbRiTlNq/JjpRI8Br2b/4iDQu7ULYv8jXFzkaGte/myb7Q0fx1b9tdd5OdMjUvz7EwVmhn9O/EBOlZM520r/gYYhv+03Rv7Kwa3ooJdC/Bf+dCqv4zb+rnGQgBafLv0w6KzZfVcm/79fxS7kDx7+RdbhhE7LEvzMTf3dtYMK/1rBFjccOwL/3nBhGQ3q7vzrYpXH31ra/gBMznaszsr+JnYCRvyCrvxEUm+gn2qG/iZB4VPIIjr/jXfbyda12P1Z3tyM0W5o/fRggxNOCpz8g8ZXqreqwP/PVG/PxE7Y/xbqh+zU9uz/UzxMCPTPAPz7CVgbfx8I/r7SZCoFcxT8Yp9wOI/HHP4GZHxPFhco/84tiF2cazT9cfqUbCa/PPwdRfmpsItE/8woZ1Glt0j/kxLM9Z7jTP64saVxdA9U/6mCgU0dO1j8slddKMZnXP2fJDkIb5Ng/qP1FOQUv2j/lMX0w73nbPyVmtCfZxNw/YprrHsMP3j+eziIWrVrfP3ABrYbLUuA/jptIgkD44D+wC9kGtX7hPybDZQ7U+uE/nXryFfN24j92W88Iav3iP2u4nL3oouM/YxVqcmdI5D9Zcjcn5u3kP1DPBNxkk+U/RizSkOM45j88iZ9FYt7mPzPmbPrgg+c/KUM6r18p6D8goAdk3s7oPxb91BhddOk/DlqizdsZ6j8Dt2+CWr/qP/kTPTfZZOs/8HAK7FcK7D/mzdeg1q/sP94qpVVVVe0/1IdyCtT67T8K1PqVArXuP4YPPvjgg+8/f6VArV8p8D87Q2LezpDwP4fEvJ0hMe+/jC666KKL7r+QmLczJObtv0bOkJi3M+2/rM9FF1107L8Q0fqVArXrv3XSrxSo9eq/2tNkk0026r9A1RkS83bpv6TWzpCYt+i/C9iDDz74579w2TiO4zjnv9Xa7QyJeea/Otyiiy665b+g3VcK1PrkvwbfDIl5O+S/auDBBx9847/Q4XaGxLzivzXjKwVq/eG/muTggw8+4b/+5ZUCtX7gvwGENz/Tut+/09IaSgCS3r+kIf5ULWndv3dw4V9aQNy/Rr/EaocX278YDqh1tO7Zv+lci4Dhxdi/uqtuiw6d17+M+lGWO3TWv15JNaFoS9W/L5gYrJUi1L8A5/u2wvnSv9E138Hv0NG/o4TCzByo0L/npkuvk/7Ov4xEEsXtrMy/LOLY2kdbyr/Rf5/woQnIv3MdZgb8t8W/FLssHFZmw7+4WPMxsBTBv7nsc48Uhr2//icBu8jiuL9CY47mfD+0vw49NyRiOK+/lrNRe8rxpb8+VNikZVaZvwPSefc7mnK/XGsbqUcJkD+AEtKG3VmiP0Xc3ZdlrKw/9dJ01HZ/sz/Ht/rcuqi4P6qcgOX+0b0/v0ADd6F9wT8wM0Z7QxLEP5kliX/lpsY/AhjMg4c7yT90Cg+IKdDLP938UYzLZM4/7O8Xb/d80D/YqbLY9MfRP8hjTULyEtM/ugjRp95d1D/3PAifyKjVPzhxP5ay89Y/dKV2jZw+2D+12a2EhonZP/IN5Xtw1No/MkIcc1of3D9udlNqRGrdP6uqimEutd4/du9gLAwA4D+UifwngaXgP7b5jKz1K+E/LbEZtBSo4T8Ekvamiy7iP/vuw1sK1OI/8UuREIl54z/oqF7FBx/kP94FLHqGxOQ/1mL5LgVq5T/Mv8bjgw/mP8EclJgCteY/uXlhTYFa5z+u1i4CAADoP6Yz/LZ+peg/nJDJa/1K6T+T7ZYgfPDpP4lKZNX6leo/fqcxink76z92BP8++ODrP2xhzPN2huw/ZL6ZqPUr7T9ZG2dddNHtP094NBLzdu4/iMS8nSEx7z8AAAAAAADwP7ydITFvZ/A/hA8++OCD77+JeTtDYt7uvz2vFKj1K+6/pLDJJpts7b8Isn6lQK3sv26zMyTm7eu/07Tooosu6784tp0hMW/qv5y3UqDWr+m/ArkHH3zw6L9ourydITHov827cRzHcee/Mr0mm2yy5r+YvtsZEvPlv/2/kJi3M+W/Y8FFF1105L/HwvqVArXjvy3ErxSo9eK/ksVkk0024r/4xhkS83bhv13IzpCYt+C/+CvHyOMe4L/EpnGc9BTfv5P1VKch7N2/Z0Q4sk7D3L82kxu9e5rbvwji/seocdq/2DDi0tVI2b+qf8XdAiDYv33OqOgv99a/Th2M81zO1b8ebG/+iaXUv/C6Ugm3fNO/wQk2FORT0r+RWBkfESvRv2On/Ck+AtC/bOy/adayzb8NioZ/MGHLv7AnTZWKD8m/UsUTq+S9xr/0YtrAPmzEv5YAodaYGsK/eTzP2OWRv7+8d1wEmu66vwGz6S9OS7a/Ru52WwKosb8WUwgObQmqv53JImXVwqC/1AD18Pbwjb/Lff25bN12PxYZCJPOYZo/UNaPWm+Dpz/6z821++qwP8y0U74/FLY/r5nZxoM9uz9Bv6/nYzPAP7Ox8usFyMI/G6Q18KdcxT+Flnj0SfHHP/aIu/jrhco/YHv+/I0azT/QbUEBMK/PP75ITN1/ItE/jLAB/HVt0j/I5DjzX7jTPwUZcOpJA9U/Rk2n4TNO1j+Cgd7YHZnXP8O1FdAH5Ng//+lMx/Eu2j9AHoS+23nbP3xSu7XFxNw/uobyrK8P3j/6uimkmVrfP5t3sM3BUuA/vedAUjbZ4D+UyB1FrV/hP4ol6/krBeI/gYK4rqqq4j9234VjKVDjP248Uxio9eM/ZJkgzSab5D9c9u2BpUDlP1JTuzYk5uU/R7CI66KL5j8+DVagITHnPzRqI1Wg1uc/LMfwCR986D8iJL6+nSHpPxmBi3Mcx+k/D95YKJts6j8EOybdGRLrP/yX85GYt+s/8vTARhdd7D/pUY77lQLtP9+uW7AUqO0/1AspZZNN7j/MaPYZEvPuPwS1fqVAre8/Pvjggw8+8D+CWr9SoNbvvzaQmLczJO+/nJFNNtlk7r8BkwK1fqXtv2eUtzMk5uy/zJVssskm7L8xlyExb2frv5aY1q8UqOq/+5mLLrro6b9hm0CtXynpv8ac9SsFaui/LJ6qqqqq57+Rn18pUOvmv/agFKj1K+a/WqLJJpts5b/Co36lQK3kvyalMyTm7eO/i6booosu47/wp50hMW/iv1apUqDWr+G/iO6AbMf04L/wlfLxXWDgv7N6yO7ol9+/g8mr+RVv3r9XGI8EQ0bdvyZncg9wHdy/97VVGp302r/JBDklysvZv5lTHDD3oti/bKL/OiR6178+8eJFUVHWvw9AxlB+KNW/4I6pW6v/07+x3Yxm2NbSv4IscHEFrtG/U3tTfDKF0L9OlG0Ov7jOv+8xNCQZZ8y/ks/6OXMVyr80bcFPzcPHv9YKiGUncsW/eKhOe4Egw78eRhWR287Av4DHt01r+ry/xQJFeR9XuL8JPtKk07Ozv5ryvqAPIa6/ImnZ93fapL90v+edwCeXvxqycjBFanK/HQ1sGOIPkD9T0EEdeVqiP/mZTS4Braw/zrGsn8R/sz+xljKoCKm4P4R7uLBM0r0/NDCfXMh9wT+cIuJgahLEPwYVJWUMp8Y/dwdoaa47yT/h+aptUNDLP1Hs7XHyZM4/oufl4Qp90D+ZjGlH98fRP9XAoD7hEtM/EvXXNctd1D9SKQ8ttajVP49dRiSf89Y/0JF9G4k+2D8MxrQSc4nZP0z66wld1No/ii4jAUcf3D/GYlr4MGrdPwaXke8atd4/oWVkcwIA4D8k/0TjzpDgPxlcEphNNuE/D7nfTMzb4T8HFq0BS4HiP/xyerbJJuM/9M9Ha0jM4z/qLBUgx3HkP+GJ4tRFF+U/1+avicS85T/NQ30+Q2LmP8SgSvPBB+c/uv0XqECt5z+yWuVcv1LoP6e3shE++Og/nxSAxryd6T+UcU17O0PqP4rOGjC66Oo/givo5DiO6z93iLWZtzPsP2/lgk422ew/ZEJQA7V+7T9anx24MyTuP1L86myyye4/R1m4ITFv7z+/UqDWrxTwP0CtXylQ6++/7tvnu7ZM77/5c4bEvJ3uv2B1O0Ni3u2/xXbwwQcf7b8qeKVArV/sv455Wr9SoOu/9HoPPvjg6r9afMS8nSHqv759eTtDYum/JH8uuuii6L+KgOM4juPnv++BmLczJOe/VINNNtlk5r+5hAK1fqXlvx+GtzMk5uS/hIdssskm5L/qiCExb2fjv1CK1q8UqOK/tIuLLrro4b+AWKyVQTbhv+j/HRvYoeC/UaePoG4N4L90nQJMCvLev0fs5VY3yd2/FjvJYWSg3L/oiaxskXfbv7nYj3e+Ttq/iidzgusl2b9cdlaNGP3Xvy7FOZhF1Na/ABQdo3Kr1b/RYgCun4LUv6Kx47jMWdO/cwDHw/kw0r9ET6rOJgjRvy88G7Onvs+/0dnhyAFtzb90d6jeWxvLvxYVb/S1yci/uLI1ChB4xr9ZUPwfaibEv//twjXE1MG/QhcTlzwGv7+HUqDC8GK6v8uNLe6kv7W/EMm6GVkcsb+oCJCKGvKov4VGW4Hai5y/K+5Ztv/NfL9th3hlrfiKP6HraWqzEKE/RLV1eztjqz91v0DG4dqyP1ekxs4lBLg/KolM12ktvT8GN+nvVivBP3ApLPT4v8M/2Rtv+JpUxj9KDrL8POnIP7QA9QDffcs/JfM3BYESzj8oKmCjpFPQP2lel5qOntE/pZLOkXjp0j/ixgWJYjTUPyL7PIBMf9U/Xy90dzbK1j+gY6tuIBXYP9yX4mUKYNk/HMwZXfSq2j9ZAFFU3vXbP5Y0iEvIQN0/1mi/QrKL3j/1byfooNbfPyT/ROPOkOA/GlwSmE024T8Qud9MzNvhPwcWrQFLgeI//HJ6tskm4z/0z0drSMzjP+osFSDHceQ/4oni1EUX5T/X5q+JxLzlP81DfT5DYuY/xKBK88EH5z+6/ReoQK3nP7Ja5Vy/Uug/p7eyET746D+fFIDGvJ3pP5RxTXs7Q+o/is4aMLro6j+CK+jkOI7rP3iItZm3M+w/b+WCTjbZ7D9lQlADtX7tP1qfHbgzJO4/UvzqbLLJ7j9IWbghMW/vP8BSoNavFPA/wgcffPDB779wNqcOVyPvvyBlL6G9hO6/z5O3MyTm7b99wj/Gikftv4ha3s6QmOy/7VuTTTbZ679SXUjM2xnrv7he/UqBWuq/HGCyySab6b+DYWdIzNvov+hiHMdxHOi/TWTRRRdd57+yZYbEvJ3mvxdnO0Ni3uW/fmjwwQcf5b/iaaVArV/kv0hrWr9SoOO/rmwPPvjg4r8SbsS8nSHiv3jC1767d+G/4WlJRFLj4L9KEbvJ6E7gv2ZxWZ7+dN+/OMA8qStM3r8IDyC0WCPdv9ldA7+F+tu/q6zmybLR2r97+8nU36jZv05Krd8MgNi/IJmQ6jlX17/x53P1Zi7Wv8M2VwCUBdW/lIU6C8Hc079k1B0W7rPSvzUjASEbi9G/CXLkK0hi0L+zgY9t6nLOv1YfVoNEIcy/+LwcmZ7Pyb+aWuOu+H3Hvzz4qcRSLMW/4pVw2qzawr+C/PeHoS/Av03G/mosCbu/lZMNxhWztb/eYBwh/1ywv05cVvjQDaa/4e3nXEfDlr8bdKnkhZtgv9yQveNlnJI/LigIQh6moz/S8RNTpvitP7vdDzKXJbQ/nsKVOttOuT9xpxtDH3i+PyrG0KWx0ME/k7gTqlNlxD/8qlau9fnGP22dmbKXjsk/14/ctjkjzD9Igh+727fOP7nxU/5RptA/+iWL9Tvx0T83WsLsJTzTP3SO+eMPh9Q/tMIw2/nR1T/w9mfS4xzXPzErn8nNZ9g/bV/WwLey2T+ukw24of3aP+rHRK+LSNw/KPx7pnWT3T9KA+RLZN7eP4hB732wFOA/bYHs1S664D+UyB1FrV/hP4ol6/krBeI/goK4rqqq4j9334VjKVDjP288Uxio9eM/ZJkgzSab5D9c9u2BpUDlP1JTuzYk5uU/SLCI66KL5j8/DVagITHnPzVqI1Wg1uc/LMfwCR986D8iJL6+nSHpPxqBi3Mcx+k/D95YKJts6j8FOybdGRLrP/yX85GYt+s/8vTARhdd7D/qUY77lQLtP+CuW7AUqO0/1QspZZNN7j/NaPYZEvPuPwS1fqVAre8/Pvjggw8+8D9DYt7OkJjvv/GQZmH3+e6/oL/u811b7r9Q7naGxLztv/8c/xgrHu2/rUuHq5F/7L9ceg8++ODrvwupl9BeQuu/FUE22WST6r96QutXCtTpv+BDoNavFOm/RkVVVVVV6L+rRgrU+pXnvxBIv1Kg1ua/dkl00UUX5r/cSilQ61flv0BM3s6QmOS/pU2TTTbZ478KT0jM2xnjv3BQ/UqBWuK/cSwD6DW54b/Y03RtzCThv0J75vJikOC/VkWw8PL3378olJP7H8/ev/jidgZNpt2/yjFaEXp93L+bgD0cp1Tbv2zPICfUK9q/Ph4EMgED2b8Qbec8LtrXv+K7ykdbsda/swquUoiI1b+EWZFdtV/Uv1SodGjiNtO/JfdXcw8O0r/4RTt+POXQv5IpPRLTeM+/NpDEv8fNzL/a9kttvCLKv35d0xqxd8e/I8RayKXMxL/MKuJ1miHCv98i00Ye7b6/KfDhoQeXub9xvfD88EC0v3QV/6+01a2/BbAcZocpo7/NoOYrOKORv5j0YKPzZGg/8d2+FHW8lz+6zojaJTamPywXWZUIR7A///venUxwtT/h4GSmkJm6P7PF6q7Uwr8/S1W4Wwx2wj+1R/tfrgrFPx46PmRQn8c/jiyBaPIzyj/4HsRslMjMP2kRB3E2Xc8/SrlHWf/40D+L7X5Q6UPSP8ghtkfTjtM/BFbtPr3Z1D9EiiQ2pyTWP4K+Wy2Rb9c/wvKSJHu62D/+JsobZQXaPz9bARNPUNs/e484Cjmb3D+alqCvJ+bdP2QWm18kMd8/FcvKhxA+4D/5CsjfjuPgP9xKxTcNieE/BJL2posu4j/87sNbCtTiP/JLkRCJeeM/6ahexQcf5D/eBSx6hsTkP9Zi+S4FauU/zL/G44MP5j/CHJSYArXmP7l5YU2BWuc/r9YuAgAA6D+mM/y2fqXoP5yQyWv9Suk/lO2WIHzw6T+JSmTV+pXqP3+nMYp5O+s/dgT/Pvjg6z9sYczzdobsP2S+maj1K+0/WhtnXXTR7T9PeDQS83buP4nEvJ0hMe8/AQAAAAAA8D+9nSExb2fwP8S8nSExb++/c+sltJfQ7r8iGq5G/jHuv9JINtlkk+2/gHe+a8v07L8upkb+MVbsv97UzpCYt+u/jANXI/8Y6786Mt+1ZXrqv+pgZ0jM2+m/mY/v2jI96b+kJ47jOI7ovwgpQ2Lezue/bSr44IMP57/TK61fKVDmvzktYt7OkOW/nS4XXXTR5L8DMMzbGRLkv2kxgVq/UuO/zjI22WST4r9pli4RsPrhv9A9oJZGZuG/OuURHN3R4L+ijIOhcz3gvxho6k0UUt+/6LbNWEEp3r+6BbFjbgDdv4tUlG6b19u/XKN3eciu2r8v8lqE9YXZvwBBPo8iXdi/0o8hmk8017+j3gSlfAvWv/WRyPv2tdS/RkWMUnFg07+Y+E+p6wrSv+2rEwBmtdC/gL6urcC/zr8iJTZbtRTMv8iLvQiqacm/a/JEtp6+xr8QWcxjkxPEv7m/UxGIaMG/u0y2ffl6vb8DGsXY4iS4v03n0zPMzrK/LGnFHWvxqr98CZzNf5mgv26nyvVRBom/UNfaSltZgD8JK8BFhNycP0N1CXMtxqg/cWqZYQyPsT9BGq4JAru2PyT/MxJG5Ls//PFcDcWGwD9s5J8RZxvDP9bW4hUJsMU/P8klGqtEyD+vu2geTdnKPxmuqyLvbc0/RVB3k0gB0D/bgDu0rEvRPxy1cquWltI/WOmpooDh0z+UHeGZaizVP9VRGJFUd9Y/EoZPiD7C1z9SuoZ/KA3ZP47uvXYSWNo/0CL1bfyi2z/uKV0T6+3cP7SpV8PnON4/filSc+SD3z+iVKaRcGfgP4aUo+nuDOE/atSgQW2y4T9MFJ6Z61fiP3Zbzwhq/eI/bLicveii4z9jFWpyZ0jkP1lyNyfm7eQ/UM8E3GST5T9GLNKQ4zjmPzyJn0Vi3uY/M+Zs+uCD5z8pQzqvXynoPyCgB2Tezug/Fv3UGF106T8OWqLN2xnqPwS3b4Jav+o/+RM9N9lk6z/xcArsVwrsP+bN16DWr+w/3iqlVVVV7T/Uh3IK1PrtPwvU+pUCte4/hg8++OCD7z9/pUCtXynwPzxDYt7OkPA/RhdddNFF77/0ReUGOKfuv6J0bZmeCO6/UqP1KwVq7b8B0n2+a8vsv68ABlHSLOy/Xi+O4ziO678OXhZ2n+/qv7yMnggGUeq/arsmm2yy6b8a6q4t0xPpv8kYN8A5dei/eEe/UqDW578mdkflBjjnvzEO5u0Miea/mA+bbLLJ5b/8EFDrVwrlv2ISBWr9SuS/xxO66KKL47/4WOi0k9Div2IAWjoqPOK/yafLv8Cn4b8zTz1FVxPhv5v2rsrtfuC/CjxBoAjV37/aiiSrNazev6zZB7Zig92/fSjrwI9a3L/N264XCgXbvyGPcm6Er9m/c0I2xf5Z2L/G9fkbeQTXvxipvXLzrtW/alyByW1Z1L+9D0Ug6APTvw/DCHdirtG/ZHbMzdxY0L9qUyBJrgbOvw+6p/aiW8u/tCAvpJewyL9Yh7ZRjAXGv/ztPf+AWsO/pFTFrHWvwL+Sdpm01Ai8v9tDqA++sra/JBG3aqdcsb+YwkSFY2Gov9HFNmrwEpy/RRqQJ2eMfb+dcd2seZmKPxa8YLtJ/qA/1huKCzVWqz+7vdktENeyP4tt7tUFA7g/ax0DfvsuvT8fgUTDHyzBP5Bzh8fBwMM/+mXKy2NVxj9iWA3QBerIP9NKUNSnfss/PT2T2EkTzj/XF2vu9VPQP21ILw9antE/rnxmBkTp0j/qsJ39LTTUPybl1PQXf9U/ZxkM7AHK1j+kTUPj6xTYP+SBetrVX9k/ILax0b+q2j9EvRl3rvXbPwk9FCerQN0/zrwO16eL3j+YPAmHpNbfPy/egZvQkOA/FB5/80424T/3XXxLzdvhP9qdeaNLgeI/vt12+8km4z/mJKhqSMzjP96BdR/HceQ/1N5C1EUX5T/LOxCJxLzlP8GY3T1DYuY/tvWq8sEH5z+uUninQK3nP6SvRVy/Uug/mwwTET746D+RaeDFvJ3pP4jGrXo7Q+o/fiN7L7ro6j90gEjkOI7rP2zdFZm3M+w/YTrjTTbZ7D9Yl7ACtX7tP5DjOI7jOO4/CR988MEH7z+EWr9SoNbvP/5KgVq/UvA/uuiiiy668D/HcRzHcRzvv3agpFnYfe6/JM8s7D7f7b/U/bR+pUDtv4IsPREMouy/MlvFo3ID7L/giU022WTrv4+41cg/xuq/PuddW6Yn6r/sFebtDInpv5xEboBz6ui/S3P2EtpL6L/6oX6lQK3nv6jQBjinDue/V/+Oyg1w5r8GLhdddNHlv7Rcn+/aMuW/v/Q9+OCD5L8k9vJ2hsTjv/DCE94NEuO/WmqFY6R94r/BEffoOunhvyu5aG7RVOG/05LKmQ6q4L/82FiKl/7fv02MHOERqd6/oD/gN4xT3b/y8qOOBv7bv0SmZ+WAqNq/mFkrPPtS2b/qDO+Sdf3Xvz3Asunvp9a/j3N2QGpS1b/hJjqX5PzTvzPa/e1ep9K/ho3BRNlR0b+zgQo3p/jPv1jokeSbTc2//E4ZkpCiyr+htaA/hffHv0UcKO15TMW/6oKvmm6hwr8l022Qxuy/v22gfOuvlrq/tm2LRplAtb/fvXaeoxSwvw0cxOxb0aW/u3g1OeHylr/cyxXHVBhiv+UFcAfMbJI/oWLhU1GOoz9gwgqkPOatPwERGvoTH7Q/0cAuoglLuT+wcENK/3a+P0EQLHl60cE/sgJvfRxmxD8b9bGBvvrGP4Tn9IVgj8k/9dk3igIkzD9fzHqOpLjOP2jfXkmjptA//g8jagfx0T8+RFph8TvTP3t4kVjbhtQ/uKzIT8XR1T/44P9GrxzXPzQVNz6ZZ9g/dUluNYOy2T+UUNbacf3aP13Q0IpuSNw/JFDLOmuT3T/pz8XqZ97eP9onYE2yFOA/vGddpTC64D+hp1r9rl/hP4TnV1UtBeI/ZydVrauq4j9LZ1IFKlDjPy6nT12o9eM/WO6AzCab5D9OS06BpUDlP0WoGzYk5uU/OwXp6qKL5j8wYrafITHnPyi/g1Sg1uc/HhxRCR986D8VeR6+nSHpPwvW63Icx+k/AjO5J5ts6j/4j4bcGRLrP+7sU5GYt+s/5kkhRhdd7D/bpu76lQLtPxXzdobEvO0/ji666KKL7j8Gav1KgVrvP8BSoNavFPA/ffDBBx988D85juM4juPwP0jM2xkS8+6/+PpjrHhU7r+lKew+37Xtv1VYdNFFF+2/BIf8Y6x47L+ytYT2Etrrv2HkDIl5O+u/EBOVG+Cc6r++QR2uRv7pv21wpUCtX+m/HZ8t0xPB6L/MzbVleiLov3v8Pfjgg+e/KSvGikfl5r/YWU4drkbmv4iI1q8UqOW/NbdeQnsJ5b/k5ebU4Wrkv3ORUNwKxeO/LKqZmHEc478Ta4F+Enziv7tE46lP0eG/Zh5F1Ywm4b8O+KYAynvgv3GjEVgOot+/w1bVrohM3r8VCpkFA/fcv2i9XFx9odu/uXAgs/dL2r8OJOQJcvbYv2DXp2DsoNe/soprt2ZL1r8FPi8O4fXUv1fx8mRboNO/qaS2u9VK0r/7V3oSUPXQv6AWfNKUP8+/RH0DgImUzL/o44otfunJv4xKEttyPse/MbGZiGeTxL/VFyE2XOjBv/v8UMeher6/RcpfIoskub9tGkt6lfizvyvVbKQ/ma2/e3VDVFRBo7+UKzQI0tKRv1Kd9MAk6GY/CFNxONuMlz80CWLsWB6mP3q0RR4iO7A/SmRaxhdntT8aFG9uDZO6P/vDgxYDv78/5TlMX3x1wj/VkVYzdwvFPz+EmTcZoMc/qHbcO7s0yj8YaR9AXcnMP4JbYkT/Xc8/+aZSpFD50D+P1xbFtEPSP9ALTryejtM/DECFs4jZ1D9JdLyqciTWP4qo86Fcb9c/xtwqmUa62D/o45I+NQXaP69jje4xUNs/eOOHni6b3D8+Y4JOK+bdPwTjfP4nMd8/ZrE7VxI+4D9J8TivkOPgPy4xNgcPieE/EXEzX40u4j/0sDC3C9TiP9nwLQ+KeeM/vDArZwgf5D+gcCi/hsTkP8i3WS4FauU/wBQn44MP5j+2cfSXArXmP6vOwUyBWuc/oyuPAQAA6D+YiFy2fqXoP5DlKWv9Suk/hkL3H3zw6T99n8TU+pXqP3P8kYl5O+s/aFlfPvjg6z9gtizzdobsP5gCtX6lQO0/Ez744IMP7j+MeTtDYt7uPwS1fqVAre8/QPjggw8+8D/8lQK1fqXwP7gzJObtDPE/yiabbLLJ7r94VSP/GCvuvyiEq5F/jO2/17IzJObt7L+G4bu2TE/svzQQREmzsOu/4z7M2xkS67+SbVRugHPqv0Cc3ADn1Om/78pkk0026b+e+ewltJfov04odbga+ee//Vb9SoFa57+rhYXd57vmv1q0DXBOHea/6F93d3d35b/sMK5Bj8Xkv/IB5QunE+S/99Ib1r5h47/8o1Kg1q/ivx5MwEDbGeK/QfQt4d+D4b9lnJuB5O3gv0ldg2eFTeC/6G3KJYVF3786IY58/+/dv4zUUdN5mty/3ocVKvRE278xO9mAbu/Zv4bunNfomdi/2KFgLmNE178pVSSF3e7Vv3sI6NtXmdS/zrurMtJD078gb2+JTO7Rv3IiM+DGmNC/jKvtbYKGzr8xEnUbd9vLv9Z4/MhrMMm/et+DdmCFxr8fRgskVdrDv8SsktFJL8G/1yY0/nwIvb8Adx9Wh9y3vyfHCq6RsLK/ny7sCzgJq7/wzsK7TLGgvwC9Za6FZYm/AYN/JE/0fz8eoHJp6qycP8Cv4oRgrqg/wAeG6iWDsT+Pt5qSG6+2P2BnrzoR27s/oAticYODwD+IY2xFfhnDP3i7dhl5r8U/YBOB7XNFyD/JBcTxFdrKPzn4Bva3bs0/UfUk/awB0D+Kbkb//UvRPyCfCiBiltI/YdNBF0zh0z+dB3kONizVP9o7sAUgd9Y/GnDn/AnC1z85d0+i+AzZPwP3SVL1V9o/yHZEAvKi2z+S9j6y7u3cP1h2OWLrON4/HvYzEuiD3z/0OhdhcmfgP9Z6FLnwDOE/u7oREW+y4T+e+g5p7VfiP4E6DMFr/eI/ZnoJGeqi4z9IugZxaEjkPy76A8nm7eQ/EDoBIWWT5T86gTKQ4zjmPzDe/0Ri3uY/JTvN+eCD5z8dmJquXynoPxL1Z2Pezug/ClI1GF106T8ArwLN2xnqP/cL0IFav+o/7WidNtlk6z/jxWrrVwrsPxwS83aGxOw/lU022WST7T8QiXk7Q2LuP4jEvJ0hMe8/AAAAAAAA8D++nSExb2fwP3o7Q2LezvA/Ntlkk0028T9LgVq/UqDuv/qv4lG5Ae6/qN5q5B9j7b9ZDfN2hsTsvwY8ewntJey/tmoDnFOH679lmYsuuujqvxPIE8EgSuq/wvabU4er6b9wJSTm7Qzpvx9UrHhUbui/zoI0C7vP579eLp4S5Cnnv2L/1Nz7d+a/aNALpxPG5b9toUJxKxTlv3FyeTtDYuS/dkOwBVuw4798FOfPcv7iv3/lHZqKTOK/7kV5SECt4b8R7uboRBfhvzSWVIlJgeC/rHyEU5zW37/yzF+UparevzgdO9Wuft2/A58KofA93L9VUs73aujav6gFkk7lktm//LhVpV892L9PbBn82efWv6Ef3VJUktW/89Kgqc481L9FhmQASefSv5Y5KFfDkdG/6OzrrT080L97QF8JcM3Nvx+n5rZkIsu/ww1uZFl3yL9odPURTszFvwzbfL9CIcO/sUEEbTd2wL+S0/MxecC7v7oj34mDlLa/4nPK4Y1osb8UiGtzMHmov8hQhEaKQpy/sEXGmM5Kfr+oW0L0RTqKP5z2Oc185qA/S1ZjHWg+qz8FW8a2KcuyP9YK214f97c/pLrvBhUjvT9DNYJXhSfBPyqNjCuAvcM/GuWW/3pTxj8DPaHTdenIP+qUq6dwf8s/W4fuqxIUzj/ivBhYWlTQPxs2OlqrntE/sGb+eg/p0j/ymjVy+TPUPy3PbGnjftU/agOkYM3J1j+NCgwGvBTYP1KKBra4X9k/HAoBZrWq2j/iifsVsvXbP6wJ9sWuQN0/conwdauL3j84CeslqNbfP4DE8mrSkOA/ZATwwlA24T9IRO0az9vhPyuE6nJNgeI/DsTnyssm4z/yA+UiSszjP9ZD4nrIceQ/uoPf0kYX5T+dw9wqxbzlP4ID2oJDYuY/qkoL8sEH5z+fp9imQK3nP5cEplu/Uug/jWFzED746D+EvkDFvJ3pP3obDno7Q+o/cnjbLrro6j9n1ajjOI7rP58hMW9nSOw/Gl100UUX7T+SmLczJObtPw3U+pUCte4/hg8++OCD7z9/pUCtXynwPzxDYt7OkPA/+eCDDz748D+1fqVArV/xP8zbGRLzdu6/fAqipFnY7b8qOSo3wDntv9pnsskmm+y/iJY6XI386782xcLu813rv+XzSoFav+q/lCLTE8Eg6r9CUVumJ4Lpv9H8xK1Q3Oi/1837d2gq6L/cnjJCgHjnv+FvaQyYxua/5ECg1q8U5r/qEdegx2Llv/DiDWvfsOS/9LNENff+47/4hHv/Dk3jv/5Vsskmm+K/Ayfpkz7p4b+8PzJQpUDhv9/nn/CpquC/A5ANka4U4L9IcPZiZv3ev47A0aNv0d2/0xCt5Hil3L8ZYYglgnnbv16xY2aLTdq/owE/p5Qh2b9xgw5z1uDXv8Q20slQi9a/FuqVIMs11b9onVl3ReDTv7tQHc6/itK/DQThJDo10b+9bkn3aL/Pv2fV0KRdFM2/CzxYUlJpyr+vot//Rr7Hv1QJZ607E8W/+G/uWjBowr8ZMMgNa6S/v0mAs2V1eLq/cdCevX9Mtb+ZIIoViiCwv4Lh6too6aW/pAODFXsil78hIoKpI5Vjv/x6IisyPZI/Lp26ZYR2oz/e/OO1b86tP0+uBoMtE7Q/Hl4bKyM/uT/vDTDTGGu+P+Zeoj2Hy8E/z7asEYJhxD+/DrflfPfGP6Zmwbl3jck/j77LjXIjzD9/FtZhbbnOP3SEDLMHp9A/rf0ttVjx0T9CLvLVvDvTP4RiKc2mhtQ/wJZgxJDR1T/enchpfxzXP6gdwxl8Z9g/bp29yXiy2T84Hbh5df3aP/2csilySNw/xxyt2W6T3T+MnKeJa97ePykO0Ry0FOA/Dk7OdDK64D/wjcvMsF/hP9bNyCQvBeI/uA3GfK2q4j+bTcPUK1DjP4CNwCyq9eM/Y829hCib5D9IDbvcpkDlPytNuDQl5uU/EI21jKOL5j/yzLLkITHnPxoU5FOg1uc/EnGxCB986D8Hzn69nSHpP/8qTHIcx+k/9YcZJ5ts6j/s5ObbGRLrPyQxb2dIzOs/nWyyySab7D8YqPUrBWrtP5DjOI7jOO4/Cx988MEH7z+EWr9SoNbvP/5KgVq/UvA/vOiiiy668D94hsS8nSHxPzQk5u0MifE/TjbZZJNN7r/8ZGH3+a7tv6yT6YlgEO2/W8JxHMdx7L8K8fmuLdPrv7gfgkGUNOu/RsvrSL2O6r9LnCIT1dzpv1FtWd3sKum/VT6QpwR56L9bD8dxHMfnv1/g/Ts0Fee/ZLE0Bkxj5r9pgmvQY7Hlv25Topp7/+S/dCTZZJNN5L939Q8vq5vjv33GRvnC6eK/gpd9w9o34r+GaLSN8oXhv4s561cK1OC/ruFY+A4+4L+jE40xJ1Dfv+ZjaHIwJN6/LrRDszn43L9zBB/0Qszbv7hU+jRMoNq//KTVdVV02b9B9bC2XkjYv4lFjPdnHNe/zpVnOHHw1b8T5kJ5esTUv99nEkW8g9O/MRvWmzYu0r+DzpnysNjQv6wDu5JWBs+/U2pCQEtbzL/40MntP7DJv503UZs0Bce/QZ7YSClaxL9VRs50LsTBv9Lch0FnXL6/BC1zmXEwub8rfV7xewS0v6aak5IMsa2/+DpqQiFZo7+QtoHkawKSv55GiN5Va2U/FMgjXEFdlz+6Qzv+iwamP7VRMqc7L7A/lAFHTzFbtT9ksVv3Joe6PzNhcJ8cs78/iojCI4lvwj9y4Mz3gwXFP2I418t+m8c/SpDhn3kxyj8y6OtzdMfMPyNA9kdvXc8/BEwADrX50D89xSEQBkTSP9L15TBqjtM/FCodKFTZ1D8zMYXNQiTWP/iwf30/b9c/wjB6LTy62D+IsHTdOAXaP1Ewb401UNs/GLBpPTKb3D/gL2TtLubdP6avXp0rMd8/tpesJhQ+4D+a16l+kuPgP34Xp9YQieE/YlekLo8u4j9Fl6GGDdTiPyjXnt6LeeM/DRecNgof5D/wVpmOiMTkP9WWluYGauU/uNaTPoUP5j+cFpGWA7XmP4BWju6BWuc/YpaLRgAA6D+L3by1fqXoP4E6imr9Suk/eZdXH3zw6T9u9CTU+pXqP6hArV8pUOs/IXzwwQcf7D+atzMk5u3sPxTzdobEvO0/jS666KKL7j8Iav1KgVrvP8BSoNavFPA/fPDBBx988D86juM4juPwP/YrBWr9SvE/sskmm2yy8T/OkJi3MyTuv32/IEqahe2/LO6o3ADn7L+8mRLkKUHsv8FqSa5Bj+u/xTuAeFnd6r/KDLdCcSvqv83d7QyJeem/064k16DH6L/Yf1uhuBXov91QkmvQY+e/4iHJNeix5r/n8v/////lv+vDNsoXTuW/8ZRtlC+c5L/3ZaReR+rjv/o22yhfOOO//wcS83aG4r8F2Ui9jtThvwqqf4emIuG/Dnu2Ub5w4L/4tiMA6KLfv0AH/0Dxdt6/g1fagfpK3b/Kp7XCAx/cvw74kAMN89q/U0hsRBbH2b+ZmEeFH5vYv97oIsYob9e/Jjn+BjJD1r9qidlHOxfVv6/ZtIhE69O/9CmQyU2/0r85emsKV5PRv37KRktgZ9C/mJgsLkRNzr9A/7PbOKLLv+VlO4kt98i/iczCNiJMxr+ddLhiJ7bDv7Ecro4sIMG/i4lHdWMUvb+52TLNbei3v+EpHiV4vLK/FvQS+gQhq79klOmpGcmgv9HSAGe5xIm/3ldJs+c1fz84FSWNUH2cP0zqu5aTlqg//aRycz93sT/eVIcbNaO2P60EnMMqz7s/PlrYNZB9wD8usuIJixPDPxYK7d2FqcU/BmL3sYA/yD/vuQGGe9XKP9cRDFp2a80/4zQLl7gA0D/XYBABtkvRP8+MFWuzltI/Zb3Zixfh0z+IxEExBizVP01EPOECd9Y/EsQ2kf/B1z/cQzFB/AzZP6LDK/H4V9o/bEMmofWi2z8ywyBR8u3cP/xCGwHvON4/wcIVseuD3z9DIYgwdGfgPyhhhYjyDOE/C6GC4HCy4T/w4H8471fiP9MgfZBt/eI/tmB66Oui4z+aoHdAakjkP37gdJjo7eQ/YiBy8GaT5T9FYG9I5TjmPyqgbKBj3uY/DOBp+OGD5z/vH2dQYCnoP9RfZKjezug//aaVF1106T/0A2PM2xnqPyxQ61cK1Oo/posuuuii6z8fx3Ecx3HsP5gCtX6lQO0/Ej744IMP7j+LeTtDYt7uPwa1fqVAre8/P/jggw8+8D/8lQK1fqXwP7kzJObtDPE/ddFFF1108T8yb2dIzNvxP/DBBx988O2/NDlwSa5B7b84CqcTxo/svz/b3d3d3eu/RKwUqPUr679IfUtyDXrqv05OgjwlyOm/UR+5Bj0W6b9W8O/QVGTov1vBJptssue/YpJdZYQA579mY5QvnE7mv2s0y/mznOW/cAUCxMvq5L911jiO4zjkv3qnb1j7huO/fnimIhPV4r+ESd3sKiPiv4gaFLdCceG/jetKgVq/4L+SvIFLcg3gv5eqlQ+yyd6/3vpwULud3b8iS0yRxHHcv2mbJ9LNRdu/rusCE9cZ2r/zO95T4O3YvziMuZTpwde/ftyU1fKV1r/ELHAW/GnVvwl9S1cFPtS/Ts0mmA4S07+UHQLZF+bRv9lt3RkhutC/PHxxtVQcz7/GHCg3Z8TMv1W93rh5bMq/3l2VOowUyL9rFDlcOXTFv368Log+3sK/kmQktENIwL9MGTTAkWS7v31pHxicOLa/pbkKcKYMsb+aE+yPYcGnv9RnhX/s0pq/z6HKfFeMeL/YLUCCgRmNPxhrubBLnqE/xsriADf2qz87FYYoESezPxrFmtAGU7g/63SvePx+vT9dEmIQeVXBP01qbORz68M/NcJ2uG6Bxj8lGoGMaRfJPw5yi2Bkrcs/9MmVNF9Dzj/zEFAErWzQP+c8VW6qt9E/32ha2KcC0z8OnDY9eUjUP9gbMe11k9U/npsrnXLe1j9kGyZNbynYPy2bIP1rdNk/9BobrWi/2j+8mhVdZQrcP4IaEA1iVd0/TJoKvV6g3j8RGgVtW+vfP+zMfw4sm+A/0Ax9ZqpA4T+zTHq+KObhP5iMdxani+I/e8x0biUx4z9eDHLGo9bjP0NMbx4ifOQ/JoxsdqAh5T8KzGnOHsflP+4LZyadbOY/0ktkfhsS5z+1i2HWmbfnP5jLXi4YXeg/fQtchpYC6T9fS1neFKjpP7BfKVDrV+o/KZtssskm6z+j1q8UqPXrPxwS83aGxOw/lU022WST7T8QiXk7Q2LuP4jEvJ0hMe8/AgAAAAAA8D++nSExb2fwP3o7Q2LezvA/ONlkk0028T/0dobEvJ3xP7AUqPUrBfI/c9FFF1107b93O0Ni3s7sv3ylQK1fKey/whyp15F667/H7d+hqcjqv8q+FmzBFuq/0Y9NNtlk6b/UYIQA8bLov9oxu8oIAei/3gLylCBP57/k0yhfOJ3mv+mkXylQ6+W/7nWW82c55b/yRs29f4fkv/gXBIiX1eO//eg6Uq8j478BunEcx3HivweLqObev+G/DFzfsPYN4b8QLRZ7Dlzgvyr8mYpMVN+/M54HH3zw3b977uJfhcTcv74+vqCOmNu/BY+Z4Zds2r9K33QioUDZv44vUGOqFNi/1H8rpLPo1r8Y0AblvLzVv2Ag4iXGkNS/pnC9Zs9k07/rwJin2DjSvzARdOjhDNG/6cKeUtbBz790Y1XU6GnNv/4DDFb7Ecu/jKTC1w26yL9zo8zFAubFv/B2zNL/MMO/Ax/C/gSbwL8xjm9VFAq8v1neWq0e3ra/iS5GBSmysb9k/WK6Zgypv2c7c9T2aJ2/DvhAaEBygb+6hmTYbO2HP16BQoZGU6A/+uBr1jGrqj9XoEqTjoGyPy1QXzuErbc/DgB043nZvD/uV8TFtwLBP9evzpmymMM/xwfZba0uxj+vX+NBqMTIP5+37RWjWss/hg/46Z3wzT+3MwFfTEPQP69fBslJjtE/o4sLM0fZ0j/gw+GXnC7UP9gbMe11k9U/plCqQrOL1j9s0KTyr9bXPzFQn6KsIdk/+8+ZUqls2j/AT5QCprfbP4rPjrKiAt0/UE+JYp9N3j8Zz4MSnJjfP3AnP2HMceA/Umc8uUoX4T84pzkRybzhPxrnNmlHYuI//yY0wcUH4z/iZjEZRK3jP8WmLnHCUuQ/quYryUD45D+NJikhv53lP3JmJnk9Q+Y/VKYj0bvo5j855iApOo7nPxwmHoG4M+g//mUb2TbZ6D/kpRgxtX7pP9KQmLczJOo/zSabbLLJ6j8n5u0MiXnrP6EhMW9nSOw/Gl100UUX7T+TmLczJObtPw7U+pUCte4/hg8++OCD7z+ApUCtXynwPz1DYt7OkPA/+eCDDz748D+2fqVArV/xP3Mcx3Ecx/E/L7rooosu8j/44IMPPvjsv/1KgVq/Uuy/AbV+pUCt678HH3zwwQfrvwyJeTtDYuq/TwDiZXWz6b9U0RgwjQHpv1miT/qkT+i/XXOGxLyd579iRL2O1Ovmv2gV9FjsOea/beYqIwSI5b9yt2HtG9bkv3aImLczJOS/fFnPgUty47+BKgZMY8Div4X7PBZ7DuK/i8xz4JJc4b+PnaqqqqrgvyjdwumE8d+/Mn8wfrSN3r88IZ4S5CndvxriVG9P69u/XDIwsFi/2r+jggvxYZPZv+jS5jFrZ9i/LiPCcnQ7179zc52zfQ/Wv7jDePSG49S//hNUNZC3079EZC92mYvSv4q0CreiX9G/zgTm96sz0L8oqoJxag/Ov7JKOfN8t8u/POvvdI9fyb8m6vlihIvGvw/pA1F5t8O/ftlfScbtwL8kA6vqlq+8v0tTlkKhg7e/c6OBmqtXsr9I59nka1eqvy0PYSkB/5+/op8cElWehr8e34guWMGCP+8ul7eCEJ4/Jvf0qyxgqT9jKw/+C9yxPzvbI6YBCLc/E4s4TvczvD94nSZ79q/AP2H1ME/xRcM/SU07I+zbxT85pUX35nHIPyH9T8vhB8s/EVVan9ydzT98VrK56xnQP3CCtyPpZNE/aK68jeav0j+g5pLyOwXUP6VD3EeZedU/npsrnXLe1j9s0KTyr9bXPzYFHkjtztg//IQY+OkZ2j/GBBOo5mTbP4yEDVjjr9w/VQQICOD63T8ahAK43EXfP/KB/rNsSOA/1cH7C+vt4D+4AfljaZPhP5xB9rvnOOI/gIHzE2be4j9kwfBr5IPjP0cB7sNiKeQ/KkHrG+HO5D8PgehzX3TlP/LA5cvdGeY/1wDjI1y/5j+6QOB72mTnP56A3dNYCug/gsDaK9ev6D9kANiDVVXpP1TrVwrU+uk/TYFav1Kg6j9JF1100UXrP0KtXylQ6+s/nmyyySab7D8XqPUrBWrtP5DjOI7jOO4/Ch988MEH7z+DWr9SoNbvP/9KgVq/UvA/u+iiiy668D94hsS8nSHxPzUk5u0MifE/8cEHH3zw8T+uXylQ61fyP3zwwQcffOy/gVq/UqDW67+FxLydITHrv4suuuiii+q/kJi3MyTm6b+UArV+pUDpv5hssskmm+i/3eMa9Fjs57/htFG+cDrnv+aFiIiIiOa/7Fa/UqDW5b/xJ/YcuCTlv/b4LOfPcuS/+sljsefA478Am5p7/w7jvwRs0UUXXeK/CD0IEC+r4b8PDj/aRvngvxPfdaReR+C/MGBZ3ewq3785AsdxHMfdv0OkNAZMY9y/uNXGfhkS27/8JaK/IubZv0J2fQAsuti/iMZYQTWO17/MFjSCPmLWvxJnD8NHNtW/V7fqA1EK1L+eB8ZEWt7Sv+NXoYVjstG/KKh8xmyG0L/a8K8O7LTOv2aRZpD+XMy/7zEdEhEFyr/WMCcABjHHv8MvMe76XMS/qy473O+Iwb8nW4qUyWm9v0DI0dcjKbi/aBi9Ly79sr8f0VAPcaKrv39xJ7+FSqG/PEf4u2nKi78Ib1oJhyp7PyZbqWJ4eps/QQ1+gScVqD94ttNoiTaxP0hm6BB/YrY/IBb9uHSOuz/84ogwNV3AP+s6kwQw88I/05Kd2CqJxT+76qesJR/IP6tCsoAgtco/k5q8VBtLzT+D8sYoFuHPPzalaH6IO9E/KtFt6IWG0j9lCURN29vTP2ZmjaI4UNU/asPW95XE1j9kGyZNbynYPzFQn6KsIdk//IQY+OkZ2j/GuZFNJxLbP5A5jP0jXdw/VrmGrSCo3T8eOYFdHfPeP3LcvQYNH+A/Vxy7XovE4D86XLi2CWrhPx2ctQ6ID+I/AtyyZga14j/kG7C+hFrjP8pbrRYDAOQ/rJuqboGl5D+P26fG/0rlP3QbpR5+8OU/V1uidvyV5j88m5/OejvnPx/bnCb54Oc/AxuafneG6D/mWpfW9SvpP9RFF1100ek/0NsZEvN26j/KcRzHcRzrP8UHH3zwwes/v50hMW9n7D+6MyTm7QztPxTzdobEvO0/jS666KKL7j8Iav1KgVrvP8BSoNavFPA/fvDBBx988D86juM4juPwP/YrBWr9SvE/tMkmm2yy8T9wZ0jM2xnyPywFav1KgfI/////////678Dav1KgVrrvwjU+pUCteq/Dj744IMP6r8SqPUrBWrpvxcS83aGxOi/HHzwwQcf6L8g5u0MiXnnvyRQ61cK1Oa/acdTgjwl5r9vmIpMVHPlv3RpwRZsweS/eTr44IMP5L99Cy+rm13jv4LcZXWzq+K/iK2cP8v54b+LftMJ40fhv5JPCtT6leC/LEGCPCXI37814+/QVGTev0CFXWWEAN2/SSfL+bOc279UyTiO4zjav5cZFM/sDNm/3mnvD/bg178kuspQ/7TWv2gKppEIidW/rlqB0hFd1L/zqlwTGzHTvzr7N1QkBdK/f0sTlS3Z0L+KN92rbVrPvxTYky2AAs2/nnhKr5Kqyr+Ed1Sdh9bHv2x2Xot8AsW/WHVoeXEuwr+C6OTOzLS+v1Hm+Kq2DLm/TI34xLCis7/rusc5du2svztbnumKlaK/MvfpMj97kL+wIKO1XdJwP46Huw1u5Jg/cyMHVyLKpj+SQZjTBpGwP2rxrHv8vLU/OqHBI/Louj+JKOvlcwrAP3WA9bluoMI/Zdj/jWk2xT9NMApiZMzHPzWIFDZfYso/JeAeClr4zD8NOCneVI7PP/7HGdknEtE/8vMeQyVd0j8rLPWnerLTPy+JPv3XJtU/L+aHUjWb1j80Q9Gnkg/YPy2bIP1rdNk/+8+ZUqls2j/GBBOo5mTbP5A5jP0jXdw/XW4FU2FV3T8i7v8CXqDeP+xt+rJa698/2XZ6sSub4D++tncJqkDhP6H2dGEo5uE/hDZyuaaL4j9odm8RJTHjP0y2bGmj1uM/MPZpwSF85D8TNmcZoCHlP/Z1ZHEex+U/2rVhyZxs5j++9V4hGxLnP6I1XHmZt+c/hXVZ0Rdd6D9qtVYplgLpP1ig1q8UqOk/UjbZZJNN6j9OzNsZEvPqP0di3s6QmOs/Qvjggw8+7D88juM4juPsPzgk5u0Mie0/Mrrooosu7j+LeTtDYt7uPwa1fqVAre8/P/jggw8+8D/8lQK1fqXwP7kzJObtDPE/ddFFF1108T8yb2dIzNvxP+8MiXk7Q/I/q6qqqqqq8j+EDz744IPrv4l5O0Ni3uq/jeM4juM46r+TTTbZZJPpv5i3MyTm7ei/nCExb2dI6L+giy666KLnv6X1KwVq/ea/ql8pUOtX5r+uySabbLLlv7QzJObtDOW/96qMECBe5L/8e8PaN6zjvwFN+qRP+uK/Bh4xb2dI4r8M72c5f5bhvw/AngOX5OC/FZHVza4y4L8zxBgwjQHfvz5mhsS8nd2/SAj0WOw53L9RqmHtG9bav1xMz4FLctm/Ng2G3rYz2L9+XWEfwAfXv8OtPGDJ29W/B/4XodKv1L9MTvPh24PTv5KeziLlV9K/2O6pY+4r0b88fgpJ7//Pv8YewcoBqM2/Ub93TBRQy784voE6CXzIvyC9iyj+p8W/CLyVFvPTwr/pdT8J0P+/v7hzU+W5V7q/iHFnwaOvtL/QpD5keziuvyBFFRSQ4KO/4MrXh0kRk78ARq+H0ehZP8CzzbhjTpY/jjmQLB1/pT9Ambl8CNevP3d8ceZ5F7U/TyyGjm9Duj8f3Jo2ZW+/P/zFV2+tTcI/5x1iQ6jjxD/YdWwXo3nHP7/NduudD8o/pyWBv5ilzD+XfYuTkzvPP8DqyjPH6NA/uBbQncQz0j/wTqYCGonTP++r71d3/dQ/9Ag5rdRx1j/0ZYICMubXP/rCy1ePWtk/9BobrWi/2j/AT5QCprfbP4yEDVjjr9w/VrmGrSCo3T8i7v8CXqDeP+4ieVibmN8/XNE5BMxx4D8/ETdcShfhPyNRNLTIvOE/BpExDEdi4j/p0C5kxQfjP84QLLxDreM/sFApFMJS5D+WkCZsQPjkP3jQI8S+neU/WxAhHD1D5j9AUB50u+jmPyKQG8w5juc/CNAYJLgz6D/qDxZ8NtnoP9v6lQK1fuk/1JCYtzMk6j/OJptsssnqP8q8nSExb+s/w1Kg1q8U7D++6KKLLrrsP7h+pUCtX+0/tBSo9SsF7j+uqqqqqqruP6ZArV8pUO8/AQAAAAAA8D++nSExb2fwP3s7Q2LezvA/N9lkk0028T/0dobEvJ3xP7EUqPUrBfI/bbLJJpts8j8qUOtXCtTyPwYffPDBB+u/C4l5O0Ni6r8Q83aGxLzpvxVddNFFF+m/GsdxHMdx6L8fMW9nSMznvyObbLLJJue/JwVq/UqB5r8sb2dIzNvlvzHZZJNNNuW/NkNi3s6Q5L87rV8pUOvjvz8XXXTRReO/hI7FngOX4r+JX/xoG+Xhv44wMzMzM+G/kgFq/UqB4L8wpUGPxZ7fvzlHryP1Ot6/QukcuCTX3L9Ni4pMVHPbv1ct+OCDD9q/Ys9ldbOr2L/SAPjtgFrXvxpR0y6KLta/X6Gub5MC1b+k8YmwnNbTv+lBZfGlqtK/LpJAMq9+0b914htzuFLQv3Rl7meDTc6//wWl6ZX1y7/mBK/XiiHJv84DucV/Tca/tQLDs3R5w7+eAc2haaXAvxQBrh+9oru/5P7B+6b6tb+0/NXXkFKwvwj102f1VKW/eJ7F3FOnlb8A41uOp+9Ovyzg32NZuJM/w08ZAhg0pD90r0JSA4yuP5IHNlH3cbQ/ardK+eyduT9BZ1+h4sm+P4kLuiTs+sE/dGPE+OaQxD9iu87M4SbHP1AT2aDcvMk/OGvjdNdSzD8gw+1I0ujOP4gNfI5mv9A/fTmB+GMK0j+4cVdduV/TP7rOoLIW1NQ/uivqB3RI1j++iDNd0bzXP77lfLIuMdk/xELGB4yl2j+8mhVdZQrcP4rPjrKiAt0/VQQICOD63T8eOYFdHfPeP+xt+rJa698/XNE5BMxx4D/Ca/au6u3gP6Wr8wZpk+E/iuvwXuc44j9tK+62Zd7iP1Br6w7kg+M/NavoZmIp5D8Y6+W+4M7kP/wq4xZfdOU/4Grgbt0Z5j/Cqt3GW7/mP6fq2h7aZOc/iirYdlgK6D9uatXO1q/oP1xVVVVVVek/WOtXCtT66T9SgVq/UqDqP0wXXXTRRes/R61fKVDr6z9AQ2LezpDsPzzZZJNNNu0/Nm9nSMzb7T8yBWr9SoHuPyqbbLLJJu8/JDFvZ0jM7z+Q4ziO4zjwPzxDYt7OkPA/+uCDDz748D+2fqVArV/xP3Icx3Ecx/E/MLrooosu8j/sVwrU+pXyP6j1KwVq/fI/iy666KKL6r+PmLczJObpv5QCtX6lQOm/mmyyySab6L+e1q8UqPXnv6NArV8pUOe/qKqqqqqq5r+sFKj1KwXmv7B+pUCtX+W/teiiiy665L+6UqDWrxTkv7+8nSExb+O/xCabbLLJ4r/IkJi3MyTiv836lQK1fuG/E3L+LOfP4L8XQzX3/h3gvzgo2IIt2N6/QspFF1103b9LbLOrjBDcv1UOIUC8rNq/XrCO1OtI2b9qUvxoG+XXv3H0af1Kgda/uERFPlRV1b/+lCB/XSnUv0Ll+79m/dK/iDXXAHDR0b/NhbJBeaXQvyisGwUF886/skzShhebzL+aS9x0DMfJv4JK5mIB88a/aUnwUPYexL9SSPo+60rBv3OOCFrA7by/TIwcNqpFt78cijASlJ2xv9gPidz76qe/8RZiKZ81mb8glwWLPGxsv3wM8g5PIpE/3GWi1xLpoj+Mxcsn/kCtP56S+rt0zLM/d0IPZGr4uD9O8iMMYCS+PxNRHNoqqME/+6gmriU+xD/oADGCINTGP9JYO1Ybask/w7BFKhYAzD+sCFD+EJbOP0kwLekFltA/QVwyUwPh0T95lAi4WDbTP3/xUQ22qtQ/f06bYhMf1j9/q+S3cJPXP4QILg3OB9k/hGV3Yit82j+KwsC3iPDbP4IaEA1iVd0/UE+JYp9N3j8ahAK43EXfP3LcvQYNH+A/2XZ6sSub4D8/ETdcShfhP6Wr8wZpk+E/CkawsYcP4j/wha0JBrXiP9LFqmGEWuM/tQWouQIA5D+aRaURgaXkP32Fomn/SuU/YsWfwX3w5T9EBZ0Z/JXmPyhFmnF6O+c/DIWXyfjg5z/vxJQhd4boP9+vFKj1K+k/2EUXXXTR6T/U2xkS83bqP85xHMdxHOs/xwcffPDB6z/DnSExb2fsP70zJObtDO0/uMkmm2yy7T+xXylQ61fuP631KwVq/e4/p4suuuii7z/QkJi3MyTwP87bGRLzdvA/yiabbLLJ8D94hsS8nSHxPzUk5u0MifE/8cEHH3zw8T+uXylQ61fyP2v9SoFav/I/J5tssskm8z8OPvjggw/qvxOo9SsFaum/FxLzdobE6L8dfPDBBx/ovyLm7QyJeee/JlDrVwrU5r8quuiiiy7mvy8k5u0MieW/NI7jOI7j5L84+OCDDz7kvz5i3s6QmOO/QszbGRLz4r9HNtlkk03iv0ug1q8UqOG/UArU+pUC4b9VdNFFF13gv7K8nSExb9+/PqtudpUR3r9HTdwKxa3cv1DvSZ/0Sdu/WpG3MyTm2b9kMyXIU4LYv3DVklyDHte/d3cA8bK61b9UOLdNHnzUv5qIko4nUNO/39htzzAk0r8kKUkQOvjQv9LySKKGmM+/YJP/I5lAzb9HkgkSjmzKvy6REwCDmMe/F5Ad7nfExL//jifcbPDBv84bY5TDOL6/nhl3cK2QuL92F4tMl+iyv44qPlECgaq/XUzMEqxhnr94DnEMTgV/v9hxCHSJGI0/JnwrrQ2eoT/G21T9+PWrP7sdvybyJrM/lM3TzudSuD9rfeh23X69P6KWfo9pVcE/je6IY2Trwz91RpM3X4HGP2GenQtaF8k/Tfan31Styz8+TrKzT0POPxJT3kOlbNA/Bn/jraK30T9Ct7kS+AzTP0MUA2hVgdQ/SHFMvbL11T9IzpUSEGrXP0or32dt3tg/TYgovcpS2j9O5XESKMfbP1NCu2eFO90/TJoKvV6g3j8Zz4MSnJjfP/KB/rNsSOA/Vxy7XovE4D++tncJqkDhPyNRNLTIvOE/iuvwXuc44j/wha0JBrXiP1YgarQkMeM/OGBnDKPW4z8coGRkIXzkPwDgYbyfIeU/4x9fFB7H5T/IX1xsnGzmP6ufWcQaEuc/jd9WHJm35z9zH1R0F13oP2EK1PqVAuk/XKDWrxSo6T9WNtlkk03qP1LM2xkS8+o/S2LezpCY6z9F+OCDDz7sP0CO4ziO4+w/OiTm7QyJ7T82uuiiiy7uPy9Q61cK1O4/KubtDIl57z8SPvjggw/wPw+JeTtDYvA/DNT6lQK18D8KH3zwwQfxPwdq/UqBWvE/tMkmm2yy8T9wZ0jM2xnyPy4Fav1KgfI/6qKLLrro8j+mQK1fKVDzP5JNNtlkk+m/l7czJObt6L+cITFvZ0jov6GLLrrooue/pvUrBWr95r+rXylQ61fmv6/JJptssuW/szMk5u0M5b+4nSExb2fkv70HH3zwweO/wnEcx3Ec47/H2xkS83biv8tFF1100eG/0K8UqPUr4b/UGRLzdobgv7QHH3zwwd+/u9sZEvN23r/GrxSo9Svdv8+DDz744Nu/WHLgklyD2r9iFE4njB/Zv2y2u7u7u9e/eFgpUOtX1r9++pbkGvTUv/MrKV3ootO/OXwEnvF20r9+zN/e+krRv8Mcux8EH9C/ENoswRrmzb/72DavDxLLv+PXQJ0EPsi/zNZKi/lpxb+z1VR57pXCvzapvc7Gg7+/BqfRqrDbub/WpOWGmjO0v15F88UIF62//kAbftzGob988gzZwNqJvwIfU0bwZYM/IsxsWagpoD/w8d3S86qqP8iog5FvgbI/oFiYOWWttz94CK3hWtm8Pyjc4ESoAsE/FDTrGKOYwz8AjPXsnS7GP+jj/8CYxMg/1DsKlZNayz/AkxRpjvDNP9h1j55EQ9A/zKGUCEKO0T8C2mptl+PSPwg3tML0V9Q/CJT9F1LM1T8O8UZtr0DXPw9OkMIMtdg/D6vZF2op2j8UCCNtx53bPxRlbMIkEt0/GMK1F4KG3j8RGgVtW+vfP3AnP2HMceA/1cH7C+vt4D86XLi2CWrhP6H2dGEo5uE/BpExDEdi4j9tK+62Zd7iP9LFqmGEWuM/OGBnDKPW4z+e+iO3wVLkP4E6IQ9A+OQ/ZnoeZ76d5T9Iuhu/PEPmPy76GBe76OY/EDoWbzmO5z/zeRPHtzPoP+Rkk0022eg/3PqVArV+6T/YkJi3MyTqP9Imm2yyyeo/zrydITFv6z/IUqDWrxTsP8Dooosuuuw/vH6lQK1f7T+2FKj1KwXuP7Kqqqqqqu4/rECtXylQ7z+m1q8UqPXvP1A22WSTTfA/TYFav1Kg8D9LzNsZEvPwP0cXXXTRRfE/RWLezpCY8T9CrV8pUOvxP+4MiXk7Q/I/rKqqqqqq8j9oSMzbGRLzPyTm7QyJefM/F1100UUX6b8cx3Ecx3HovyAxb2dIzOe/Jptssskm578qBWr9SoHmvy9vZ0jM2+W/NNlkk0025b84Q2LezpDkvzytXylQ6+O/QRdddNFF479GgVq/UqDiv0vrVwrU+uG/UFVVVVVV4b9Uv1Kg1q/gv1kpUOtXCuC/vCabbLLJ3r/E+pUCtX7dv8/OkJi3M9y/2KKLLrro2r/hdobEvJ3Zv+pKgVq/Uti/dDlSryP11r+A279DU5HVv4d9LdiCLdS/kh+bbLLJ0r/Xb3atu53RvxzAUe7EcdC/xCBaXpyLzr+rH2RMkbfLv5cebjqG48i/fx14KHsPxr9oHIIWcDvDv08bjARlZ8C/bjQs5bMmu78+MkDBnX61vx5gqDoPra+/zlvQ8uJcpL/ervBVbRmSv4hn/easG3I/pGJvyUMnmz+vtY8szuOoP9szSPzs27E/rONcpOIHtz+Ck3FM2DO8P64hQ/rmr8A/mnlNzuFFwz+G0Vei3NvFP3IpYnbXccg/WoFsStIHyz9G2XYezZ3NP5mYQPnjGdA/kMRFY+Fk0T/I/BvINrrSP8hZZR2ULtQ/zraucvGi1T/OE/jHThfXP9RwQR2si9g/1M2KcgkA2j/UKtTHZnTbP9mHHR3E6Nw/2uRmciFd3j/eQbDHftHfP+zMfw4sm+A/Umc8uUoX4T+4AfljaZPhPx2ctQ6ID+I/hDZyuaaL4j/p0C5kxQfjP1Br6w7kg+M/tQWouQIA5D8coGRkIXzkP4E6IQ9A+OQ/5tTduV505T/MFNsR3RnmP65U2Glbv+Y/kpTVwdlk5z921NIZWAroP2S/UqDWr+g/X1VVVVVV6T9Z61cK1PrpP1SBWr9SoOo/ThdddNFF6z9JrV8pUOvrP0NDYt7OkOw/Pdlkk0027T84b2dIzNvtPzIFav1Kge4/LZtssskm7z8nMW9nSMzvP5LjOI7jOPA/ji666KKL8D+KeTtDYt7wP4jEvJ0hMfE/hg8++OCD8T+DWr9SoNbxP4ClQK1fKfI/fPDBBx988j8qUOtXCtTyP+btDIl5O/M/o4suuuii8z+abLLJJpvov5/WrxSo9ee/o0CtXylQ57+pqqqqqqrmv64UqPUrBea/sn6lQK1f5b+26KKLLrrkv7tSoNavFOS/wLydITFv47/EJptsssniv8qQmLczJOK/zvqVArV+4b/TZJNNNtngv9fOkJi3M+C/uHEcx3Ec37/CRRdddNHdv8oZEvN2hty/1e0MiXk727/ewQcffPDZv+eVArV+pdi/8Gn9SoFa17/6Pfjggw/WvwQS83aGxNS/jADEy+pm07+YojFgGgPSv3Rj6LyFxNC/cWeH+x0xz79YZpHpEl3Mv0Blm9cHicm/LGSlxfy0xr8UY6+z8eDDv/1huaHmDMG/yMGGH7dxvL+Zv5r7oMm2v2q9rteKIbG/dHaFZ+nypr9K5Fo/ekWXv0BxW/U1pES/OC0F4Db7lT/6mtq3x02mP65P2f/5zrA/zm4hD2Bitj+eHja3VY67Pztnpa8lXcA/J7+vgyDzwj8TF7pXG4nFP/5uxCsWH8g/68bO/xC1yj/SHtnTC0vNP75246cG4c8/Vef2vYA70T+SH80i1pDSP5J8FngzBdQ/ktlfzZB51T+YNqki7u3WP5iT8ndLYtg/nPA7zajW2T+cTYUiBkvbP5yqzndjv9w/ogcYzcAz3j+jZGEiHqjfP9Rg1bs9juA/0Ax9ZqpA4T84pzkRybzhP5xB9rvnOOI/AtyyZga14j9odm8RJTHjP84QLLxDreM/NavoZmIp5D+aRaURgaXkPwDgYbyfIeU/ZnoeZ76d5T/MFNsR3RnmPzKvl7z7leY/FO+UFHo75z/6LpJs+ODnP+gZEvN2hug/4a8UqPUr6T/dRRdddNHpP9bbGRLzduo/0nEcx3Ec6z/LBx988MHrP8edITFvZ+w/wDMk5u0M7T+6ySabbLLtP7ZfKVDrV+4/r/UrBWr97j+riy666KLvP9KQmLczJPA/0NsZEvN28D/NJptsssnwP8pxHMdxHPE/x7ydITFv8T/EBx988MHxP8JSoNavFPI/v50hMW9n8j+76KKLLrryP7kzJObtDPM/ZpNNNtlk8z8iMW9nSMzzPx588MEHH+i/I+btDIl5578oUOtXCtTmvy266KKLLua/MiTm7QyJ5b83juM4juPkvzr44IMPPuS/P2LezpCY479EzNsZEvPiv0g22WSTTeK/TqDWrxSo4b9TCtT6lQLhv1d00UUXXeC/uLydITFv37/AkJi3MyTev8xkk0022dy/0ziO4ziO27/eDIl5O0Pav+fggw8++Ni/8LR+pUCt17/5iHk7Q2LWvwJddNFFF9W/DjFvZ0jM078UBWr9SoHSvyDZZJNNNtG/Ja60mJ/Wz78Nrb6GlALNv/SryHSJLsq/3KrSYn5ax7/JqdxQc4bEv7Co5j5ossG/Mk/hWbq8vb8CTfU1pBS4v9FKCRKObLK/RJE63O+Iqb/IGcUoh3Gcv6BEVGS6RHe/mPea9inPkD8qgCVDwbejP4uE/YrtB68/dMRq6QwstT+lxlYNI9S6P8KsB2VkCsA/rgQSOV+gwj+aXBwNWjbFP4a0JuFUzMc/cgwxtU9iyj9eZDuJSvjMP0a8RV1Fjs8/GQqoGCAS0T9SQn59dWfSP1efx9LS29M/WPwQKDBQ1T9YWVp9jcTWP122o9LqONg/XhPtJ0it2T9icDZ9pSHbP2LNf9ICltw/YyrJJ2AK3j9qhxJ9vX7fPzXyLWmNeeA/t6DSE7wz4T+zTHq+KObhPxrnNmlHYuI/gIHzE2be4j/kG7C+hFrjP0y2bGmj1uM/sFApFMJS5D8Y6+W+4M7kP32Fomn/SuU/4x9fFB7H5T9Iuhu/PEPmP65U2Glbv+Y/FO+UFHo75z96iVG/mLfnP2p00UUXXeg/ZArU+pUC6T9eoNavFKjpP1g22WSTTeo/UszbGRLz6j9OYt7OkJjrP0j44IMPPuw/Qo7jOI7j7D88JObtDIntPza66KKLLu4/MlDrVwrU7j8s5u0MiXnvPxM++OCDD/A/EYl5O0Ni8D8O1PqVArXwPwsffPDBB/E/CGr9SoFa8T8FtX6lQK3xPwIAAAAAAPI/AEuBWr9S8j/9lQK1fqXyP/nggw8++PI/+CsFav1K8z/0dobEvJ3zP6DWrxSo9fM/QxdddNFF579m/UqBWr/mv2tnSMzbGea/ctFFF1105b91O0Ni3s7kv3qlQK1fKeS/fw8++OCD47+EeTtDYt7iv4jjOI7jOOK/jU022WST4b+StzMk5u3gv5chMW9nSOC/NxdddNFF379A61cK1Prdv0m/UqDWr9y/VJNNNtlk279cZ0jM2xnav2Y7Q2Lezti/cA8++OCD17954ziO4zjWv4K3MyTm7dS/i4suuuii07+WXylQ61fSv50zJObtDNG/UQ8++OCDz7/0T+tXCtTMv4GCeTtDYsq/iPH/////x79y8Anu9CvFv17vE9zpV8K/jNw7lL0Hv79c2k9wp1+5vy3YY0yRt7O/+KvvUPYerL+apxcJys6gv+CM/gR3+oW/WIRhGjpGhz90ZXDOuiGhP9VpSBbncaw/GjcQrwnhsz9KOfzSH4m5P3k76PY1Mb8/Okp07p1Nwj8non7CmOPEPxL6iJaTecc//lGTao4Pyj/qqZ0+iaXMP9YBqBKEO88/3yxZc7/o0D8ZZS/YFD7SPxzCeC1ystM/IR/Cgs8m1T8ifAvYLJvWPyLZVC2KD9g/JzaegueD2T8nk+fXRPjaPyvwMC2ibNw/LE16gv/g3T8sqsPXXFXfP5qDhhbdZOA/GjIrwQsf4T+c4M9rOtnhP5iMdxani+I//yY0wcUH4z9kwfBr5IPjP8pbrRYDAOQ/MPZpwSF85D+WkCZsQPjkP/wq4xZfdOU/YsWfwX3w5T/IX1xsnGzmPy76GBe76OY/kpTVwdlk5z/6LpJs+ODnP+oZEvN2hug/Jl100UUX6T8f83aGxLzpPxiJeTtDYuo/FB988MEH6z8PtX6lQK3rPwlLgVq/Uuw/BOGDDz747D/+dobEvJ3tP/kMiXk7Q+4/8qKLLrro7j/uOI7jOI7vP3RnSMzbGfA/cbLJJpts8D9u/UqBWr/wP2xIzNsZEvE/aJNNNtlk8T9m3s6QmLfxP2MpUOtXCvI/YHTRRRdd8j9ev1Kg1q/yP1oK1PqVAvM/V1VVVVVV8z9WoNavFKjzP1LrVwrU+vM/XnTRRRdd9D9MNtlkk03mv9BFF1100eW/9CsFav1K5b/5lQK1fqXkv/7//////+O/A2r9SoFa478H1PqVArXivww++OCDD+K/EKj1KwVq4b8VEvN2hsTgvxp88MEHH+C/PszbGRLz3r9HoNavFKjdv1B00UUXXdy/WUjM2xkS279kHMdxHMfZv2zwwQcffNi/dsS8nSEx17+AmLczJObVv4hssskmm9S/kkCtXylQ07+bFKj1KwXSv6booosuutC/Wnk7Q2Lezr8Duuiiiy7Mv6f6lQK1fsm/xXc7Q2Lexr/K5sEHH3zEv9FVSMzbGcK/tYmdITFvv7/GZ6qqqqq6v5RlvoaUArW/ysakxfy0rr9owsx90GSjvxR86WtIKZC/sDIaj0DceT9IlXazaBedPwZPk6Hg26k/sqm1dAaWsj/jq6GYHD64PxKujbwy5r0/Idg8cCTHwT+t5+B315DEP5k/60vSJsc/hZf1H828yT9x7//zx1LMP1xHCsjC6M4/pE8Kzl6/0D/ch+AytBTSP9/kKYgRidM/4kFz3W791D/mnrwyzHHWP+f7BYgp5tc/6FhP3YZa2T/stZgy5M7aP+0S4odBQ9w/8W8r3Z633T/yzHQy/CvfP/kU38MsUOA/fcODblsK4T/9cSgZisThP38gzcO4fuI/e8x0biUx4z/iZjEZRK3jP0cB7sNiKeQ/rJuqboGl5D8TNmcZoCHlP3jQI8S+neU/4Grgbt0Z5j9EBZ0Z/JXmP6ufWcQaEuc/EDoWbzmO5z921NIZWAroP2i/UqDWr+g/4PqVArV+6T8cPvjggw/qP5cuuuiii+o/kcS8nSEx6z+NWr9SoNbrP4bwwQcffOw/gobEvJ0h7T97HMdxHMftP3eyySabbO4/cEjM2xkS7z9q3s6QmLfvPzK66KKLLvA/MAVq/UqB8D8tUOtXCtTwPyqbbLLJJvE/KObtDIl58T8kMW9nSMzxPyJ88MEHH/I/H8dxHMdx8j8cEvN2hsTyPxpddNFFF/M/Fqj1KwVq8z8T83aGxLzzPxE++OCDD/Q/HsdxHMdx9D/aZJNNNtn0P1VVVVVVVeW/2GSTTTbZ5L9cdNFFF13kv4Fav1Kg1uO/hsS8nSEx47+LLrroooviv4+YtzMk5uG/lAK1fqVA4b+YbLLJJpvgvzqtXylQ69+/RIFav1Kg3r9OVVVVVVXdv1cpUOtXCty/YP1KgVq/2r9p0UUXXXTZv3SlQK1fKdi/e3k7Q2Le1r+GTTbZZJPVv5AhMW9nSNS/mPUrBWr90r+iySabbLLRv6udITFvZ9C/bOM4juM4zr8MJObtDInLv7Rkk0022ci/WKVArV8pxr/95e0MiXnDvxDcgw8++MC/K5YUqPUrvb89dCExb2e4v0pSLrroorO/rGB2hsS8rb/EHJCYtzOkv7ixU1VVVZW/AHHFpTOwVD/IXwzKW+uXPzY03izaRac/ShxbOgNLsT96HkdeGfO2P6kgM4Ivm7w/bZEP06IhwT+EkgXlrfXDP5iT+/a4ycY/DN1X1QtqyT/4NGKpBgDMP+SMbH0Bls4/aHK7KP6V0D+hqpGNU+vRP6IH2+KwX9M/pGQkOA7U1D+nwW2Na0jWP6wet+LIvNc/rHsAOCYx2T+t2EmNg6XaP7I1k+LgGdw/s5LcNz6O3T+37yWNmwLfP1ymN3F8O+A/3FTcG6v14D9gA4HG2a/hP+CxJXEIauI/YmDKGzck4z9eDHLGo9bjP8WmLnHCUuQ/KkHrG+HO5D+P26fG/0rlP/Z1ZHEex+U/WxAhHD1D5j/Cqt3GW7/mPyhFmnF6O+c/jd9WHJm35z/zeRPHtzPoP+Nkk0022eg/XqDWrxSo6T/Y2xkS83bqPxIffPDBB+s/jg8++OCD6z8KAAAAAADsPwSWArV+pew//ysFav1K7T/5wQcffPDtP/RXCtT6le4/7+0MiXk77z/pgw8++ODvP/EMiXk7Q/A/71cK1PqV8D/soosuuujwP+rtDIl5O/E/5jiO4ziO8T/kgw8++ODxP+DOkJi3M/I/3hkS83aG8j/bZJNNNtnyP9ivFKj1K/M/1vqVArV+8z/SRRdddNHzP8+QmLczJPQ/3BkS83aG9D+ZtzMk5u30P1ZVVVVVVfU/W3TRRRdd5L/egw8++ODjv2KTTTbZZOO/56KLLrro4r8KiXk7Q2Livw/zdobEvOG/FF100UUX4b8Zx3Ecx3Hgvzti3s6QmN+/RDbZZJNN3r9QCtT6lQLdv1jezpCYt9u/YrLJJpts2r9rhsS8nSHZv3Rav1Kg1te/fy666KKL1r+GArV+pUDVv5HWrxSo9dO/mqqqqqqq0r+kfqVArV/Rv6xSoNavFNC/a0022WSTzb8UjuM4juPKv7POkJi3M8i/XA8++OCDxb8AUOtXCtTCv6WQmLczJMC/k6KLLrrour+cgJi3MyS2v7BepUCtX7G/fHlkk002qb8oa/xKgVqfv7DGX97OkIi/AJJysskmez9QLGlIzNuZPwzaGhLzdqY/744AAAAAsD8fkewjFqi1P06T2EcsULs/v0riNSF8wD/XS9hHLFDDP+9Mzlk3JMY/Ak7Ea0L4yD+EesReRa3LP3DSzjJAQ84/LpVsg51s0D9ozULo8sHRP2sqjD1QNtM/bIfVkq2q1D9u5B7oCh/WP3FBaD1ok9c/dp6xksUH2T92+/rnInzaP3ZYRD2A8Ns/fLWNkt1k3T98EtfnOtneP8A3kB7MJuA/QOY0yfrg4D/BlNlzKZvhP0RDfh5YVeI/xfEiyYYP4z9GoMdztcnjP0NMbx4ifOQ/quYryUD45D8PgehzX3TlP3QbpR5+8OU/2rVhyZxs5j9AUB50u+jmP6fq2h7aZOc/DIWXyfjg5z9zH1R0F13oP2QK1PqVAuk/3EUXXXTR6T9YgVq/UqDqP9C8nSExb+s/DAAAAAAA7D+I8MEHH3zsPwLhgw8++Ow/gNFFF1107T95Z0jM2xnuP3X9SoFav+4/bpNNNtlk7z+1FKj1KwXwP7JfKVDrV/A/rqqqqqqq8D+s9SsFav3wP6hArV8pUPE/posuuuii8T+k1q8UqPXxP6EhMW9nSPI/nmyyySab8j+btzMk5u3yP5gCtX6lQPM/lU022WST8z+TmLczJObzP5DjOI7jOPQ/nGyyySab9D9aCtT6lQL1Pxao9SsFavU/0kUXXXTR9T9kk0022WTjv+iiiy666OK/bLLJJpts4r/wwQcffPDhv3TRRRdddOG/mLczJObt4L+cITFvZ0jgv0IXXXTRRd+/S+tXCtT63b9Uv1Kg1q/cv1+TTTbZZNu/aGdIzNsZ2r9yO0Ni3s7Yv3sPPvjgg9e/hOM4juM41r+PtzMk5u3Uv5aLLrrootO/oV8pUOtX0r+qMyTm7QzRv2cPPvjgg8+/ebczJObtzL8c+OCDDz7Kv8Y4juM4jse/Znk7Q2LexL8Ouuiiiy7Cv2f1KwVq/b6/rnaGxLydub/29+CDDz60v0zWOI7jOK6/dJJSoNavpL8gndhkk02Wv4CqYEjM22m/EOWApUCtjz8sfUYXXXShPxTBLAVq/ao/fYKJeTtDsj9ppHzwwQe3P1zGb2dIzLs/KnQxb2dIwD8kBauqqqrCPzwGoby1fsU/UweXzsBSyD9nCI3gyybLP/cXMeh+8M0/8bcd3jxD0D8r8PNCkpjRPy5NPZjvDNM/MKqG7UyB1D8xB9BCqvXVPzRkGZgHatc/NsFi7WTe2D88HqxCwlLaPzx79Zcfx9s/PNg+7Xw73T9BNYhC2q/ePyHJ6MsbEuA/o3eNdkrM4D8kJjIheYbhP6TU1sunQOI/J4N7dtb64j+nMSAhBbXjPyngxMszb+Q/JoxsdqAh5T+NJikhv53lP/LA5cvdGeY/V1uidvyV5j++9V4hGxLnPyKQG8w5juc/iirYdlgK6D/vxJQhd4boP+GvFKj1K+k/WutXCtT66T/TJptsssnqP05i3s6QmOs/yJ0hMW9n7D8E4YMPPvjsP37RRRdddO0/+sEHH3zw7T92sskmm2zuP/Giiy666O4/7DiO4ziO7z9zZ0jM2xnwP3CyySabbPA/bv1KgVq/8D9qSMzbGRLxP2iTTTbZZPE/Zd7OkJi38T9iKVDrVwryP2B00UUXXfI/Xb9SoNav8j9aCtT6lQLzP1ZVVVVVVfM/VKDWrxSo8z9S61cK1PrzP0822WSTTfQ/XL9SoNav9D8YXXTRRRf1P9b6lQK1fvU/kpi3MyTm9T9ONtlkk032P2qyySabbOK/7sEHH3zw4b9y0UUXXXThv/bggw8++OC/evDBBx984L/7///////fv0TM2xkS896/TaDWrxSo3b9WdNFFF13cv19IzNsZEtu/ahzHcRzH2b9z8MEHH3zYv3zEvJ0hMde/hpi3MyTm1b+PbLLJJpvUv5pArV8pUNO/oRSo9SsF0r+s6KKLLrrQv2p5O0Ni3s6/fCExb2dIzL8gYt7OkJjJv8Wiiy666Ma/beM4juM4xL8OJObtDInBv2zJJptssr2/tkqBWr9SuL/8y9sZEvOyv4qabLLJJqu/Gp0hMW9noL9wnWn9SoGKv0DkXnTRRXc/8EDkOI7jmD9eZFgK1PqlP0SoPvjgg68/F3YS83aGtD8LmAVq/Uq5P/i5+OCDD74/9O31KwVqwT/wfm9nSMzDP+oP6aKLLsY/5aBi3s6QyD/dMdwZEvPKP9PCVVVVVc0/9eGlM7AU0D/yEqWdMW/RP/Vv7vKO49I/98w3SOxX1D/6KYGdSczVP/qGyvKmQNc//uMTSAS12D8AQV2dYSnaPwWepvK+nds/BvvvRxwS3T8GWDmdeYbePwy1gvLW+t8/BgnmI5q34D+It4rOyHHhPwlmL3n3K+I/iRTUIybm4j8Lw3jOVKDjP4xxHXmDWuQ/DiDCI7IU5T8KzGnOHsflP3JmJnk9Q+Y/1wDjI1y/5j88m5/OejvnP6I1XHmZt+c/CNAYJLgz6D9uatXO1q/oP19VVVVVVek/2pCYtzMk6j9UzNsZEvPqP8wHH3zwwes/SENi3s6Q7D/AfqVArV/tP/zBBx988O0/eLLJJpts7j/yoosuuujuP3CTTTbZZO8/6oMPPvjg7z80uuiiiy7wPzAFav1KgfA/LlDrVwrU8D8rm2yyySbxPyjm7QyJefE/JjFvZ0jM8T8ifPDBBx/yPyDHcRzHcfI/HBLzdobE8j8aXXTRRRfzPxeo9SsFavM/FPN2hsS88z8SPvjggw/0Pw6JeTtDYvQ/HBLzdobE9D/ZrxSo9Sv1P5VNNtlkk/U/UutXCtT69T8PiXk7Q2L2P8smm2yyyfY/c9FFF1104b/24IMPPvjgv3rwwQcffOC//v//////378GH3zwwQffvw0++OCDD96/FF100UUX3b9dKVDrVwrcv2b9SoFav9q/b9FFF1102b96pUCtXynYv4N5O0Ni3ta/jE022WST1b+WITFvZ0jUv571KwVq/dK/qskmm2yy0b+xnSExb2fQv3jjOI7jOM6/iosuuuiiy78uzNsZEvPIv9IMiXk7Q8a/dk022WSTw78fjuM4juPAv4CdITFvZ7y/0B588MEHt78YoNavFKixv8BCYt7OkKi/rIouuuiim79AP2LezpB4v0AOd4bEvI0/fAeEDz74oD9kS2r9SoGqP6dHqPUrBbI/m2mbbLLJtj+Pi47jOI67P8HWQK1fKcA/tme66KKLwj+v+DMk5u3EP6yJrV8pUMc/pRonm2yyyT+fq6DWrxTMP5g8GhLzds4/x+bJJpts0D9I91Kg1q/RP0ZC1PqVAtM/vO/ooosu1D+9TDL46KLVP8Cpe01GF9c/wAbFoqOL2D/DYw74AADaP8bAV01edNs/yx2horvo3D/Leur3GF3eP8zXM0120d8/aJo+0emi4D/oSON7GF3hP2z3hyZHF+I/7KUs0XXR4j9rVNF7pIvjP+4CdibTReQ/brEa0QEA5T/wX797MLrlP+4LZyadbOY/VKYj0bvo5j+6QOB72mTnPx/bnCb54Oc/hXVZ0Rdd6D/qDxZ8NtnoP9z6lQK1fuk/VjbZZJNN6j/RcRzHcRzrP0qtXylQ6+s/w+iiiy667D8+JObtDIntP7hfKVDrV+4/9KKLLrro7j9uk0022WTvP+qDDz744O8/M7rooosu8D9wsskmm2zwP6+qqqqqqvA/7KKLLrro8D/q7QyJeTvxP+c4juM4jvE/5IMPPvjg8T/izpCYtzPyP94ZEvN2hvI/3GSTTTbZ8j/ZrxSo9SvzP9f6lQK1fvM/1EUXXXTR8z/QkJi3MyT0P87bGRLzdvQ/2mSTTTbZ9D+YArV+pUD1P1Sg1q8UqPU/ED744IMP9j/O2xkS83b2P4p5O0Ni3vY/RhdddNFF9z958MEHH3zgv/r//////9+/AR988MEH378KPvjggw/evxJddNFFF92/GXzwwQcf3L8gm2yyySbbvyi66KKLLtq/cYbEvJ0h2b96Wr9SoNbXv4Uuuuiii9a/jgK1fqVA1b+X1q8UqPXTv6CqqqqqqtK/qn6lQK1f0b+0UqDWrxTQv3hNNtlkk82/jvUrBWr9yr8yNtlkk03Iv9Z2hsS8ncW/erczJObtwr8f+OCDDz7Av49xHMdxHLu/z/J2hsS8tb8gdNFFF12wv9DqVwrU+qW/wNoZEvN2lr+A/HvwwQdPv/waEvN2hpQ/2ArU+pUCpT+SMnzwwQevPz47MW9nSLQ/Ml0k5u0MuT8lfxdddNG9P45QBWr9SsE/h+F+pUCtwz99cvjggw/GP3YDchzHccg/cpTrVwrUyj9rJWWTTTbNP2e23s6QmM8/ryMsBWr90D8uNLV+pUDSP7Qco4suutM/t9Bssskm1T8tfoFav1LWP6IrlgK1ftc/Gdmqqqqq2D+Khr9SoNbZP4zjCKj9Sts/kEBS/Vq/3D+UnZtSuDPeP5b65KcVqN8/yiuXfjmO4D9N2jspaEjhP86I4NOWAuI/UDeFfsW84j/Q5Skp9HbjP1GUztMiMeQ/00JzflHr5D9T8RcpgKXlP9afvNOuX+Y/0ktkfhsS5z855iApOo7nP56A3dNYCug/AxuafneG6D9qtVYplgLpP1ug1q8UqOk/1tsZEvN26j9PF1100UXrP8pSoNavFOw/RI7jOI7j7D+9ySabbLLtPzgFav1Kge4/sECtXylQ7z/sgw8++ODvPzS66KKLLvA/crLJJpts8D+wqqqqqqrwP+2iiy666PA/LJtssskm8T9pk0022WTxP6eLLrroovE/pNavFKj18T+hITFvZ0jyP55ssskmm/I/m7czJObt8j+ZArV+pUDzP5ZNNtlkk/M/lJi3MyTm8z+Q4ziO4zj0P40uuuiii/Q/m7czJObt9D9YVVVVVVX1PxXzdobEvPU/0ZCYtzMk9j+OLrrooov2P0vM2xkS8/Y/B2r9SoFa9z/EBx988MH3PwQffPDBB9+/DD744IMP3r8TXXTRRRfdvxx88MEHH9y/JJtssskm278ruuiiiy7avzLZZJNNNtm/Ovjggw8+2L9CF1100UXXv4rjOI7jONa/lbczJObt1L+eiy666KLTv6dfKVDrV9K/sDMk5u0M0b9zDz744IPPv4m3MyTm7cy/l18pUOtXyr8/oNavFKjHv+Tggw8++MS/iCExb2dIwr9YxLydITG/v6JFF1100bm/8sZxHMdxtL9mkJi3MySuvwaTTTbZZKO/MCsFav1Kkb+wPkNi3s5wP4zKJptsspk/sGLezpCYpz8HsBSo9SuxP70uuuiii7Y/tVCtXylQuz9WOVDrVwrAP0/KySabbMI/SVtDYt7OxD9C7LydITHHPzh9Ntlkk8k/MA6wFKj1yz8tnylQ61fOPxSY0UUXXdA/kWCO4ziO0T8RcRdddNHSP5RZBWr9StQ/GkLzdobE1T+gKuGDDz7XP5gMGhLzdtg/Drouuuii2T+EZ0Ni3s7aP/gUWArU+ts/bsJssskm3T/kb4Fav1LeP1wdlgK1ft8/Lr3vK4l54D+ta5TWtzPhPzAaOYHm7eE/sMjdKxWo4j8yd4LWQ2LjP7MlJ4FyHOQ/M9TLK6HW5D+1gnDWz5DlPzYxFYH+SuY/uN+5Ky0F5z+1i2HWmbfnPxwmHoG4M+g/gsDaK9ev6D/mWpfW9SvpP9hFF1100ek/UoFav1Kg6j/NvJ0hMW/rP0b44IMPPuw/wTMk5u0M7T86b2dIzNvtP7Oqqqqqqu4/LubtDIl57z/UkJi3MyTwP3KyySabbPA/r6qqqqqq8D/toosuuujwPyubbLLJJvE/aJNNNtlk8T+niy666KLxP+SDDz744PE/InzwwQcf8j9gdNFFF13yP1y/UqDWr/I/WgrU+pUC8z9YVVVVVVXzP1Wg1q8UqPM/UutXCtT68z9QNtlkk030P0yBWr9SoPQ/WgrU+pUC9T8WqPUrBWr1P9NFF1100fU/kOM4juM49j9NgVq/UqD2PwkffPDBB/c/xrydITFv9z+DWr9SoNb3Pz/44IMPPvg/Fl100UUX3b8efPDBBx/cvyWbbLLJJtu/Lrrooosu2r822WSTTTbZvz344IMPPti/RBdddNFF179MNtlkk03Wv1RVVVVVVdW/W3TRRRdd1L+lQK1fKVDTv64UqPUrBdK/t+iiiy660L+AeTtDYt7Ov5IhMW9nSMy/qckmm2yyyb9JCtT6lQLHv/JKgVq/UsS/lYsuuuiiwb90mLczJOa9v70ZEvN2hri/BZtssskms7+sOI7jOI6rvyw7Q2LezqC/OPfggw8+iL+A/kqBWr+CPxh6O0Ni3p4/fLrooosuqj/02xkS83ayP6Vav1Kg1rc/Xdlkk002vT8WsxSo9SvBPxBEjuM4jsM/CtUHH3zwxT8EZoFav1LIP/72+pUCtco/9Yd00UUXzT/uGO4MiXnPP/TUMyTm7dA/cp3wwQcf0j/xrXk7Q2LTP3aWZ0jM29Q/+n5VVVVV1j+AZ0Ni3s7XPwZQMW9nSNk/A5uyySab2j95SMdxHMfbP/D12xkS89w/YqPwwQcf3j/ZUAVq/UrfPyj/DIl5O+A/41UXXXTR4D+drCExb2fhP1gDLAVq/eE/E1o22WST4j+TCNuDk03jPxa3fy7CB+Q/lmUk2fDB5D8WFMmDH3zlP5nCbS5ONuY/GXES2Xzw5j+bH7eDq6rnP5jLXi4YXeg//mUb2TbZ6D9kANiDVVXpP1TrVwrU+uk/zyabbLLJ6j9IYt7OkJjrP8SdITFvZ+w/Pdlkk0027T+4FKj1KwXuPzBQ61cK1O4/qYsuuuii7z+S4ziO4zjwP0+BWr9SoPA/7aKLLrro8D8qm2yyySbxP2iTTTbZZPE/posuuuii8T/kgw8++ODxPyJ88MEHH/I/YHTRRRdd8j+ebLLJJpvyP9tkk0022fI/GV100UUX8z8XqPUrBWrzPxTzdobEvPM/Ej744IMP9D8OiXk7Q2L0PwzU+pUCtfQ/GF100UUX9T/V+pUCtX71P5KYtzMk5vU/TjbZZJNN9j8M1PqVArX2P8hxHMdxHPc/hA8++OCD9z9CrV8pUOv3P/5KgVq/Uvg/uuiiiy66+D8im2yyySbbvyq66KKLLtq/Mdlkk0022b86+OCDDz7Yv0IXXXTRRde/STbZZJNN1r9QVVVVVVXVv1h00UUXXdS/YJNNNtlk079nsskmm2zSv3DRRRdddNG/uZ0hMW9n0L+E4ziO4zjOv5aLLrroosu/qDMk5u0Myb9RdNFFF13Gv/C0fqVArcO/mfUrBWr9wL97bLLJJpu8v8TtDIl5O7e/DG9nSMzbsb+q4IMPPviov5bGcRzHcZy/WC5vZ0jMe79EXnTRRReNPwEVqPUrBaI/bhLzdobErD/uBx988MGzP6aGxLydIbk/VQVq/UqBvj8GwgcffPDBP2KBWr9SoMQ/2E7M2xkSxz/Q30UXXXTJP8pwv1Kg1ss/xQE5juM4zj9dSdlkk03QP9kRlgK1ftE/WNpSoNav0j/Y6tsZEvPTP17TySabbNU/47u3MyTm1j9mpKVArV/YP+yMk0022dk/cnWBWr9S2z91KUuBWr/cP+rWXylQ690/YIR00UUX3z/qmMS8nSHgP6XvzpCYt+A/YEbZZJNN4T8cneM4juPhP9bz7QyJeeI/kEr44IMP4z9MoQK1fqXjPwb4DIl5O+Q/wk4XXXTR5D96pSExb2flP/tTxtudIeY/fQJrhszb5j/9sA8x+5XnP4BftNspUOg/fQtchpYC6T/kpRgxtX7pP9SQmLczJOo/TczbGRLz6j/IBx988MHrP0JDYt7OkOw/vn6lQK1f7T82uuiiiy7uP7L1KwVq/e4/KjFvZ0jM7z9SNtlkk03wPw/U+pUCtfA/zHEcx3Ec8T9qk0022WTxP6eLLrroovE/5YMPPvjg8T8jfPDBBx/yP2B00UUXXfI/n2yyySab8j/cZJNNNtnyPxpddNFFF/M/WFVVVVVV8z+WTTbZZJPzP9RFF1100fM/0JCYtzMk9D/O2xkS83b0P8smm2yyyfQ/2a8UqPUr9T+WTTbZZJP1P1LrVwrU+vU/D4l5O0Ni9j/MJptsssn2P4nEvJ0hMfc/RWLezpCY9z8CAAAAAAD4P7+dITFvZ/g/eztDYt7O+D842WSTTTb5PzTZZJNNNtm/PPjggw8+2L9DF1100UXXv0w22WSTTda/VFVVVVVV1b9bdNFFF13Uv2KTTTbZZNO/arLJJpts0r9y0UUXXXTRv3nwwQcffNC/BB988MEHz78TXXTRRRfNv6T1KwVq/cq/tp0hMW9nyL9a3s6QmLfFvwMffPDBB8O/ol8pUOtXwL+XQK1fKVC7v97BBx988LW/J0Ni3s6QsL/giHk7Q2Kmv+IWXXTRRZe/YMJxHMdxXL/W3s6QmLeTP8hssskmm6Q/Nmr9SoFarz/SMyTm7Qy1P4yyySabbLo/QjFvZ0jMvz/4VwrU+pXCP1QXXXTRRcU/sNavFKj1xz+TWQrU+pXKP4zqgw8++Mw/h3v9SoFazz9AhjtDYt7QP7xO+OCDD9I/Nxe1fqVA0z+4Jz744IPUPz4QLAVq/dU/xPgZEvN21z9K4QcffPDYP8zJ9SsFato/UrLjOI7j2z/YmtFFF13dP16Dv1Kg1t4/qzJ88MEH4D9miYbEvJ3gPyDgkJi3M+E/2zabbLLJ4T+WjaVArV/iP1LkrxSo9eI/DDu66KKL4z/GkcS8nSHkP4HozpCYt+Q/PD/ZZJNN5T/4leM4juPlP7Hs7QyJeeY/bEP44IMP5z8nmgK1fqXnP+LwDIl5O+g/Y5+xM6j16D9fS1neFKjpP1I22WSTTeo/ynEcx3Ec6z9ErV8pUOvrP7/ooosuuuw/OCTm7QyJ7T+0XylQ61fuPy2bbLLJJu8/qNavFKj17z8RiXk7Q2LwP80mm2yyyfA/isS8nSEx8T9HYt7OkJjxP+WDDz744PE/InzwwQcf8j9gdNFFF13yP55ssskmm/I/3GSTTTbZ8j8aXXTRRRfzP1hVVVVVVfM/lk022WST8z/URRdddNHzPxE++OCDD/Q/TzbZZJNN9D+MLrrooov0P4p5O0Ni3vQ/mAK1fqVA9T9UoNavFKj1PxE++OCDD/Y/ztsZEvN29j+KeTtDYt72P0cXXXTRRfc/BLV+pUCt9z/BUqDWrxT4P33wwQcffPg/Oo7jOI7j+D/3KwVq/Ur5P7PJJptssvk/QBdddNFF179INtlkk03Wv09VVVVVVdW/WHTRRRdd1L9gk0022WTTv2eyySabbNK/btFFF1100b928MEHH3zQv/sefPDBB8+/Cl100UUXzb8cm2yyySbLvyvZZJNNNsm/OhdddNFFx7/70/qVArXEv8/OkJi3M8K/VJNNNtlkv7+VFKj1KwW6v+aVArV+pbS/XS666KKLrr/vMG9nSMyjv/5mSMzbGZK/DJ9ssskmaz+ZjuM4juOYP87EvJ0hMac/FeGDDz74sD/MXylQ61e2P4TezpCYt7s/nS666KKLwD/67QyJeTvDP1GtXylQ68U/q2yyySabyD8HLAVq/UrLP2TrVwrU+s0/qfrggw8+0D8mw50hMW/RP6SLWr9SoNI/H1QXXXTR0z+eZKDWrxTVPyRNjuM4jtY/qjV88MEH2D8wHmr9SoHZP7UGWArU+to/Oe9FF1103D++1zMk5u3dP0TAITFvZ98/ZdQHH3xw4D/jeUjM2xnhP5/QUqDWr+E/WCdddNFF4j8TfmdIzNviP87UcRzHceM/iit88MEH5D9EgobEvJ3kP/7YkJi3M+U/ui+bbLLJ5T90hqVArV/mPzDdrxSo9eY/6jO66KKL5z+kisS8nSHoP2DhzpCYt+g/GjjZZJNN6T/WjuM4juPpPzAFav1Kgeo/SxdddNFF6z/EUqDWrxTsPz2O4ziO4+w/uMkmm2yy7T8yBWr9SoHuP65ArV8pUO8/Ez744IMP8D/R2xkS83bwP415O0Ni3vA/ShdddNFF8T8HtX6lQK3xP8RSoNavFPI/YnTRRRdd8j+fbLLJJpvyP91kk0022fI/G1100UUX8z9YVVVVVVXzP5dNNtlkk/M/1EUXXXTR8z8SPvjggw/0P1A22WSTTfQ/ji666KKL9D/MJptsssn0PwkffPDBB/U/WFVVVVVV9T8U83aGxLz1P9KQmLczJPY/ji666KKL9j9KzNsZEvP2Pwhq/UqBWvc/xAcffPDB9z+CpUCtXyn4Pz5DYt7OkPg/+uCDDz74+D+4fqVArV/5P3Qcx3Ecx/k/MLrooosu+j9SVVVVVVXVv1p00UUXXdS/YZNNNtlk079qsskmm2zSv3LRRRdddNG/efDBBx980L8BH3zwwQfPvxBddNFFF82/H5tssskmy78u2WSTTTbJv0AXXXTRRce/T1VVVVVVxb9i/UqBWr/Cv3alQK1fKcC/dMS8nSExu78iuuiiiy62v8GvFKj1K7G/4EqBWr9SqL9MbLLJJpucv+iFxLydIYG/4MzbGRLzhj/gDz744IOfP4Qcx3Ecx6k/Ag2JeTtDsj+wiy666KK3P2oK1PqVAr0/kMS8nSExwT/sgw8++ODDP0hDYt7OkMY/nwK1fqVAyT/6wQcffPDLP1WBWr9SoM4/WaDWrxSo0D8GAAAAAADSP4TIvJ0hMdM/AZF5O0Ni1D9/oQK1fqXVPwSK8MEHH9c/iXLezpCY2D8PW8zbGRLaP5VDuuiii9s/Gyyo9SsF3T+eFJYCtX7ePyT9gw8++N8/1fI4juO44D8Y568UqHXhPxnBFKj1K+I/1BcffPDB4j+ObilQ61fjP0nFMyTm7eM/BBw++OCD5D/AckjM2xnlP3rJUqDWr+U/NCBddNFF5j/wdmdIzNvmP6rNcRzHcec/ZiR88MEH6D8fe4bEvJ3oP9rRkJi3M+k/liibbLLJ6T9Pf6VArV/qP6z1KwVq/eo/posuuuii6z+iITFvZ0jsP7ozJObtDO0/NG9nSMzb7T+vqqqqqqruPyjm7QyJee8/0pCYtzMk8D+OLrrooovwP0zM2xkS8/A/CWr9SoFa8T/FBx988MHxP4OlQK1fKfI/P0Ni3s6Q8j/dZJNNNtnyPxpddNFFF/M/WFVVVVVV8z+WTTbZZJPzP9RFF1100fM/Ej744IMP9D9QNtlkk030P44uuuiii/Q/zCabbLLJ9D8JH3zwwQf1P0cXXXTRRfU/lU022WST9T+TmLczJOb1P5DjOI7jOPY/TYFav1Kg9j8KH3zwwQf3P8a8nSExb/c/g1q/UqDW9z9A+OCDDz74P/2VArV+pfg/uTMk5u0M+T920UUXXXT5PzNvZ0jM2/k/7wyJeTtD+j+sqqqqqqr6P16TTTbZZNO/ZrLJJpts0r9t0UUXXXTRv3bwwQcffNC/+x588MEHz78KXXTRRRfNvxmbbLLJJsu/KNlkk002yb83F1100UXHv0ZVVVVVVcW/WJNNNtlkw79qO0Ni3s7Av/zGcRzHcby/JBdddNFFt79MZ0jM2xmyv7jBBx988Km/6Fm/UqDWn79IYd7OkJiHv4DxwQcffIA/KCIxb2dInD/GpUCtXymoPzpddNFFF7E/jGdIzNsZtj/ucRzHcRy7PyE++OCDD8A/TkNi3s6Qwj96SMzbGRLFP6ZNNtlkk8c/01Kg1q8Uyj/2VwrU+pXMP1MXXXTRRc8/WOtXCtT60D8FS4Fav1LSP7OqqqqqqtM/583bGRLz1D9o3mSTTTbWP+rGUqDWr9c/cK9ArV8p2T/2ly666KLaP3yAHMdxHNw/AmkK1PqV3T+IUfjggw/fPwYd83aGROA/SBFq/UoB4T+LBeGDD77hP875VwrUeuI/Ee7OkJg34z8NX+tXCtTjP8e19SsFauQ/ggwAAAAA5T89YwrU+pXlP/i5FKj1K+Y/sxAffPDB5j9sZylQ61fnPyi+MyTm7ec/4hQ++OCD6D+ea0jM2xnpP1nCUqDWr+k/EhlddNFF6j/Ob2dIzNvqPyjm7QyJees/JHzwwQcf7D8eEvN2hsTsPxqo9SsFau0/FD744IMP7j8uUOtXCtTuP6mLLrroou8/keM4juM48D9PgVq/UqDwPwsffPDBB/E/ybydITFv8T+FWr9SoNbxP0L44IMPPvI//5UCtX6l8j+8MyTm7QzzP1pVVVVVVfM/mE022WST8z/VRRdddNHzPxM++OCDD/Q/UDbZZJNN9D+PLrrooov0P80mm2yyyfQ/Ch988MEH9T9IF1100UX1P4YPPvjgg/U/1EUXXXTR9T/RkJi3MyT2P8/bGRLzdvY/zCabbLLJ9j/KcRzHcRz3P4YPPvjgg/c/Q61fKVDr9z8AS4Fav1L4P7zooosuuvg/eobEvJ0h+T82JObtDIn5P/LBBx988Pk/sF8pUOtX+j9s/UqBWr/6PyibbLLJJvs/cNFFF1100b948MEHH3zQv/4efPDBB8+/EF100UUXzb8fm2yyySbLvy7ZZJNNNsm/PRdddNFFx79MVVVVVVXFv1uTTTbZZMO/atFFF110wb8A83aGxLy9vyhDYt7OkLi/UJNNNtlks7/wxnEcx3Gsv0BnSMzbGaK/gB588MEHj78AK1DrVwp0Pwg0JObtDJk/si666KKLpj+0ITFvZ0iwPw0sBWr9SrU/ZTbZZJNNuj+2QK1fKVC/P42lQK1fKcI/t6qqqqqqxD/irxSo9SvHPw+1fqVArck/PLrooosuzD9ov1Kg1q/OP0hi3s6QmNA/32STTTbZ0T91Z0jM2xnTPwtq/UqBWtQ/omyyySab1T+QeTtDYt7WP80DtX6lQNg/Ueyiiy662T/X1JCYtzPbP129fqVArdw/4qVssskm3j9ojlq/UqDfP3c7JObtjOA/uC+bbLJJ4T/7IxLzdgbiPz4YiXk7w+I/gQwAAACA4z/EAHeGxDzkP0KmtzMk5uQ//PzBBx985T+3U8zbGRLmP3Kq1q8UqOY/LgHhgw8+5z/oV+tXCtTnP6Ku9SsFaug/XgUAAAAA6T8YXArU+pXpP9SyFKj1K+o/jgkffPDB6j9IYClQ61frP6TWrxSo9es/nmyyySab7D+aArV+pUDtP5SYtzMk5u0/kC666KKL7j+KxLydITHvP4Rav1Kg1u8/UDbZZJNN8D8M1PqVArXwP8pxHMdxHPE/hg8++OCD8T9ErV8pUOvxPwFLgVq/UvI/vOiiiy668j97hsS8nSHzPzck5u0MifM/1UUXXXTR8z8SPvjggw/0P1A22WSTTfQ/ji666KKL9D/MJptsssn0PwoffPDBB/U/SBdddNFF9T+GDz744IP1P8QHH3zwwfU/ET744IMP9j8PiXk7Q2L2PwzU+pUCtfY/Ch988MEH9z8Hav1KgVr3PwW1fqVArfc/AgAAAAAA+D++nSExb2f4P3w7Q2Lezvg/ONlkk002+T/2dobEvJ35P7IUqPUrBfo/brLJJpts+j8sUOtXCtT6P+jtDIl5O/s/pIsuuuii+z8EH3zwwQfPvxNddNFFF82/Iptssskmy7802WSTTTbJv0MXXXTRRce/UlVVVVVVxb9hk0022WTDv3DRRRdddMG//h588MEHv78kb2dIzNu5v1S/UqDWr7S/+B588MEHr79Iv1Kg1q+kvzC/UqDWr5S/AAAAAAAAqDxwv1Kg1q+UP3i/UqDWr6Q/WMzbGRLzrj+E8MEHH3y0P9/6lQK1frk/OAVq/UqBvj/IBx988MHBP/AMiXk7Q8Q/IhLzdobExj9MF1100UXJP3Ycx3Ecx8s/pCExb2dIzj9ok0022WTQP/6VArV+pdE/k5i3MyTm0j8pm2yyySbUP8CdITFvZ9U/VqDWrxSo1j9ErV8pUOvXPzrZZJNNNtk/MAVq/UqB2j8kMW9nSMzbPzz64IMPPt0/wuLOkJi33j+kZd7OkBjgP+dZVVVV1eA/Kk7M2xmS4T9rQkNi3k7iP642uuiiC+M/8Soxb2fI4z80H6j1K4XkP3cTH3zwQeU/eO2DDz745T8yRI7jOI7mP+2amLczJOc/qPGiiy665z9jSK1fKVDoPx6ftzMk5ug/2PXBBx986T+UTMzbGRLqP06j1q8UqOo/Cvrggw8+6z/DUOtXCtTrPx7HcRzHcew/Gl100UUX7T8U83aGxLztPxCJeTtDYu4/Ch988MEH7z8GtX6lQK3vP4ClQK1fKfA/ffDBBx988D97O0Ni3s7wP4fEvJ0hMfE/RWLezpCY8T8CAAAAAADyP8CdITFvZ/I/fDtDYt7O8j842WSTTTbzP/Z2hsS8nfM/sxSo9SsF9D9QNtlkk030P44uuuiii/Q/zCabbLLJ9D8KH3zwwQf1P0cXXXTRRfU/hg8++OCD9T/EBx988MH1PwEAAAAAAPY/TzbZZJNN9j9MgVq/UqD2P0rM2xkS8/Y/RxdddNFF9z9FYt7OkJj3P0KtXylQ6/c/QPjggw8++D89Q2LezpD4PzqO4ziO4/g/9ysFav1K+T+0ySabbLL5P3FnSMzbGfo/LQVq/UqB+j/qoosuuuj6P6dArV8pUPs/Y97OkJi3+z8gfPDBBx/8PxybbLLJJsu/K9lkk002yb86F1100UXHv0xVVVVVVcW/W5NNNtlkw79q0UUXXXTBv/IefPDBB7+/EJtssskmu78061cK1Pq1v1w7Q2LezrC/GBdddNFFp7/QbmdIzNuZv8C9UqDWr3S/4B988MEHjz+oZ0jM2xmiP0jHcRzHcaw/hJNNNtlksz9UQ2LezpC4P83JJptssr0/FGr9SoFawT8+b2dIzNvDP2x00UUXXcY/lXk7Q2LeyD/GfqVArV/LP+6DDz744M0/jcS8nSEx0D8kx3Ecx3HRP7rJJptsstI/UMzbGRLz0z/lzpCYtzPVP3vRRRdddNY/EtT6lQK11z8A4YMPPvjYP/YMiXk7Q9o/7DiO4ziO2z/iZJNNNtncP9aQmLczJN4/zLydITFv3z8XhA8++GDgP1p4hsS8HeE/nWz9SoHa4T/gYHTRRZfiPyFV61cKVOM/ZEli3s4Q5D+nPdlkk83kP+oxUOtXiuU/LSbHcRxH5j9wGj744APnP2uLWr9SoOc/JuJkk0026D/gOG9nSMzoP5yPeTtDYuk/V+aDDz746T8QPY7jOI7qP8yTmLczJOs/huqiiy666z9CQa1fKVDsP5y3MyTm7ew/lk022WST7T+S4ziO4zjuP4x5O0Ni3u4/iA8++OCD7z/BUqDWrxTwP7+dITFvZ/A/vOiiiy668D+5MyTm7QzxP7d+pUCtX/E/tMkmm2yy8T/CUqDWrxTyP37wwQcffPI/PI7jOI7j8j/5KwVq/UrzP7TJJptssvM/c2dIzNsZ9D8vBWr9SoH0P80mm2yyyfQ/Ch988MEH9T9IF1100UX1P4YPPvjgg/U/xAcffPDB9T8CAAAAAAD2P0D44IMPPvY/ji666KKL9j+LeTtDYt72P4jEvJ0hMfc/hg8++OCD9z+DWr9SoNb3P4GlQK1fKfg/fvDBBx98+D98O0Ni3s74P3mGxLydIfk/dtFFF110+T90HMdxHMf5PzC66KKLLvo/7lcK1PqV+j+q9SsFav36P2aTTTbZZPs/JDFvZ0jM+z/gzpCYtzP8P5xssskmm/w/QBdddNFFx79PVVVVVVXFv16TTTbZZMO/cNFFF110wb/+HnzwwQe/vxybbLLJJru/OhdddNFFt79gZ0jM2xmyvxBvZ0jM26m/wB588MEHn78Av1Kg1q+Ev8C/UqDWr4Q/QB988MEHnz9Qb2dIzNupP4BnSMzbGbI/UBdddNFFtz8wx3Ecx3G8P4A7Q2LezsA/bJNNNtlkwz+q1q8UqPXFP9TbGRLzdsg/AuGDDz74yj8q5u0MiXnNP1zrVwrU+s8/Qvjggw8+0T/Y+pUCtX7SP2/9SoFav9M/BQAAAAAA1T+bArV+pUDWPzAFav1Kgdc/xgcffPDB2D+0FKj1KwXaP6pArV8pUNs/oGyyySab3D+WmLczJObdP4zEvJ0hMd8/QPjggw8+4D87juM4juPgPzYk5u0MieE/MLrooosu4j9Qf6VArd/iP5NzHMdxnOM/1GeTTTZZ5D8YXArU+hXlP1pQgVq/0uU/nUT44IOP5j/gOG9nSEznPyIt5u0MCeg/oNImm2yy6D9bKTFvZ0jpPxaAO0Ni3uk/0tZFF1106j+MLVDrVwrrP0aEWr9SoOs/Attkk0027D+8MW9nSMzsPxio9SsFau0/Ej744IMP7j8M1PqVArXuPwhq/UqBWu8/AQAAAAAA8D//SoFav1LwP/yVArV+pfA/+uCDDz748D/3KwVq/UrxP/R2hsS8nfE/8sEHH3zw8T/vDIl5O0PyP+1XCtT6lfI/+uCDDz748j+4fqVArV/zP3Qcx3Ecx/M/MLrooosu9D/uVwrU+pX0P6v1KwVq/fQ/SBdddNFF9T+GDz744IP1P8QHH3zwwfU/AgAAAAAA9j9A+OCDDz72P37wwQcffPY/yyabbLLJ9j/JcRzHcRz3P8a8nSExb/c/wwcffPDB9z/BUqDWrxT4P76dITFvZ/g/vOiiiy66+D+5MyTm7Qz5P7d+pUCtX/k/tMkmm2yy+T+xFKj1KwX6P69fKVDrV/o/rKqqqqqq+j9qSMzbGRL7Pybm7QyJefs/4oMPPvjg+z+gITFvZ0j8P1y/UqDWr/w/GF100UUX/T9Yk0022WTDv2fRRRdddMG/7B588MEHv78Qm2yyySa7vy4XXXTRRbe/TJNNNtlks7/gxnEcx3GsvzBnSMzbGaK/AB588MEHj7+AwVKg1q90P6BvZ0jM25k/gBdddNFFpz+YO0Ni3s6wP3DrVwrU+rU/SJtssskmuz+MpUCtXynAP3z9SoFav8I/ZFVVVVVVxT9QrV8pUOvHPzwFav1Kgco/eEjM2xkSzT+mTTbZZJPPP2cpUOtXCtE//ysFav1K0j+TLrrooovTPyoxb2dIzNQ/wDMk5u0M1j9WNtlkk03XP+04juM4jtg/gjtDYt7O2T9wSMzbGRLbP2Z00UUXXdw/XKDWrxSo3T9SzNsZEvPePyR88MEHH+A/HxLzdobE4D8ZqPUrBWrhPxQ++OCDD+I/D9T6lQK14j8Kav1KgVrjPwUAAAAAAOQ/AJYCtX6l5D+LejtDYl7lP85usskmG+Y/EGMpUOvX5j9UV6DWr5TnP5VLF110Ueg/2D+O4zgO6T/ZGfN2hsTpP5Vw/UqBWuo/T8cHH3zw6j8KHhLzdobrP8V0HMdxHOw/gMsmm2yy7D86IjFvZ0jtP5WYtzMk5u0/kS666KKL7j+LxLydITHvP4Vav1Kg1u8/QPjggw8+8D8+Q2LezpDwPzyO4ziO4/A/ONlkk0028T82JObtDInxPzRvZ0jM2/E/MLrooosu8j8uBWr9SoHyPyxQ61cK1PI/Kptssskm8z8m5u0MiXnzPzRvZ0jM2/M/8QyJeTtD9D+uqqqqqqr0P2tIzNsZEvU/J+btDIl59T/FBx988MH1PwMAAAAAAPY/QPjggw8+9j9+8MEHH3z2P7zooosuuvY/Ch988MEH9z8Iav1KgVr3Pwa1fqVArfc/AgAAAAAA+D8AS4Fav1L4P/6VArV+pfg/+uCDDz74+D/4KwVq/Ur5P/Z2hsS8nfk/9MEHH3zw+T/wDIl5O0P6P+5XCtT6lfo/7KKLLrro+j/o7QyJeTv7P+Y4juM4jvs/o9avFKj1+z9fdNFFF138PxwS83aGxPw/2a8UqPUr/T+VTTbZZJP9P/gefPDBB7+/Fptssskmu780F1100UW3v1iTTTbZZLO/7B588MEHr784v1Kg1q+kvxC/UqDWr5S/AAAAAAAAtDywv1Kg1q+UP4i/UqDWr6Q/KB988MEHrz9sv1Kg1q+0P0RvZ0jM27k/HB988MEHvz96Z0jM2xnCP2K/UqDWr8Q/UhdddNFFxz86b2dIzNvJPybHcRzHccw/Eh988MEHzz9/O0Ni3s7QPx1ddNFFF9I/sV8pUOtX0z9KYt7OkJjUP95kk0022dU/dWdIzNsZ1z8Lav1KgVrYP6Fssskmm9k/OG9nSMzb2j8kfPDBBx/cPxqo9SsFat0/ENT6lQK13j8DAAAAAADgP/6VArV+peA/+SsFav1K4T/0wQcffPDhP+5XCtT6leI/6e0MiXk74z/kgw8++ODjP98ZEvN2huQ/2q8UqPUr5T/VRRdddNHlP8/bGRLzduY/gIFav1Ig5z/DddFFF93nPwZqSMzbmeg/SV6/UqBW6T+MUjbZZBPqP81GrV8p0Oo/ybfJJpts6z+EDtT6lQLsP0Bl3s6QmOw/+7vooosu7T+0EvN2hsTtPxCJeTtDYu4/Ch988MEH7z8GtX6lQK3vP4ClQK1fKfA/ffDBBx988D97O0Ni3s7wP3iGxLydIfE/dtFFF1108T9zHMdxHMfxP3FnSMzbGfI/brLJJpts8j9r/UqBWr/yP2lIzNsZEvM/ZpNNNtlk8z9k3s6QmLfzP2EpUOtXCvQ/X3TRRRdd9D9s/UqBWr/0PyibbLLJJvU/5jiO4ziO9T+j1q8UqPX1P0D44IMPPvY/fvDBBx989j+86KKLLrr2P/rggw8++PY/RxdddNFF9z9FYt7OkJj3P0KtXylQ6/c/QPjggw8++D89Q2LezpD4PzqO4ziO4/g/ONlkk002+T81JObtDIn5PzNvZ0jM2/k/MLrooosu+j8uBWr9SoH6PytQ61cK1Po/KJtssskm+z8m5u0MiXn7PyMxb2dIzPs/IXzwwQcf/D8ex3Ecx3H8P9pkk0022fw/mAK1fqVA/T9UoNavFKj9PxA++OCDD/4/QBdddNFFt79ek0022WSzv/gefPDBB6+/QBdddNFFp78gb2dIzNuZvwC/UqDWr3S/QB988MEHjz+AZ0jM2xmiPzDHcRzHcaw/cJNNNtlksz9AQ2LezpC4PxjzdobEvL0/eNFFF110wT9kKVDrVwrEP1CBWr9SoMY/ONlkk002yT8oMW9nSMzLPxCJeTtDYs4/fvDBBx980D90HMdxHMfRP2pIzNsZEtM/YHTRRRdd1D/8lQK1fqXVP5SYtzMk5tY/KZtssskm2D/AnSExb2fZP1ag1q8UqNo/7KKLLrro2z/arxSo9SvdP87bGRLzdt4/xAcffPDB3z/dGRLzdobgP9ivFKj1K+E/00UXXXTR4T/O2xkS83biP8lxHMdxHOM/wwcffPDB4z++nSExb2fkP7kzJObtDOU/tMkmm2yy5T+vXylQ61fmP6r1KwVq/eY/pIsuuuii5z+fITFvZ0joP5q3MyTm7eg/uXzwwQef6T/8cGdIzFvqPz9l3s6QGOs/gFlVVVXV6z///pUCtX7sP7pVoNavFO0/dqyqqqqq7T8wA7V+pUDuP4p5O0Ni3u4/hg8++OCD7z/AUqDWrxTwP76dITFvZ/A/u+iiiy668D+4MyTm7QzxP7Z+pUCtX/E/s8kmm2yy8T+xFKj1KwXyP65fKVDrV/I/rKqqqqqq8j+p9SsFav3yP6ZArV8pUPM/pIsuuuii8z+h1q8UqPXzP58hMW9nSPQ/nGyyySab9D+atzMk5u30P5cCtX6lQPU/pIsuuuii9T9hKVDrVwr2Px7HcRzHcfY/vOiiiy669j/54IMPPvj2PzfZZJNNNvc/hQ8++OCD9z+CWr9SoNb3P4ClQK1fKfg/ffDBBx98+D97O0Ni3s74P3iGxLydIfk/ddFFF110+T9zHMdxHMf5P3BnSMzbGfo/brLJJpts+j9r/UqBWr/6P2lIzNsZEvs/ZpNNNtlk+z9j3s6QmLf7P2EpUOtXCvw/XnTRRRdd/D9cv1Kg1q/8P1kK1PqVAv0/VlVVVVVV/T8U83aGxLz9P9CQmLczJP4/jC666KKL/j/gHnzwwQevvxwXXXTRRae/sB588MEHn7/AvlKg1q+EvwDAUqDWr4Q/YB988MEHnz9gb2dIzNupP4hnSMzbGbI/YBdddNFFtz84x3Ecx3G8P4Q7Q2LezsA/cJNNNtlkwz9c61cK1PrFP0hDYt7OkMg/NJtssskmyz8c83aGxLzNP4alQK1fKdA/etFFF1100T9w/UqBWr/SP2YpUOtXCtQ/XFVVVVVV1T9SgVq/UqDWP0atXylQ69c/5s6QmLcz2T960UUXXXTaPxHU+pUCtds/p9avFKj13D+W4ziO4zjeP4wPPvjgg98/wJ0hMW9n4D+7MyTm7QzhP7bJJptssuE/sV8pUOtX4j+s9SsFav3iP6eLLrroouM/oiExb2dI5D+ctzMk5u3kP5dNNtlkk+U/kuM4juM45j+NeTtDYt7mP4gPPvjgg+c/g6VArV8p6D99O0Ni3s7oP3jRRRdddOk/c2dIzNsZ6j9u/UqBWr/qP2mTTTbZZOs/9XeGxLwd7D82bP1KgdrsPzhGYt7OkO0/85xssskm7j+v83aGxLzuPwlq/UqBWu8/AgAAAAAA8D8AS4Fav1LwP/yVArV+pfA/+uCDDz748D/4KwVq/UrxP/R2hsS8nfE/8sEHH3zw8T/wDIl5O0PyP+5XCtT6lfI/6qKLLrro8j/o7QyJeTvzP+Y4juM4jvM/4oMPPvjg8z/gzpCYtzP0P94ZEvN2hvQ/3GSTTTbZ9D/YrxSo9Sv1P9b6lQK1fvU/1EUXXXTR9T/QkJi3MyT2P94ZEvN2hvY/m7czJObt9j842WSTTTb3P3bRRRdddPc/xAcffPDB9z/CUqDWrxT4P76dITFvZ/g/vOiiiy66+D+6MyTm7Qz5P7h+pUCtX/k/tMkmm2yy+T+yFKj1KwX6P7BfKVDrV/o/rKqqqqqq+j+q9SsFav36P6hArV8pUPs/posuuuii+z+i1q8UqPX7P6AhMW9nSPw/nmyyySab/D+atzMk5u38P5gCtX6lQP0/lk022WST/T+SmLczJOb9P5DjOI7jOP4/TYFav1Kg/j8JH3zwwQf/P+AefPDBB5+/sB588MEHj79AwFKg1q90P1BvZ0jM25k/WBdddNFFpz+EO0Ni3s6wP1zrVwrU+rU/NJtssskmuz+GpUCtXynAP3L9SoFav8I/WlVVVVVVxT9GrV8pUOvHPzIFav1Kgco/Hl100UUXzT8KtX6lQK3PP3mGxLydIdE/cbLJJ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GGH8D/7TEV+zYzwPzXpInngtvA/cIUAdPPg8D8u1Ddj+PzwP3D9f5zlGPE/fKTgQ5ME8T/MyUjQuvruP0UP7HopoOw/OTxNRLsn7T8taa4NTa/tPyCWD9feNu4/FMNwoHC+7j9Y6FQJlf7uP9kgRIvnmu4/WVkzDTo37j/akSKPjNPtP1vKERHfb+0/3AIBkzEM7T9cO/AUhKjsP91z35bWROw/diEfXXoX7D9Xq3XWXw3sP4Dc5gCOJOw/0j6blbRP7D8moU8q23rsP3oDBL8Bpuw/zmW4UyjR7D86yqFGDL3sP1Vc6xLMHew/VOYwFpmY6z++rnIubIHrPyV3tEY/aus/jj/2XhJT6z9Oi3oLCT7rP2SleQFBP+s/LJ/AlDdC6z9oN+VcE0jrP6bPCSXvTes/4mcu7cpT6z/BkOpovlbrP3cUl/cwWOs/L5hDhqNZ6z/lG/AUFlvrP4CT36aIXOs/S9OTO/td6z8ZE0jQbV/rP+ZS/GTgYOs/s5Kw+VJi6z+B0mSOxWPrPzhvzODuZOs/bzlopWBk6z+kAwRq0mPrPyoHo8qjbus/h9xqh7GP6z/isTJEv7DrPz+H+gDN0es/JPalT1br6z8NWC/CBx/sP65fKVDrV+o/OP8syAxb6j/DnjBALl7qP04+NLhPYeo/2d03MHFk6j8q7ulL2WLqP5b5ZuDWUOo/BAXkdNQ+6j9xEGEJ0izqP98b3p3PGuo/TCdbMs0I6j+6MtjGyvbpP99YgPso/+k/p0DN544T6j9uKBrU9CfqPzYQZ8BaPOo//vezrMBQ6j/E3wCZJmXqP6fJVzBabuo/SmNG/stz6j/Oa5u2JbLqP1N08G5/8Oo/2HxFJ9ku6z9chZrfMm3rP1JM7cD4cOs/ar9ixU5p6z+kIvuvCV7rP9k7Vh/UPes/DlWxjp4d6z9Ebgz+aP3qP3yHZ20z3eo/sKDC3P286j+OFI9XhlbsP0JMDywOau4/9pQVhKgK8D8Ou8AoMafwPyjha825Q/E/wF/NUF1e8T8tQMDcAFXxP5ogs2ikS/E/CAGm9EdC8T914ZiA6zjxP9k7bYriVfE/E9hKhfV/8T9OdCiACKrxP4sjj1a3zvE/zEzXj6Tq8T8Odh/JkQbyP9s+ptJzpPE/LxEd0CoV8T95YpOdH3TwP1a5uh5k+O4/SeYb6PV/7z+Es71yl7nvPwTsrPTpVe8/hSScdjzy7j8FXYv4jo7uP4aVenrhKu4/B85p/DPH7T+IBll+hmPtPwg/SADZ/+w/58mgJ3zn7D/wK6s0vETtP9NL1HTSdu0/J66ICfmh7T97ED2eH83tP85y8TJG+O0/I9Wlx2wj7j91N1pck07uP4LzSzGRye0/nYWV/VAq7T+5F9/JEIvsP9WpKJbQ6+s/8DtyYpBM6z8NzrsuUK3qPwqS1KWnJuo/yIz2FhMW6j/pZNz4bBvqPyb9AMFIIeo/ZJUliSQn6j+gLUpRAC3qP9zFbhncMuo/Jhp0J2Q06j/enSC21jXqP5QhzURJN+o/rFcO2bs46j96l8JtLjrqP0bXdgKhO+o/FBcrlxM96j8Gi/+YKj7qPzxVm12cPeo/cx83Ig496j+o6dLmfzzqP0q+fSyQUuo/qJNF6Z1z6j8EaQ2mq5TqP2E+1WK5teo/vhOdH8fW6j8BXn3W8erqPxAuu7LJJus/Ntlkk0026T/BeGgLbznpP0wYbIOQPOk/1rdv+7E/6T9iV3Nz00LpP+z2duv0Rek/MoTlJ2tD6T+fj2K8aDHpPwub31BmH+k/eaZc5WMN6T/msdl5YfvoP1S9Vg5f6eg/rq57D3Tz6D92lsj72QfpPz9+Feg/HOk/BmZi1KUw6T/OTa/AC0XpP5Y1/KxxWek/m6cM2X1H6T8qpzN5JWvpP66viDF/qek/Mrjd6djn6T+2wDKiMibqPzzJh1qMZOo/CN0pcLCd6j8U/K2PjJXqP4f23m74hOo/vQ863sJk6j/yKJVNjUTqPylC8LxXJOo/XltLLCIE6j+M49z9mMvqP0AbXdIg3+w/9VLdpqjy7j9Vxa49GIPwP3GYIxwKOvE/ib7OwJLW8T+qDvus5w/yPxfv7TiLBvI/hc/gxC798T/zr9NQ0vPxP32Ot5vk9PE/tyqVlvce8j/xxnKRCknyPyxjUIwdc/I/Zv8thzCd8j8qnC6DY7zyP2zFdrxQ2PI/14X0M9vB8j8sWGsxkjLyP4Aq4i5Jo/E/0/xYLAAU8T97A72ZB43wP5jbCi92CPA/sO8E4D6t7z8xKPRhkUnvP7Fg4+Pj5e4/MpnSZTaC7j+00cHniB7uPzQKsWnbuu0/os44l5H47T+sMEOk0VXuP7aSTbERs+4/eh12fT307j/PfyoSZB/vPyLi3qaKSu8/dUSTO7F17z/KpkfQ16DvP6mKrE9Wde8/yBz2GxbW7j/krj/o1TbuPwBBibSVl+0/HdPSgFX47D84ZRxNFVnsP1P3ZRnVues/bomv5ZQa6z/J4Vvo0CzpP6cq+Fyi9Og/5MIcJX766D8hW0HtWQDpP17zZbU1Buk/m4uKfREM6T/WH1FXlxDpP4yj/eUJEuk/DNyIdnwT6T/aGz0L7xTpP6Zb8Z9hFuk/1KYyUWYX6T8Kcc4V2BbpP0A7atpJFuk/dgUGn7sV6T8QoJDRbhXpP2x1WI58Nuk/yEogS4pX6T8lIOgHmHjpP4P1r8Slmek/38p3gbO66T+KHJ2RddfpP+DFVF2N6uk/EgRHo4su6j+/UqDWrxToP0ryo07RF+g/1JGnxvIa6D9fMas+FB7oP+rQrrY1Ieg/dXCyLlck6D/+D7ameCfoPzka4QP9I+g/piVemPoR6D8UMdss+P/nP4A8WMH17ec/70fVVfPb5z9/BHcjv+fnP0bsww8l/Oc/D9QQ/IoQ6D/Xu13o8CToP5+jqtRWOeg/qak3s+RC6D+G4ss7JSToPwrrIPR+Yug/j/N1rNig6D8U/MpkMt/oP5cEIB2MHek/HA111eVb6T+gFcqNP5rpP744+VnKwek/asrCLeer6T+g4x2dsYvpP9f8eAx8a+k/DBbUe0ZL6T+Ksiqkq0DpPz7qqngzVOs/8iErTbtn7T+mWashQ3vvP67IFXtlx/A/0nWGD+PM8T/qmzG0a2nyP5W9KAlywfI/A54blRW48j9wfg4hua7yP95eAa1cpfI/W33fp/m98j+WGb2iDOjyP9C1mp0fEvM/ClJ4mDI88z9E7lWTRWbzP4jrhXYijvM/yhTOrw+q8z8MPhbp/MXzPyifuZL5T/M/fXEwkLDA8j/QQ6eNZzHyP4c/zITrvvE/1vRvqyhi8T+IztAoLsnwPz6oMaYzMPA/XGQ7zzg97z/enCpRi9nuP1NxxvlmrO4/XtPQBqcJ7z9oNdsT52bvP3KX5SAnxO8/vvz3lrMQ8D+R9wtD1DjwP7soZo1nTvA/5VnA1/pj8D8PixoijnnwPzm8dGwhj/A/+lkrne1A8D8ORqAGm+LvPyvY6dJaQ+8/Rmoznxqk7j9j/Hxr2gTuP36OxjeaZe0/mSAQBFrG7D9kaxuQUQDrP38Fa2Gjfug/nAIwCrjk5z+iiDiJs9PnP98gXVGP2ec/HLmBGWvf5z9aUabhRuXnP5bpyqki6+c/O6naFT3u5z86oLeor+/nP6LCZQmi8Oc/2IwBzhPw5z8OV52She/nP0MhOVf37uc/euvUG2nu5z8xV2szW/nnP40sM/BoGug/6gH7rHY76D9I18JphFzoP6SsiiaSfeg/AIJS45+e6D9eVxqgrb/oP2eEdBgR1+g/vi0s5Cjq6D8V2tKTTTbpP0jM2xkS8+Y/02vfkTP25j9cC+MJVfnmP+iq5oF2/OY/ckrq+Zf/5j/+6e1xuQLnP4iJ8enaBec/ESn1YfwI5z9CsNzfjgTnP7C7WXSM8uY/HcfWCIrg5j+J0lOdh87mP09acjcK3OY/F0K/I3Dw5j/eKQwQ1gTnP6YRWfw7Gec/fdftfaEr5z+bh+xbCBznP2YmubZ+G+c/6y4Ob9hZ5z9vN2MnMpjnP/Q/uN+L1uc/eEgNmOUU6D/8UGJQP1PoP4BZtwiZkeg/BWIMwfLP6D9Pnqbs1dLoP4a3AVygsug/u9Bcy2qS6D/x6bc6NXLoPzy5+B5Gyek/8PB4883c6z+kKPnHVfDtPy2wPM7uAfA/B8x8uLIL8T/h57yidhXyP0p5lKdE/PI/f2xWZfxy8z/uTEnxn2nzP1otPH1DYPM//s8puftc8z84bAe0DofzP3MI5a4hsfM/raTCqTTb8z/oQKCkRwX0PyLdfZ9aL/Q/XHlbmm1Z9D8mZCWjznv0P2mNbdy7l/Q/JeYH9GBt9D95uH7xF97zP82K9e7OTvM/lHvbb8/w8j/ygVZPapvyPwYYQelDKvI/u/GhZkmR8T9uywLkTvjwPyKlY2FUX/A/2Ej+HeIU8D8SnblB/jvwPxbOPkieavA/G//DTj6Z8D8gMElV3sfwPyZhzlt+9vA/jxG3ER0N8T+4QhFcsCLxP+Jza6ZDOPE/kKVbLNAW8T+cboASMMfwP6s3pfiPd/A/uADK3u8n8D+Nk92Jn7DvP6klJ1ZfEe8/xLdwIh9y7j8J9do30tPsPxyPKgkkUuo/NSl62nXQ5z+w5WaLJd7mP7FDmTfLxOY/nuZ4tcSy5j/afp19oLjmPxgXwkV8vuY/VK/mDVjE5j/ntgmwwcnmP6aoNIZPyeY/23LQSsHI5j8RPWwPM8jmP0cHCNSkx+Y/fdGjmBbH5j9SDkaVR93mP6/jDVJV/uY/DLnVDmMf5z9ojp3LcEDnP8RjZYh+Yec/IjktRYyC5z9+DvUBmqPnP+9ClNOUw+c/RuxLn6zW5z+clQNrxOnnPxiwXoQPPug/0EUXXXTR5T9c5RrVldTlP+WEHk231+U/cCQixdja5T/8wyU9+t3lP4ZjKbUb4eU/EAMtLT3k5T+aojClXuflPyRCNB2A6uU/SkbYuyDl5T+4UVVQHtPlPyRd0uQbweU/H7BtS1XQ5T/nl7o3u+TlP69/ByQh+eU/jiChhsAI5j95jzZd9BTmP45loQQs9eU/RmqmMdgS5j/LcvvpMVHmP097UKKLj+Y/1YOlWuXN5j9YjPoSPwznP96UT8uYSuc/Yp2kg/KI5z/mpfk7TMfnP1XrCYbL7+c/aYvlGo/Z5z+fpECKWbnnPziIRsVYPug/7r/GmeBR6j+i90ZuaGXsP1gvx0LweO4/hrOjCzxG8D9gz+P1/0/xPzvrI+DDWfI/FAdkyodj8z9qG4TBhiT0P9b7dk0qG/Q/Rdxp2c0R9D/cvlHFECb0PxZbL8AjUPQ/UPcMuzZ69D+Lk+q1SaT0P8YvyLBczvQ/Acylq2/49D86aIOmgiL1P3YEYaGVTPU/xtzEz3pp9T8IBg0JaIX1P3b/zFJ/+/Q/Q7Fvexh49D+ht+pasyL0PwC+ZTpOzfM/XcTgGel38z82OxInX/LyP+oUc6RkWfI/BGXIx4/K8T8QlBgvPoPxPx3DaJbsO/E/eAGQBskh8T9+MhUNaVDxP4NjmhMJf/E/iJQfGqmt8T9i+geW0svxP4wrYuBl4fE/JPGLu7Ls8T8zurChEp3xP0CD1YdyTfE/Tkz6bdL98D9cFR9UMq7wP2reQzqSXvA/d6doIPIO8D+lfprfUqfuP74Y6rCkJew/0rI5gvaj6T/qTIlTSCLnP8TInQyT1+U/xCbQuDi+5T/EhAJl3qTlP5lEueHVkeU/1NzdqbGX5T8SdQJyjZ3lP9y48eFmoOU/4Fifx26h5T8WIzuM4KDlP0rt1lBSoOU/FvBYOiag5T9zxSD3M8HlP9Ca6LNB4uU/LHCwcE8D5j+JRXgtXSTmP+YaQOpqReY/QvAHp3hm5j+gxc9jhofmP/yalyCUqOY/zKprWjDD5j8jVCMmSNbmP3r92vFf6eY/G4bqdNFF5z9bv1Kg1q/kP+ZeVhj4suQ/cP5ZkBm25D/6nV0IO7nkP4Y9YYBcvOQ/Ed1k+H2/5D+afGhwn8LkPyQcbOjAxeQ/r7tvYOLI5D86W3PYA8zkP1Tc05eyxeQ/wOdQLLCz5D/xBWlfoMTkP7nttUsG2eQ/oGlUj9/l5D+N2OllE/LkP51nzN6S8OQ/gkNWrU/O5D8prpOsMQrlP6226GSLSOU/Mb89HeWG5T+2x5LVPsXlPzrQ542YA+Y/v9g8RvJB5j9D4ZH+S4DmP8jp5ralvuY/DABGaZv25j/o1uPrOvnmP4R4JElI4OY/6I4UQPPG6D+fxpQUe9rqP1P+FOkC7uw/CDaVvYoB7z/etgpJiYrwP7nSSjNNlPE/k+6KHRGe8j9sCssH1afzP0YmC/KYsfQ/wqqkqbTM9D9+EZzWEsX0P7mtedEl7/Q/80lXzDgZ9T8u5jTHS0P1P2eCEsJebfU/ox7wvHGX9T/dus23hMH1PxhXq7KX6/U/UvOIraoV9j8iLBzDOTv2P2RVZPwmV/Y/cUYbtOYY9j9O7X5m/Kn1P6zz+UWXVPU/Cvp0JTL/9D9nAPAEzan0P7KEgud0U/Q/ZF7jZHq68z85sOLY6zjzP0XfMkCa8fI/UQ6Dp0iq8j9ePdMO92LyP2psI3alG/I/5Zbr0TM28j/px3DY02TyPzXjWBqIivI/XhSzZBug8j/IBeEw9XLyP9XOBRdVI/I/5Jcq/bTT8T/wYE/jFITxP/4pdMl0NPE/DPOYr9Tk8D8lBK3DaT3wP12iqVgl+e0/djz5KXd36z+J1kj7yPXoP6JwmMwadOY/26vUjQDR5D/aCQc6prfkP9pnOeZLnuQ/28VrkvGE5D+VovkN53DkP78oGEM0deQ/1rrZEwx35D/sTJvk43jkP1DTpc3/eOQ/OKcznBKE5D+WfPtYIKXkP/JRwxUuxuQ/TyeL0jvn5D+s/FKPSQjlPwjSGkxXKeU/ZqfiCGVK5T/CfKrFcmvlPx5ScoKAjOU/eyc6P46t5T+sEkPhy8LlPwO8+qzj1eU/WWWyePvo5T8fXHZlk03mP+Q4juM4juM/b9iRW1qR4z/5d5XTe5TjP4MXmUudl+M/D7ecw76a4z+aVqA74J3jPyT2o7MBoeM/rZWnKyOk4z84NaujRKfjP8LUrhtmquM/TnSyk4et4z9bcs9zRKbjP8VDcsHKtuM/srIHmP7C4z+eIZ1uMs/jP4yQMkVm2+M/j0WBh7bJ4z8tJdrmj9bjP845Jr17D+Q/cE5yk2dI5D8QY75pU4HkP5YLgFCYvOQ/GhTVCPL65D+gHCrBSznlPyMlf3mld+U/APDVN5215T/04vaRUO3lP7kwHqGAB+Y/5n8FKja/5z8/3bH/9KrpP506XtWzlus/+5cKq3KC7T+6PGM4JYrvPze6cYbWzvA/EtaxcJrY8T/t8fFaXuLyP8qzQgkM2fM/pwcw3h+/9D/AGkP4mHP1P1sAxOInjvU/l5yh3Tq49T+KjSHM5eD1PzaxFrwsCfY/4NQLrHMx9j+K+ACculn2PzQc9osBgvY/4D/re0iq9j+LY+Brj9L2PzWH1VvW+vY/36rKSx0j9z9tjWkVTjb3P1wpjlHg2/Y/ui8JMXuG9j8XNoQQFjH2P3U8/++w2/U/0kJ6z0uG9T/gp1MlkBv1P2/7/OlHp/Q/fipNUfZf9D+IWZ24pBj0P5WI7R9T0fM/orc9hwGK8z+t5o3ur0LzP037wZb+G/M/CMypnj1J8z9dURHA10jzP2oaNqY3+fI/eONajJep8j+GrH9y91nyP5R1pFhXCvI/oj7JPre68T/0yIwXKifxPwEsaQCmzO8/E8a40fdK7T8sYAijScnqPz76V3SbR+g/90p1hpUE5j/GT3/ZtPXkP/ipwxEcAeU/KAQISoMM5T9bXkyC6hflP74leSBCE+U/1hr9VBN14z9Nrako9XDjP8M/VvzWbOM/Wl4O/v5n4z+3M9a6DInjPxMJnncaquM/cN5lNCjL4z/Osy3xNezjPyqJ9a1DDeQ/hl69alEu5D/kM4UnX0/kP0AJTeRscOQ/nd4UoXqR5D800WKcT6/kP4p6GmhnwuQ/4iPSM3/V5D84zYn/lujkPyIyAlZVVeU/bLLJJpts4j/3Uc2evG/iP4Lx0BbecuI/DJHUjv914j+XMNgGIXniP+zKIlSLfOI/aa+y4+aD4j/kk0JzQoviP2B40gKekuI/3FxikvmZ4j9YQfIhVaHiP9QlgrGwqOI/w/u6oB2g4j+valB3UaziP5vZ5U2FuOI/ikh7JLnE4j9misIbVbbiPwafDvJA7+I/qLNayCwo4z9KyKaeGGHjP+zc8nQEmuM/jfE+S/DS4z8uBosh3AvkP9Aa1/fHROQ/aY50vWqu5D909IY33rnlPzo5T9NFx+Y/dS74KQj65z/RJeI/P4LpP28cZeINYus/zHkRuMxN7T8p172NiznvP4QfZ2rJhvA/ZkSjtKVd8T9Iad/+gTTyPyuOG0leC/M/DLNXkzri8z/u15PdFrn0P8lWHzbgnPU/Uo6mTWtT9T9CrH7tqer0P1HH4RPiCfU/XuJEOhop9T9s/adgUkj1P3oYC4eKZ/U/iTNurcKG9T+XTtHT+qX1P6RpNPoyxfU/s4SXIGvk9T/An/pGowP2P2ElulhPUvc/2pAGMjYE9j+SnfZFkBD2P0yq5lnqHPY/BrfWbUQp9j++w8aBnjX2P3fQtpX4QfY/qEYX+6MV9j+0dWdiUs71P8Ckt8kAh/U/ztMHMa8/9T/YAliYXfj0P+UxqP8LsfQ/8mD4Zrpp9D/9j0jOaCL0PwFmZjUaz/M/Di+LG3p/8z8c+K8B2i/zPynB1Oc54PI/N4r5zZmQ8j/DjWxr6hDyP89aFFQT0PA/qvIXrh8m7z/noqTVUyntPypTMf2HLOs/aAO+JLwv6T9H0yk03kDnP3gtbmxFTOc/qYeypKxX5z/b4fbcE2PnPww8OxV7buc/5GX4qaHg5T+dFPk9FITjP5duc1zimuI/dBd3IhSR4j9UwHroRYfiPzTAeNkGjuI/kZVAlhSv4j/uaghTItDiP0tA0A8w8eI/qBWYzD0S4z8E61+JSzPjP2LAJ0ZZVOM/vZXvAmd14z8ba7e/dJbjPxE5OiPrruM/Z+Lx7gLC4z+/i6m6GtXjP9AOHTv56OM/JgiORhdd5D8ZgtgCtX7hP/LQ2pedfeE/zB/dLIZ84T9IyyQk0IPhP8KvtLMri+E/P5REQ4eS4T+6eNTS4pnhPzZdZGI+oeE/s0H08Zmo4T8uJoSB9a/hP6sKFBFRt+E/Ju+joKy+4T/kgtmQE6/hP60imVakleE/m5EuLdih4T+PJWEKQZ7hP0EE9yYGz+E/4hhD/fEH4j+DLY/T3UDiPyVC26nJeeI/zCYAnNv94j/+Va46a7bjPzCFXNn6buQ/ZLQKeIon5T+qwZiiwDHmP15WGn67ruc/0ulsaJ8T6T9MvwBco07qP4dd2N5UsOs/ojAQgjuX7D+AV66YBxPuP0KhJi3AwO8/hXXPYDy38D9mmgurGI7xP0m/R/X0ZPI/K+SDP9E78z8MCcCJrRL0P+4t/NOJ6fQ/dOm2QAM99T/zXuGhIUv0PyzOwAa8n/M/m0lVa2pe8z+qZLiRon3zP7h/G7janPM/xpp+3hK88z/UteEES9vzP+LQRCuD+vM/8OunUbsZ9D/+Bgt48zj0Pwwibp4rWPQ/VuYG4lse9z+haRFlqCH0P1t2AXkCLvQ/FIPxjFw69D/Nj+Ggtkb0P4ac0bQQU/Q/qsYx0Hto9D80qs/Eiw31P7yNbbmbsvU/RnELrqtX9j8EHyJCC672PxBOcqm5ZvY/HX3CEGgf9j8prBJ4Ftj1P8uUeg/fc/U/sb8MlQbo9D/WNjWMSHz0P/6tXYOKEPQ/JCWGesyk8z9NpaP+biXzP2v9aRIJJ/I/jVUwJqMo8T+vrfY5PSrwP5oLepuuV+4/3rsGw+Ja7D8bbJPqFl7qP/iwGMdul+k/Kgtd/9Wi6T9bZaE3Pa7pP42/5W+kuek/SPd2n44K6T9LfB/CBpfmP3UaZYz7+uM/LMCcsQAy4j950nNh7bPhP1l7dycfquE/NyR77VCg4T8QIuO0DrThP2z3qnEc1eE/ycxyLir24T8mojrrNxfiP4N3AqhFOOI/3kzKZFNZ4j87IpIhYXriP5j3Wd5um+I/8KARqoau4j9GSsl1nsHiP5zzgEG21OI/1OSoK7vw4j8o3hk32WTjP6i4/6DWr+A/ggcCNr+u4D9aVgTLp63gPzOlBmCQrOA/DvQI9Xir4D/mQguKYargPw9C9sHer+A/iiaGUTq34D8GCxbhlb7gP4HvpXDxxeA//dM1AE3N4D94uMWPqNTgPxZWjHkQ0+A/Ds7wzwau4D+XSXcMK4vgP3lp31vLruA/L7+LekxN4T9g7jkZ3AXiP5Qd6LdrvuI/xkyWVvt24z/5e0T1ii/kPyyr8pMa6OQ/XdqgMqqg5T/kjqoNo6nmP5QjLOmdJug/SLitxJij6T/6TC+gkyDrPwxgEgd/OOw/JjNKqmUf7T9ABoJNTAbuP1zZufAy7e4/oqb7DNMQ8D+EyzdXr+fwP2jwc6GLvvE/SRWw62eV8j8sOuw1RGzzPwxfKIAgQ/Q/74NkyvwZ9T/Gzc0P/Xz0PzQhbFZ7bfM/yZ77WnKX8j8CDtu/DOzxP/XmK+kq0vE/AwKPD2Px8T8RHfI1mxDyPx84VVzTL/I/LVO4ggtP8j88bhupQ27yP0qJfs97jfI/UGMisvo69D/d4T5s27P1P8HCa+WGt/M/IU8MrHRL8j/bW/y/zlfyP5Ro7NMoZPI/TnXc54Jw8j9t0JL0iMryP/SzMOmYb/M/fpfO3agU9D8Ie2zSuLn0P5BeCsfIXvU/GkKou9gD9j+jJUaw6Kj2P1/3LIlyRvc//Po/JeWx9j+z+/6VMhT2P5bSIMKbpvU/Q6l7Ldoj9T/fnp4uwYj0P6dZjmGcvPM/xbFUdTa+8j/mCRuJ0L/xPwhi4ZxqwfA/TXRPYQmG7z+QJNyIPYntP3o0wyGY4us/qo4HWv/t6z/b6EuSZvnrPwxDkMrNBOw/jdqbu9nP6z+RhU0SqXzpP8Ijk9yd4OY/7sHYppJE5D/nO7ksH37iP8B5hC+QZuE/XjZ0ZvjM4D8833csKsPgPxuIe/JbueA/64NNkBba4D9IWRVNJPvgP6Qu3QkyHOE/AASlxj894T9e2WyDTV7hP7quNEBbf+E/eF8xZQqb4T/OCOkwIq7hPyWyoPw5weE/fFtYyFHU4T/VujQcffjhPyu0pSebbOI/cd5NfvDB3z8kfFKowb/fP9YZV9KSvd8/iLdb/GO73z88VWAmNbnfP+7yZFAGt98/oZBpete03z9TLm6kqLLfPwbMcs55sN8/qnGPv9q33z+iOq/ekcbfP5oDz/1I1d8/kszuHADk3z+DQkdxB6TfP42Z5o9CNuA/g84c/Rhb4T9aFNDT+37iP4tDfnKLN+M/vnIsERvw4z/xodqvqqjkPyPRiE46YeU/VgA37ckZ5j8WXLx4hSHnP8zwPVSAnug/fIW/L3sb6j8uGkELdpjrP3p3ExraE+0/9osXuMGo7T/ECLx1do7uP97b8xhdde8/fNcV3iEu8D8LwbEvlaHwP4YhoE0iGPE/aEbcl/7u8T9Jaxji2sXyPyyQVCy3nPM/DbWQdpNz9D+qXkaYeMz0Pxmy5N72vPM/iAWDJXWt8j/2WCFs853xP6HeFRTD4/A/3E31eF048D9QhAJn60XwP1+fZY0jZfA/bbrIs1uE8D971Svak6PwP4nwjgDMwvA/LNUMkbkR8T/TUhj066zzPzCKD8OltPM/t4O4bpOD8z/tJxff5mjwP6c0B/NAdfA/YEH3BpuB8D8ZTuca9Y3wPzLa8xiWLPE/ur2RDabR8T9BoS8CtnbyP8yEzfbFG/M/VGhr69XA8z/gSwng5WX0P2gvp9T1CvU/tv1Irp/h9T8uLFxkV0D2P6ZabxoPn/Y/zI3/22qE9j9qgyLdUen1Pwd5Rd44TvU//w15xMlT9D8fZj/YY1XzP0C+Bez9VvI/YBbM/5dY8T9/bpITMlrwP0KNsU6Yt+4/KBKytCg57j9YbPbsj0TuP6Q6TSGYN+4/umCnj6yr7T/1fLp4ui7sPwotwSxAxuk/O8sG9zQq5z9maUzBKY7kP6O31ac9yuI/fPWgqq6y4T9RM2ytH5vgP4I06dYGzN8/QYbwYmq43z/WIOBdIb7fP8jlt2seAOA/I7t/KCwh4D+AkEflOULgP95lD6JHY+A/OjvXXlWE4D9XxwjspZrgP61wwLe9reA/BBp4g9XA4D9bwy9P7dPgP9mQwAw/AOE/L4oxGF104T+MS5y6MyTePz/poOQEIt4/8YalDtYf3j+kJKo4px3eP1bCrmJ4G94/CWCzjEkZ3j+8/be2GhfeP2+bvODrFN4/IDnBCr0S3j/U1sU0jhDeP4V0yl5fDt4/ORLPiDAM3j81XzL79w/ePxnHWxxxlt4/gxhk+w5w4D95TZpo5ZThP3KC0NW7ueI/aLcGQ5Le4z9e7DywaAPlPyD3Hgla2uU/UibNp+mS5j9SKc7jZ5nnPwS+T79iFuk/uVLRml2T6j9p51J2WBDsPxx81FFTje0/w34ugomt7j9AkzIgcULvP2beLUGH/e8/wNgy8jZy8D9Ows5DquXwP9yrapUdWfE/aZUG55DM8T/3fqI4BEDyP0rBgNhN9vI/Lea8IirN8z8OC/lsBqT0P/tCXWdyDPQ/apb7rfD88j/Z6Zn0bu3xP0g9ODvt3fA/fl6h0PK27z/yPGCaJ2DuPzIN7HznNO0/T0OyyVdz7T9seXgWyLHtP4avPmM48O0/pOUEsKgu7j/1rwTvkA7xPx/76Eq2rfE/ezLgGXC18T/ZadfoKb3xPyxgHXK+HPA/1xokTGYl7T9KNAR0Gj7tP8wAbpEm0+0/4sepekYd7z95x/IxszPwPwGrkCbD2PA/jI4uG9N98T8UcswP4yLyP3bB6FLh1vI/fRBf1jEB9D/eLJL/13D0P1VbpbWPz/Q/zYm4a0cu9T9HuMsh/4z1P77m3te26/U/dFDcRPno9T9awmMn9+r0P3gaKjuR7PM/mnLwTivu8j+6yrZixe/xP9kifXZf8fA/1UquBylC8D8Pg55DHT7wP3xCYzk5HvA/6uayY3+H7z8jA8ZMjQruP14f2TWbjew/gtQ0R9cP6j+2cnoRzHPnP94QwNvA1+Q/XzPyIlwW4z84cb0lzf7hPw2viCg+5+A/zNmnVl6f3z9G/OngHP7dPwNO8WyA6t0/h+S0FDEK3j9Aj0SOTEzeP/o51Adojt4/tORjgYPQ3j+6C1FOUw7fP2ZewOWCNN8/E7EvfbJa3z/CA58U4oDfP2xWDqwRp98/3GZM/QAI4D8xYL0IH3zgP6246vZ2htw/YFbvIEiE3D8S9PNKGYLcP8SR+HTqf9w/di/9nrt93D8qzQHJjHvcP9xqBvNdedw/jwgLHS933D9Apg9HAHXcP/RDFHHRctw/puEYm6Jw3D9Zfx3Fc27cPxu9gxtCfdw/VubR4tRy3j94l+Fm26ngP27MF9SxzuE/ZwFOQYjz4j9cNoSuXhjkP1Rruhs1PeU/SqDwiAti5j/oo+qg9s3nPzmLYSpFjuk/6h/jBUAL6z+gtGThOojsP1BJ5rw1Be4/A95nmDCC7z8EwyR1nCPwP0LNJkQQbvA/gNcoE4S48D+Pw+tXvynxPx2th6kynfE/qpYj+6UQ8j84gL9MGYTyP8VpW56M9/I/U1P37/9q8z8tPCUZnf3zP+DT1e/tW/Q/Tyd0NmxM8z++ehJ96jzyPy3OsMNoLfE/myFPCucd8D8U6tqhyhzuPzDe1UKUT+w/o7yUDMn46j/rR5l4aBzqPwd+X8XYWuo/I7QlEkmZ6j+sQ96bn8rrPybYhKWNTe8/4UZzQwFd7z+ctWHhdGzvP1ckUH/oe+8/EpM+HVyL7z9DeQTr0mvpP9/lGdr+eOk/VBQw2kCX6j9p22vDYOHrP3uip6yAK+0/i2njlaB17j+hMB9/wL/vP2WkycK3o/A/cPM/RgjO8T+PLciaWKHyPwhc21AQAPM/gYruBshe8z/4uAG9f73zP3LnFHM3HPQ/6hUoKe969D9k9QrlVS71P9ATXLnmbvU/pStltsxz9D9/Q26zsnjzP1hbd7CYffI/LnOArX6C8T83KFtsikDxP6XnH2KmIPE/izbfG6mx8D9TidEgYObvP4yl5Aluae4/x8H38nvs7D/6e6hhblnqPywa7itjvec/WLgz9lch5T8brw6eemLjP/Ps2aDrSuI/yiqlo1wz4T+iaHCmzRvgP+5Md1J9CN4/EMTq6jIw3D/NFfJ2lhzcPz6oictAVtw/91IZRVyY3D+x/ai+d9rcP3nb/1uKDd0/Jy5v87kz3T/TgN6K6VndP3/TTSIZgN0/Lia9uUim3T/CebDbhR/eP2pskvLBB98/yiU5M7ro2j9+wz1di+baPy9hQodc5No/4v5GsS3i2j+UnEvb/t/aP0g6UAXQ3do/+tdUL6Hb2j+sdVlZctnaP18TXoND19o/E7FirRTV2j/ITXiPEdTaPzXZpcAO8No/o2TT8QsM2z/bbwRMMZXdPxq1hwBBUeA/RTINW+nX4T9egMusVC3jP1K1ARorUuQ/Suo3hwF35T9AH27015vmP4Ds6QJXXug/F7tpHM9N6z/UgXZMHQDtP4oW+CcYfe4/Oqt5AxP67z9pPDBaAKbwP6dGMil08PA/5lA0+Oc68T8jWzbHW4XxP1+upL1H4fE/7JdAD7tU8j96gdxgLsjyPwlreLKhO/M/lVQUBBWv8z8jPrBViCL0PyCQ9kcfB/Q/dXol+qhI8z+gC4sFZozyPxBfKUzkfPE/f7LHkmJt8D/bC8yywbvuP7qyCEC+nOw/mllFzbp96j/gXQq1NejoP1I8yX5qkec/noJGdOkD5z+5uAzBWULnPwm6N7WuP+s/xSgmUyJP6z+AlxTxlV7rPzoGA48Jbus/9XTxLH196z+v49/K8IzrPy37nf3rA+k/yGC2OTsR5j/YJ/IiW1vnP8NpxDmAveg/tufoDyE36j+nZQ3mwbDrP6wOVWUc4ew/uaxBbL017z9oJZc5L8XwP7hcEeyQMPE/MoskokiP8T+puTdYAO7xPyLoSg64TPI/mhZexG+r8j8SRXF6JwrzP/grUm64wPM/5FoKxlvv9D8o19st1PT0PwDv5Cq6+fM/2gbuJ6D+8j9fzReV90LyP86M3IoTI/I/ovnkhZKf8T/Ah256GeHwP94V+G6gIvA/80cDx07I7j9JhdaxED/tP3MjHHwFo+o/psFhRvoG6D/QX6cQ72rlP9cqKxmZruM/sGj2GwqX4j+FpsEee3/hP17kjCHsZ+A/Z0SwSLqg3j8WwEZOnHHcP9SL6/RIYto/OsHOCDVg2j/1a16CUKLaP64W7vtr5No/NquuacEM2z/j/R0B8TLbP49QjZggWds/O6P8L1B/2z/r9WvHf6XbP8QlyLwJL9w/cBiq00UX3T/okodv/UrZP5swjJnOSNk/Ts6Qw59G2T8AbJXtcETZP7IJmhdCQtk/ZaeeQRNA2T8ZRaNr5D3ZP8vip5W1O9k/foCsv4Y52T/iaZo03kbZP1D1x2XbYtk/v4D1lth+2T8I/ysAParZP2H5NrWNt9w/uvNBat7E3z8Id6aPF2nhPzb0K+q/7+I/YXGxRGh25D8/abXyzbDlPzae61+k1eY/FjXpZLfu6D+uA2l+L97rP0LS6Jenze4/OrxFt/o48D+ShgYlePfwPw3APQ7YcvE/S8o/3Uu98T+I1EGsvwfyP8feQ3szUvI/BelFSqec8j+8gvl0QwzzP0tslca2f/M/2FUxGCrz8z/HJtk7bq7zP7q6EF3/2fI/rk5IfpAF8j+/Z9UVi0PxPyV8sYc9m/A/FCEb89/l7z/eSdPWRJXuP4DU+VC1O+0/XHs23rEc6z8+InNrrv3oPxzJr/iq3uY/j90+J9eA5T8AvP3wCyrkP/bcohXMceU/qArZYkNB5z9ieccAt1DnPx3otZ4qYOc/11akPJ5v5z+SxZLaEX/nP000gXiFjuc/CKNvFvmd5z+jV2LL5IvkP5TVhqGFBeY/ilOrdyZ/5z9jeqeImELoP067c9d8sOg/nXIDTGrP6j+Vr1ytE/LsPxlkedyUW+4/QrqFLc3/7j9aum3zgB7wP9PogKk4ffA/SheUX/Db8D/DRacVqDrxPzp0ustfmfE/jWKZ9xpT8j94kVFPvoHzP2fACadhsPQ/hJpbosF69D9csmSfp3/zP/gxmbOAJfM/urzq73uN8j/VSnTkAs/xP/XY/diJEPE/E2eHzRBS8D9d6iGELyfvP8EsSsyniO0/68qPlpzs6j8eadVgkVDoP0kHGyuGtOU/k6ZHlLf64z9r5BKXKOPiP0Ii3pmZy+E/GmCpnAq04D/eO+k+9zjfP4+3f0TZCd0/OjMWSrva2j/qrqxPnavYP/CEo79ErNg/RCju38jl2D/wel13+AvZP57NzA4oMtk/TCA8pldY2T8DDBrvzn/ZP/rQGJDWtNk/y9HfnY0+2j93xMG0ySbbPwYA1qtArdc/uZ3a1RGr1z9rO9//4qjXPx7Z4ym0ptc/0XboU4Wk1z+EFO19VqLXPzay8acnoNc/6U/20fid1z/8hbzZqrnXP2oR6gqo1dc/2JwXPKXx1z9HKEVtog3YP46IXmmZzNg/6IJpHurZ2z9AfXTTOufeP8u7P8RF+uA/+TjFHu6A4j8jtkp5lgfkP1Ez0NM+juU/LR1py3AP5z+ufejGF3/pP0ZMaOCPbuw/2Rro+Qde7z+79LMJwCbxP4c3UMjm8fE/r0NLwq8/8j/uTU2RI4ryPy1YT2CX1PI/a2JRLwsf8z+nbFP+fmnzP4xtstrLw/M/b727L71V8z9iUfNQToHyP1blKnLfrPE/SXlik3DY8D89DZq0AQTwPxCqCmPafO4/2tLCRj8s7T+k+3oqpNvrP24kMw4Ji+o/O03r8W066T8EdqPV0unnP9GeW7k3meY/mscTnZxI5T/LfrTPQ3DjP8wk6NzbXuI/iuyLcmQz4z9FW3oQ2ELjPwDKaK5LUuM/ujhXTL9h4z92p0XqMnHjPzEWNIimgOM/64QiJhqQ4z+l8xDEjZ/jP2dBSQmLTeM/CvVD0rII5D/2NRAhl3bkP+J23G975OQ/fDjFKxdp5j/wD7K05BzoP2zEzuNlhuk/7njrEufv6j8WRv7UcG/rP7RFKWxgB+w/VJpcYP1q7T/37o9Ums7uP9jp4M3Ak+8/Y6MDHZgo8D8imeCAfeXwPw7ImNggFPI//PZQMMRC8z/pJQmIZ3H0PyHXVdztJ/Q/0H/wWWV78z/vDXpO7LzyPwqcA0Nz/vE/KSqNN/o/8T9GuBYsgYHwP8aMQEEQhu8/OtS95j7S7T9lcgOxMzbrP5YQSXsomug/wa6ORR3+5T9PImQP1kbkPyhgLxJHL+M//p36FLgX4j/W28UXKQDhP1YzIjU00d8/CK+4Ohai3T+xKk9A+HLbP2Om5UXaQ9k/EyJ8S7wU1z9EoLglGenWPzplt8YgHtc/Miq2ZyhT1z8q77QIMIjXPyG0s6k3vdc/GHmySj/y1z/Sffd+EU7YP3xw2ZVNNtk/JG0k6IMP1j/XCikSVQ3WP4moLTwmC9Y/PEYyZvcI1j/v4zaQyAbWP6KBO7qZBNY/qBaxTXoQ1j8Wot5+dyzWP4UtDLB0SNY/9Lg54XFk1j9hRGcSb4DWP9DPlENsnNY/FBKR0vXu1z9uDJyHRvzaP8YGpzyXCd4/jgDZ+HOL4D+9fV5THBLiP+b6463EmOM/VrAbiquv5T8IWCYwsTzoP9AiiHYE8Oo/VKk+d1G77T/pl/o7T0PwPyzbVbz1qPE/KpNMOGxD8j/43IcflW/yP8cmwwa+m/I/lXD+7ebH8j9jujnVD/TyPzEEdbw4IPM/fvt5QShT8j+uPOxxjWXxP/EPRYe/f/A/yEf5UKFW7z+vb2iTw63tP5iX19XlBOw/oIRqmp5y6j9srSJ+AyLpPzbW2mFo0ec/Av+SRc2A5j/MJ0spMjDlP5dQAw2X3+M/UTFdZZ7B4j9na+acX8XhP3edfoHIwOA/9ce0jl9k4D98TGyj95HgP3goxkCNruA/dQQg3iLL4D9x4Hl7uOfgP2680xhOBOE/apgttuMg4T9mdIdTeT3hP2NQ4fAOWuE/AP8LJxxl4T9p7arr40/hP9DbSbCrOuE/ybvqjDTe4T9FcAe8tUfjP8YkJOs2seQ/RNlAGrga5j/EjV1JOYTnP4RJYshWIug/XwYNfrZ26D+K8qcWfDXpPyb5dzUag+o/Znozky3W6z8Jz2aHyjntP26fTxTA7+4/rm6lB5O68D98VZZ7RP/xP0U8h+/1Q/M/uOd1T6pV9D9QAB3Z5afzPyNfCa1c7PI/P+2SoeMt8j9eexyWam/xP3sJporxsPA/MC9f/vDk7z+0ezEB1hvuP9wZd8vKf+s/ELi8lb/j6D86VgJgtEfmPwuegIr0kuQ/5NtLjWV74z+5GReQ1mPiP5JX4pJHTOE/Z5Wtlbg04D+ApvEwUzrePyoiiDY1C9w/ioWhXC/T2j8sLZOLnrnWP1jpMMmTftU/WQ1RgYlb1T9R0k8ikZDVP0iXTsOYxdU/P1xNZKD61T82IUwFqC/WPy7mSqavZNY/gBzxdtFF1z9F2nIkx3HUP/d3d06Yb9Q/qhV8eGlt1D9bs4CiOmvUPw9RhcwLadQ/xjLT8kaD1D80vgAkRJ/UP6JJLlVBu9Q/ENVbhj7X1D9+YIm3O/PUP+zrtug4D9U/W3fkGTYr1T+cm8M7UhHXP/WVzvCiHto/TpDZpfMr3T9RRXItohzgP0tKSVK8YeI/+vFT+MHu5D+pmV6ex3vnP1tBaUTNCOo/RAEF05yx7D/Eh7vT6XzvPyIHOWobJPE/7hIyBgfz8T/i/GZXYp7xP+zcKceWo/E/uiZlrr/P8T+IcKCV6PvxP1a623wRKPI/Edul04qB8T9CHBgE8JPwP+O6FGmqTO8/Qz35yXRx7T+hv90qP5brPwJCwosJu+k/vBR7QsgB6D86X8rRYmjmPwSIgrXHF+U/kYySeT3O4z+oxhux/tHiP78Apei/1eE/1TouIIHZ4D/a6W6vhLrfPwlegR4Hwt0/WVKCm1ae3T+i2LKZbnvdP0Fy4QFTqN0/Tjaa9tfs3T9G7k0xAybeP0CmAWwuX94/N161plmY3j8xFmnhhNHePyrOHBywCt8/IobQVttD3z/mhSGUHkLfP7ZiXx2uF98/MF9A5M063z8oL3N5J6LfP5H/UofABOA/ozmWIYlF4T8h7rJQCq/iP6Kiz3+LGOQ/90zGuzzV5D8zb/FyXTvlP9B1wZH7iOY/a3yRsJnW5z/OOF3hkQ/pP79Qaz6cl+o/WR5NJv8g7T/s6y4OYqrvP8JcCHviGfE/OuW+AnBS8j+IQiwCRmzzP2U2IvpRqvM//07Jg4388j+XZ3ANyU7yP5HMq/TanvE/sFo16WHg8D/L6L7d6CHwPysjpRttZe4/VMHq5WHJ6z+IXzCwVi3pP7L9dXpLkeY/xxmdBRPf5D+gV2gIhMfjP3WVMwv1r+I/TtP+DWaY4T/cUpBIprbgPzxE+ikdI+A/KU+Ke6y93T+Qx3somnXZP6YQ+OFS0dU/YYVHibJ/1D9nHsjzTD/UP2q3SF7n/tM/aT/ofQED1D9gBOceCTjUP1fJ5b8QbdQ/T47kYBii1D+KyAhYVVXVP2BHwWAK1NI/E+XFitvR0j/Ggsq0rM/SP2/Dx2YW2tI/3k71lxP20j9N2iLJEBLTP7tlUPoNLtM/KPF9KwtK0z+XfKtcCGbTPwQI2Y0FgtM/cpMGvwKe0z/iHjTw/7nTPyAl9qSuM9Y/eR8BWv9A2T+LyO00mifeP/KLgcDSoOE/pjOMZtgt5D9S25YM3rrmPwODobLjR+k/tCqsWOnU6z+634EvNXPuPx4zHBhBn/A/q9kPAcGy8T+fw0RSHF7xP5KteaN3CfE/3NzLbpjX8D+qJgdWwQPxP3lwQj3qL/E/n7rRZe2v8D+g94cspYTvPwF6bI1vqe0/YPxQ7jnO6z/AfjVPBPPpPx8BGrDOF+g/f4P+EJk85j/eBeNxY2HkP/db2vxe4uI/D5ZjNCDm4T8l0Oxr4engP3gU7EZF298/pYj+tcfi3T/T/BAlSurbP1Irfrwim9s/uAV1eR+s2z+CiYjNKnXbP0oNnCE2Pts/FJGvdUEH2z/pG7zOZdDaP5zz7p3Z2No/kIsP4evu2j+JQ8MbFyjbP4H7dlZCYds/fLMqkW2a2z9za97LmNPbP78NK9oEuts/pzIDTgYS3D+hAjbjX3ncP5rSaHi54Nw/kaKbDRNI3T+Mcs6ibK/dP+EFSg65ht4/crdBtt2s4D9gUCqvIojhP3DyCu7cjuI/aGZxfPfH4z+wHGD0hs3kP7WRbVV1Q+Y/R19PPdjM6D/jLDElO1brP3b6Eg2e3+0/B2R6eoA08D8XDesFJVTxP2VqWAX7bfI/tsfFBNGH8z8Uhc6k+f7yP6yddS41UfI/RrYcuHCj8T/hzsNBrPXwP3nnasvnR/A/pMoYNgSv7j/OaF4A+RLsPwEHpMrtduk/K6XplOLa5j+ElbmAMSvlP1zThIOiE+Q/WNQ5xCtw4z+4xaOlotziPxa3DYcZSeI/QtJTEiZM4D/wYWTFlTHcPwer4H5Ojdg/HvRcOAfp1D+IFBwIXH7TP2663rNrQNM/clNfHgYA0z927N+IoL/SP3qFYPM6f9I/dHF/enmq0j9qNn4bgd/SP450IDnZZNM/gbQPnU020T8zUhTHHjTRP43f6QvjTNE/+2oXPeBo0T9q9kRu3YTRP9eBcp/aoNE/RQ2g0Ne80T+0mM0B1djRPyIk+zLS9NE/kK8oZM8Q0j/9OlaVzCzSP4qLdMiVXtI/bPxIxbuL1z/QS14Rx6XcP5jNuS7p3+A/RHXE1O5s4z/4HM969PnlP6bE2SD6hug/VWzkxv8T6z8GFO9sBaHtPxZf/8VmGvA/aqDt+3py8T9diiJN1h3xP1B0V54xyfA/Q16M74x08D82SMFA6B/wP50mqf3CN/A/ZTT775+87z/Ftt9QauHtPyc5xLE0Buw/iLuoEv8q6j/nPY1zyU/oP0bAcdSTdOY/pUJWNV6Z5D8FxTqWKL7iP0c/GfQMNOE/KT9p3gX83z9Xs3tNiAPeP4UnjrwKC9w/s5ugK40S2j8rAAjMPHXZP7AOlyhwhtk/Mh0mhaOX2T/lPHur84LZP6/Ajv/+S9k/d0SiUwoV2T9ByLWnFd7YP3FJRRxofdg/hqpN1A5h2D88goCjgmnYP/BZs3L2cdg/pTHmQWp62D9ZCRkR3oLYPy82kyLlgdg/KAbGtz7p2D8h1vhMmFDZPxqmK+Lxt9k/E3Zed0sf2j8MRpEMpYbaPwYWxKH+7do//+X2NlhV2z/4tSnMsbzbPxcoCy+6AN0/rpToHtkL3z+gAGMHfIvgP6rSb2xO7+E/3K9HrLyC5D/L4SPb/DrnP8QTAAo98+k/tEXcOH2r7D+3W/tlpDbuP0gFZH0B1e8/S1LZ+b5O8T+W7/EHhonyPyq708VlAfM/wdN6T6FT8j9c7CHZ3KXxP/YEyWIY+PA/jR1w7FNK8D9ObC7sHjnvP9byPsA7UO0/0PEqW6B36j/RXSn9J5XnP85V4z+xKeY/L0dNISiW5T+NOLcCnwLlP3DXbRHAGOQ/7Hzi5nW54T9f/Exike3eP2tFyRtKSds/go5F1QKl1z+Y18GOuwDUP7iLHh30eNI/eVb1c4pB0j9873XeJAHSP4KI9ki/wNE/hiF3s1mA0T+Kuvcd9D/RP4zeF9bpHNE/liA4Gl100T9QLMCwcK3PP5XZxOBVKdA/PzmNndAe0D/32C0/rBfQP+MoP9SYONA/0HhQaYVZ0D+8yGH+cXrQP6kYc5Nem9A/lWiEKEu80D+CuJW9N93QP24Ip1Ik/tA/L31fRYJk1D8qyu6k+RvbPz4P8pz/HuA/7rb8QgWs4j+aXgfpCjnlP08GEo8Qxuc//K0cNRZT6j+sVSfbG+DsP139MYEhbe8/h1KekxP98D8aUQBIkN3wPw47NZnriPA/ASVq6kY08D/oHT53RL/vP9Dxpxn7Fe8/iPNSFGUZ7j/ndTd1Lz7sP0b4G9b5Yuo/qXoAN8SH6D8J/eSXjqzmP2h/yfhY0eQ/yAGuWSP24j8ohJK67RrhP/3lK1vPI98/6p9BBXmT3D9cxh3DTTPaP4o6MDLQOtg/AdWR21ZP1z+E4yA4imDXPwjyr5S9cdc/iwA/8fCC1z9H8G2JvJDXPxB0gd3HWdc/2feUMdMi1z+ie6iF3uvWP2v/u9nptNY/3+SabRxe1j9uYawKROnVPyU539m38dU/1xASqSv61T+N6ER4nwLWP6SMdnWu+9U/ij4QiwfF1T+eqbu20CfWP5Z57ksqj9Y/j0kh4YP21j+JGVR23V3XP4Lphgs3xdc/fLm5oJAs2D8qd445lavYPwz/5Qz4Y9k/8A7NBZFg2j8oYF3auwvcP1mx7a7mtt0/8j5vnQLI4D/qcEvMQoDjP9miJ/uCOOY/0tQDKsPw6D/CBuBYA6nrP/0Gqudtoes/HBvojr2J7D9oujYFOlLvP96swj1bDfE/hPzpeJlx8j/WCYBwDVbyP3EiJ/pIqPE/CjvOg4T68D+iU3UNwEzwP3rYOC73Pe8/CcFTKkTd7T9dcBx9hbvrP0XyNrxTYOg/BrpgfiS85z9lq8pfmyjnPxiC/OUPhuU/mydxu8Um4z9gy5p/xtTgP9ffsbhFBd4/4ygucv5g2j/6caort7zWPxC7JuVvGNM/5gIhMoxz0T+D8gs0qULRP4aLjJ5DAtE/jCQNCd7B0D+PvY1zeIHQP5NWDt4SQdA/mO+OSK0A0D/cZGSicK3PP9CqbCEzY84/EXRhRYh70D8FiWE8jaHQP/edYTOSx9A/38blfTLZ0D+JJq46rc7QPzSGdvcnxNA/3uU+tKK50D+JRQdxHa/QPzSlzy2YpNA/3gSY6hKa0D/UbkrCbmrWP8672SHmId0/k/g0sRvr4T9FoD9XIXjkP+9HSv0mBec/pe9UoyyS6T8KH0bBtRrsP0HICo85mO4/vbhnrt6K8D+5aPCj5eDwP8sBE5SlSPA/ftePygHo7z9kq/lsuD7vP0t/Yw9vle4/tcKlouWI7T8mlWQARArrP8vwdYV2Cuk/b0yHCqkK5z8YqJiP2wrlP4o+IR0eLuM/6sAFfuhS4T+ThtS9Ze/eP2tNJc6E39s/WQc7eC5P2T9FwVAi2L7WP9epG+twKdU/W7iqR6Q61T/exjmk10vVP2HVyAALXdU/5uNXXT5u1T9o8ua5cX/VP3IndLuQZ9U/O6uHD5ww1T8EL5tjp/nUP82yrreywtQ/ljbCC76L1D9LgPC+0D7UP3ygkffiotM/DPA9EO150z/Ax3DfYILTP/xDbXLleNM/4fUGiD5C0z/Gp6CdlwvTPxJNsbViZtM/DB3kSrzN0z8G7RbgFTXUP/68SXVvnNQ/krZDrkEc1T90PpuBpNTVP1TG8lQHjdY/Nk5KKGpF1z+5PT4qPCTYP/GOzv5mz9k/IuBe05F62z8AAOZ6EYvfP/gxT+zIfeI/52MrGwk25T/flQdKSe7nP163c9V3Pek/QrJYaTcM6T/uMGygeT7pPzrQuhb2Buw/kG8JjXLP7j9uB6yB98vwP3J8TbStgfE/XDCl4gAc8T9G5PwQVLbwP7iJei4sT/A/pERDcM9C7z/UdZGDRuftPyjpG+awXuw/3ix02yDi6T8+Ht68l07pP8gsi7pf8+Y/RNL/jxWU5D/Hd3RlyzTiPx09zaqgYOA/UcMWD/oc3T9bDJPIsnjZP3NVD4Jr1NU/ip6LOyQw0j8UeiNHJG7QP4yOIvTHQ9A/kCejXmID0D8pgUeS+YXPPzOzSGcuBc8/N+VJPGOEzj+oMyC9HCjOP4LrphMzY84/UikZkvUYzT+Qw3O+RA3QPz0Dpz/25dA/LxinNvsL0T8iLactADLRPxVCpyQFWNE/CVenGwp+0T8otAYbD4nRP9ITz9eJftE/fXOXlAR00T9sp/M0d+/RP3lgNT9bcNg/cq3EntIn3z84/Sn/pO/iP/v18JSmNuY/LZ+1Yiq06D9nSHowrjHrP5vxPv4xr+0/aM0B5loW8D8EIuTMHFXxPw8+o/K5iPA/+GRLwHVn7z/fOLViLL7uP8UMHwXjFO4//Vi4qlhF7T8UpcL/aMDqPyrxzFR5O+g/2FuRIpMR5j9+t6KnxRHkPyUTtCz4EeI/ym7FsSoS4D/flK1tuiTcP9lnqhSFQ9k/SJ9DXzAR1z+41typ297UP+NjPvKxitM/B5Bcg00r0z83qlIQJTfTP7u44WxYSNM/PsdwyYtZ0z/C1f8lv2rTP9PaZplZddM/nF567WQ+0z9l4o1BcAfTPy5moZV70NI/9+m06YaZ0j/Abcg9kmLSP7gbRhCFH9I/6TvnSJeD0T/yppxGIgLRP1j7Y28c9tA/PK39hHW/0D8fX5eazojQPwQRMbAnUtA/iPCmtPSk0D+CwNlJTgzRP/71+CLujNE/3n1Q9lBF0j+9BajJs/3SP5+N/5wWttM/fxVXcHlu1D9gna5D3CbVP4Jsr07n59U/ur0/IxKT1z/sDtD3PD7ZPxyC7bodht0/BvNSDE974T/0JC87jzPkP8BnPcOB2eY/pGIiV0Go5j+GXQfrAHfmP2pY7H7AReY/DuY+KLK76D9ihY2eLoTrP64k3BSrTO4/AmKVxZOK8D9TsqBKGkLwP3rM8PHauO8/SDSgToHt7j8cnE+rJyLuP+sD/wfOVu0/vWuuZHSL7D/uMaW5+b/qP3HXGY+vYOg/9HyOZGUB5j9vIgM6G6LjP1OKQXmevuE/s13/q/XY3z/JpntlrjTcP9Xv9x5nkNg/7Dh02B/s1D8CgvCR2EfRP4XiS7h40c4/nBPm51t9zj8xh3M9AgnOPzu5dBI3iM0/ROt152sHzT9yAtzXyKLMP066Yi7f3cw/JnLphPUYzT/Sp8UCuM7LP6AFlO1L0M4/ilUnBkzg0D9okuw5ZFDRP1qn7DBpdtE/TrzsJ26c0T9B0ewec8LRPzTm7BV46NE/J/vsDH0O0j8aEO0DgjTSPyMFkVzQvtM/GAukIyVi2j/aEcHmDoDgPyoesDsLz+M/eCqfkAce5z+9ca6fpkjqP/Yac20qxuw/KsQ3O65D7z+wNn4EmeDwP0o1Nxf9G/E/ZhNWQY4w8D8B4+nWPoruP0Ca2vpWlO0/Jm5EnQ3r7D9ZO9UH3HzqP3GH31zs9+c/h9Ppsfxy5T/kxqy/rxjjP4oivkTiGOE/ZPyekyky3j+ts8GdjjLaP0jaC7flpNc/uBGlAZFy1T8nST5MPEDTP6kiWUOAGdI/z0531Bu60T/zepVlt1rRPxSc+tilM9E/mKqJNdlE0T8buRiSDFbRP5/Hp+4/Z9E//hFtyy1M0T/HlYAfORXRP48ZlHNE3tA/WJ2nx0+n0D8hIbsbW3DQP+qkzm9mOdA/JbebYTkA0D+qrnk0l8jOPzehFtPhm80/miMo1ETZzD9iekvwBzfMP7uQT1q9nss/h/SChW8xyz/PalwvNfvLP5B6C9b6a80/Uoq6fMDczj8IzbQRwybQP+hUDOUl39A/ydxjuIiX0T+qZLuL60/SP4vsEl9OCNM/anRqMrHA0z+C7LBHvVbVP7U9QRzoAdc/OAT1+imB2z8UtFYs1XjgPwLmMlsVMeM/BRPsREtE5D/oDdHYChPkP8wItmzK4eM/rwObAIqw4z/h+8I5bnDlPzWbEbDqOOg/gTpgJmcB6z/W2a6c48ntP5RoOGVn0O4/aNDnwQ0F7j86OJcetDntPwqgRntabuw/2wf21wCj6z9vz/9hquHrP/s3ClN4uOo/bkD9Ufp06D94E7OybQbmP3nmaBPhl+M/EPxzpHhK4T8rQWQCqvDeP0OK4LtiTNs/TdNcdRuo1z9kHNku1APUP3tlVeiMX9A/49BQ4qjGzD/7AesRjHLMP0a/oL0/C8w/TvGhknSKyz870ZfydB3LPxaJHkmLWMs/8UCln6GTyz/L+Cv2t87LP1UmcnN6hMo/I4RAXg6GzT/5cIck0UPQP54MMj3NlNE/kiEyNNK60T+FNjIr1+DRP3hLMiLcBtI/a2AyGeEs0j9edTIQ5lLSP1KKMgfreNI/nV5vWxY31T/qA6hQHRvcP0QOQ/2KXOE/kxoyUoer5D/iJiGng/rnPy0zEPx/Ses/g+1rqqZa7j9bSxg8FWzwP/af+iLXqvE/oQrqZdHD8D940REgxbDvP66NT3Tn2e0/o/v/koFq7D+g0ecPTznqP7od8mRftOc/0mn8uW8v5T/ptQYPgKriPwACEWSQJeA/NBuzw/0/3D+H0tXNYkDYP7xMbVlGBtY/LIQGpPHT0z+cu5/unKHRP3Phc5ROqNA/mA2SJepI0D96c2BtC9PPP8TLnI9CFM8/6RtFQ01gzj/wOGP8s4LOP/ZVgbUapc4/xYq/Uu2zzj9Wkub6A0bOP+mZDaMa2M0/eqE0SzFqzT8MqVvzR/zMP56wgptejsw/MLipQ3UgzD/Bv9Dri7LLP4vlJNf/ico/1v7tw1COyT88ttg7MLbIPy/M+sLV8sc/+yIe35hQxz9+Ev0/IazHP/Mm4ffYHcg/6RjUDN8uyT+uKIOzpJ/KP2w4MlpqEMw/LEjhADCBzT/wV5Cn9fHOP9ezH6ddMdA/uDt3esDp0D+Yw85NI6LRP1AbImxoGtM/gmyyQJPF1D9Whvw6NnzZP0XqtJi27N4/asO1MlXg4T9NvprGFK/hPzK5f1rUfeE/FLRk7pNM4T/5rkmCUxvhP7gRR0sqJeI/DbGVwabt5D9aUOQ3I7bnP67vMq6ffuo/hmwvNZoc7T9a1N6RQFHsPyo8ju7mhes/4qHu1jz86j/hIHjls3/rP96fAfQqA+w/oxXmXr2q6j9miHkZcInoPys5BVTSXOY/LQy7tEXu4z8233AVuX/hP3FkTexYIt4/vW1FEhdk2j/ItsHLz7/WP9//PYWIG9M/65F0fYLuzj9Bv1UM2bvKP1nw7zu8Z8o/W/fNPX0Nyj8JoFMNIZjJP+JX2mM308k/vA9huk0Oyj+Yx+cQZEnKP3J/bmd6hMo/1aQe5Dw6yT+kAu3O0DvMP3Ngu7lkPc8/7Zkg624X0T/Km3c3O//RP72wdy5AJdI/sMV3JUVL0j+j2nccSnHSP5bvdxNPl9I/iQR4ClS90j8wvOtj2lnWP7/8q30V1N0/sArFEwc54j/9FrRoA4jlP00jo73/1ug/ly+SEvwl7D/qO4Fn+HTvP6K0lFpTNvE/3QF+ihRX8T/435y0pWvwP9b3SC594O4/H/kWhfO97D+W3DauvXzqP3oQ57BC0+c/ZkSXs8cp5T9PeEe2TIDiP4wwR9gGxN8/ushbgie62j+3hzWx+5nWPyq/zvumZ9Q/quNaaBNj0j9Mu7iGhG7QP5jelot6z84/vJhZ7XCvzT8G8ZUPqPDMP1BJ0jHfMcw/mqEOVBZzyz/k+Up2TbTKP6ocs421e8o/sjnRRhyeyj8Y+cu2lWHKP6sA816s88k/PggaB8OFyT/QD0Gv2RfJP2IXaFfwqcg/8x6P/wY8yD+FJranHc7HPxYu3U80YMc/CKXaPOBYxj9vXMW0v4DFP9QTsCyfqMQ/oO/lC3PLxD/0WNz3Z4vEP2WzmS+n/MQ/3Md9515uxT9Q3GGfFuDFPwPHS+qIYsY/w9b6kE7Txz+A5qk3FETJP0T2WN7ZtMo/BQYIhZ8lzD/IFbcrZZbNP4QlZtIqB88/GUqTkBPe0D9KmyNlPonSP3AIBHtCd9c/YGy82MLn3D9g3choPZbePybTkpC8M94/7shcuDvR3T+0vibgum7dP3RS/yc1ed0/OzuktTGm3z+ybzqAlTLiP8DBoiUSkuQ/gQW3v1sz5z/OpAU22PvpP0nY1WFzneo/U/NmWkaa6j9QcvBovR3rP07xeXc0oes/THADhqsk7D9L88FqAp3qPw9mVSW1e+g/09jo32da5j+PS3yaGjnkP+wEw7Yd1uE/2q/xLiLP3j/tVV3wCPLZP0CaJiKE19U/WOOi2zwz0j/dWD4q6x3NP56tWjYJscg/tN70ZexcyD9+n16aqBLIP64mln7jTcg/h94c1fmIyD9ilqMrEMTIPz5OKoIm/8g/Fwax2Dw6yT9XI8tU/+/HPyWBmT+T8co/9N5nKifzzT9fHpuKXXrQP4eRpxKa5tE/9iq9Malp0j/oP70oro/SP9tUvR+ztdI/zmm9Frjb0j/Cfr0NvQHTP8EZaGyefNc/N7/yvFz83j8aB0cqgxXjP2gTNn9/ZOY/th8l1Huz6T8BLBQpeALtPyucAT+6KPA/bjYWCH608T8WNX2CbKvwP3RryFtPNO8/vGyWssUR7T8EbmQJPO/qP0VZuI0Ho+g/KY1okIz55T8VwRiTEVDjP//0yJWWpuA/zlHyMDf62z+guVI2QafWP6H2ym3sANQ/Rs4ojF0M0j/ppYaqzhfQP3kl9iGY9c0/8/OiZDmuzD9uwk+n2mbLP+SQ/Ol7H8o/Xl+pLB3YyD9xd4AY6tHHP7vPvDohE8c/ZQADH7d0xj/dX7FyJ33GP29n2Bo+D8Y/AG//wlShxT+TdiZrazPFPyR+TROCxcQ/toV0u5hXxD9IjZtjr+nDP9qUwgvGe8M/bJzps9wNwz9CipdG8sLCP3a7OkF2F8M/qOzdO/prwz/aHYE2fsDDP5E4ZCpJk8M/VX2qfBYhwz/CaBrX5L7CPzh9/o6cMMM/r5HiRlSiwz8lpsb+CxTEP9WEcm74BsU/m5QhFb53xj9apNC7g+jHPx20f2JJWck/3MMuCQ/Kyj/E8QhqfUPNPxPKlInpTNA/jIoLu05y1T8iPlxEUc7ZP+ozJmzQa9k/sSnwk08J2T96H7q7zqbYP46vRkFbZtk/cSsvP6132j+1kQqUkXvcP++abW9FneA//OzVFML84j8RPz66PlzlPxPihMzdu+c/JjfboRk16j/Dw2jsxrvqP8BC8vo9P+s/vsF7CbXC6z+7QAUYLEbsP/TQnXZHj+o/uEMxMfpt6D98tsTrrEzmPzcpWKZfK+Q/+5vrYBIK4j9E+5Vx63vfP1ahATPSnto/Wkdt9LjB1T/Qxgcy8UrRP84fCNdTTcs//JtfYDmmxj8SzfmPHFLGP3zv+fW5h8c/U63Y76UDxz8sZV9GvD7HPwcd5pzSecc/4tRs8+i0xz+7jPNJ/+/HP9ehd8XBpcY/pf9FsFWnyT90XRSb6ajMPz674oV9qs8/VN4Z0JFO0T8tpQI1Eq7SPyG6AiwX1NI/E88CIxz60j8G5AIaISDTP/r4AhEmRtM/VHfkdGKf2D9kjrdikA/gPx7h/Ipvz+M/1A+4lftA5z8iHKfq94/qPzNPxUOmtu0/wvvS4j1N8D/qSU0HZhHxP6Atpxaqke8/WeAV4Jdl7T+h4eM2DkPrP+nisY2EIOk/9tU5bVHJ5j/ZCepv1h/kP8Y9mnJbduE/XeOU6sCZ3T8uS/XvykbYPzzhmJE2qtM/4Lj2r6e10T8KIamcMYLPP15sVbi1G80/1zoC+1bUyz9SCa89+IzKP8nXW4CZRck/QKYIwzr+xz+6dLUF3LbGPzVDYkh9b8U/rhEPix4oxD8n4LvNv+DCP16RlKZDWMI/3X3aN6Eiwj9faiDJ/uzBP99WZlpct8E/YEOs67mBwT/jL/J8F0zBP2McOA51FsE/5Qh+n9LgwD8h/kxWNWTBP0doBz3T1sE/sOnVa4EMwj/jGnlmBWHCPxVMHGGJtcI/MRjsXCqbwj/1XDKv9yjCP7aheAHFtsE/eOa+U5JEwT+WMn822vLAPwxHY+6RZME/gVtHpknWwT/3byteAUjCP61CmfJnq8M/cVJImS0cxT8wYvc/84zGP1dP67LTysg/uvELXCkhzD+oDBP7Wm3TP6yUuUfko9Q/c4qDb2NB1D/EkKVcL0LUP6gMjlqBU9U/jIh2WNNk1j9uBF9WJXbXPy3ocHLxUNk/VoxBveoP3j85GAkEcmfhP+rH9Z660eM/+hxMdPZK5j8McqJJMsToPzKUan5H3eo/LhP0jL5g6z8skn2bNeTrPygRB6qsZ+w/nq55goyB6j9hIQ09P2DoPySUoPfxPuY/4AY0sqQd5D+jecdsV/zhPxsfOELw/N8/yzvStMBM2z+/U3oXim7WP9Y4ffhokdE/wObRg7x8yT9YimSKaZvEP9YWfslcZ8c/pIiPNBO1xj/4MxthaLnFP9Hrobd+9MU/q6MoDpUvxj+HW69kq2rGP2ETNrvBpcY/WCAkNoRbxT8mfvIgGF3IP/bbwAusXss/wDmP9j9gzj/Hy67w6bDQP+vVoPe8HdI/WDRIL4AY0z9MSUgmhT7TPz1eSB2KZNM/MXNIFI+K0z/n1GB9JsLZPy699WbyoOA/6A87j9Fg5D+OMV53UAToP9fZPvkl6Oo/HIIfe/vL7T81FYB+6FfwP+KNT7lGUPA/krWremsP7j8+VWNk4JbrP4ZWMbtWdOk/zlf/Ec1R5z+mUrtMm+/kP4qGa08gRuI/63Q3pEo53z++3JepVObZP45E+K5ek9Q/fKPE0/Fe0T8+9kTkxdTOP0SztE7TQcw/vYFhkXT6yj80UA7UFbPJP60euxa3a8g/Ju1nWVgkxz+fuxSc+dzFPxiKwd6alcQ/k1huITxOwz9OQAaJTSvCP+lTv305isE/woh5QGq/wD9Jv8mAECPAP6oS7S++xb8/q+t4Unlavz+uxAR1NO++P7KdkJfvg74/snYcuqoYvj9qzYyev4q+P4tXWO4gtsA/uMKk9AkTwT/my1wAmTvBPxXVFAwoZME/T3q3i5SqwT/Q93OPC6PBP5I8uuHYMME/VYEANKa+wD8XxkaGc0zAP7QVGrGBtL8/O5+mVRzQvj/Q+Mcrn02+P7whkJsOMb8/VSWsBT8KwD/G8BDQEd/AP4YAwHbXT8I/6KzN+ylSxD/OVcS6ze/HP+LqmUbwt88/c9Ytlu7yzj/d7ex1VS/QP8Jp1XOnQNE/pOW9cflR0j+JYaZvS2PTP2zdjm2ddNQ/pj7XUFEm1j/O4qebSuXaP2xbzeIuz98/0AK9RtNg4j/hVxMcD9rkP/SsafFKU+c/CwLAxobM6T+c4/UeP4LrP5pify22Bew/l+EIPC2J7D9FjFWO0XPqPwn/6EiEUug/zHF8Azcx5j+I5A++6Q/kP2hSTOkiV+I/WP4vnTCw4D+WVCeifBLeP7/fqci+INc/w/dRK4hC0j+KH/Qbo8jKP0xTovsXW8U/Pi1AjQyIxz/KISVzbOLFP5y6XdIqb8Q/dnLkKEGqxD9RKmt/V+XEPy3i8dVtIMU/BZp4LIRbxT/ZntCmRhHEP6f8npHaEsc/dlptfG4Uyj9AuDtnAhbNPwcLBSnLC9A/uSITtbSF0T+DzScf6OzSP4PDjSnugtM/dtiNIPOo0z9q7Y0X+M7TP3oy3YXq5No/9+sza1Qy4T/lV2bj493kP07YqPa08uc/wAyZMHv96j8EtXmyUOHtP6ouLRqTYvA/tKOj1k4e7z+BPbDeLI3sP03XvOYK/Ok/bMt+P5+l5z+1zEyWFYPlP1TPPCzlFeM/OQPtLmps4D9Mbjpj3oXbPxzWmmjoMtY/GI6S9zsI0T92y+ArWifOPyX6E+XwZ8s/oMjAJ5Igyj8Yl21qM9nIP5JlGq3Ukcc/CjTH73VKxj+EAnQyFwPFP/zQIHW4u8M/dJ/Nt1l0wj/qApFap6XBP4UWSk+TBME/AaiQSgxXwD+7SUhDSNi+P8y26MOUn70/3COJROFmvD+WKSXwOUa7P5oCsRL12ro/nts8NbBvuj+Rnn+QFE26PzyAo86WLr0/87BjhgwIwD8pHUKsQE/AP1gm+rfPd8A/hy+yw16gwD+2OGrP7cjAP/d07JpLpcA/MhxCFLo4wD/owRDNDo2/P25LnXGpqL4/8tQpFkTEvT92Xra63t+8P/7nQl95+7s/gXHPAxQXuz91jJHqibW6P2S1WVr5mLs/UN4hymh8vD/zFGCJALO/P/1Z0zrm5cM/Jp6XIlMWxj/wlWge9zjIP7SNORqbW8o/gIUKFj9+zD9DfdsR46DOP4Y61obDYdA/aba+hBVz0T/jfALdcAjTPxYnr4fo+tc/OdFbMmDt3D+2PYTu6+/gP8eS2sMnaeM/2ecwmWPi5T/yPIdun1voPwOS3UPb1Oo/CTOBvzYn7D8y953fY4fsP+5pMZoWZuo/sdzEVMlE6D9P6Zj9v1bmPz6VfLHNr+Q/MkFgZdsI4z8h7UMZ6WHhPykyT5rtdd8/z85uZSKz2j/Cg4HcvPTSP4o3U34MLcw/Oo6d+BC8xj9kxtXLZbXGP/K6urHFD8U/gq+flyVqwz8b+SaaA2DDP/awrfAZm8M/0Wg0RzDWwz+qILudRhHEP1odfRcJx8I/KHtLAp3IxT/32BntMMrIP8E26NfEy8s/j5S2wljNzj8wecJWdufQP1EamtzfVNI/HMWuRhO80z+uUtMjXO3TP6Pqzj3wh9Q/DJBZjq4H3D9mPuUtp7bhP9C+J0F4y+Q/OD9qVEng5z+fv6xnGvXqP+7n0+ml9u0/68hNGZkW8D+mK6g6EJztP3TFtELuCus/QF/BSsx56D8L+c1SqujlP5pBmhpetOM/BUy+Cy884T/S/9wcaCXdP6tnPSJy0tc/fs+dJ3x/0j+uoHxz7nnNPwlBc3sOjso/gg8gvq9GyT/83cwAUf/HP3WseUPyt8Y/7nomhpNwxT9oSdPINCnEP+AXgAvW4cI/7LFiNxXBwT+GxRssASDBPyLZ1CDtfsA/edkbK7K7vz8HYtU6fje+P9nsShLPNrw/A+89hgj5uj8TXN4GVcC5PyLJfoehh7g/MjYfCO5Otz+MGenScFu2P2NRlsDr8Lg/DzO6/m3Suz+5FN488LO+PzTvvsfuFr8/kgEv3wxovz/vE5/2Krm/PyaTB4ckBcA/mjK+CGLEvj/iPd/PJRG+PyZJAJfpXb0/bFQhXq2qvD8ylDl7BtS7P7Udxh+h77o/PadSxDsLuj/BMN9o1ia5P0W6aw1xQrg/yEP4sQtetz8cIFupdB23P/ua2kZr/7c/l8uoJtiOuz8gUPdQQxPAP+xHyEznNcI/rz+ZSItYxD+FdvGhmsTGP1Knqy2Rhsk/KNhluYdIzD/0CCBFfgrPP+EcbWg65tA/ZSCNR38v1T8FR+qBkQvaPznxliwJ/t4/rc2ha0D44T+/IvhAfHHkP9h3Tha46uY/6cyk6/Nj6T8EIvvAL93rP9zUeeuoeew/lkcNpltY6j8kLMnFaq/oPxjYrHl4COc/B4SQLYZh5T/7L3Thk7rjP+rbV5WhE+I/34c7Sa9s4D+cZz76eYvdPxJMrsMQ9NY/nexqeltHzj/5aoYkX4jHP4tfawq/4sU/GVRQ8B49xD+qSDXWfpfCP79/aQvGFcI/mzfwYdxQwj9273a48ovCP1Cn/Q4Jx8I/3ZspiMt8wT+r+fdyX37EP3lXxl3zf8c/RbWUSIeByj8SE2MzG4PNP3G4GI9XQtA/IGcMmte80T/qESEECyTTP+bMGCfFMdQ/NUhLRrSq1T/LScjw1B7dP1Clpos7pOE/uCXpngy55D8gpiuy3c3nP4kmbsWu4uo/7aaw2H/37T/JGaCW86ruP5uzrJ7RGew/Zk25pq+I6T8y58WujffmP/+A0rZrZuQ/grbnnqbl4T9wkX/W8cTePzb539v7cdk/EGFA4QUf1D/FkUHNH5jNP/KH0hEstMk/alZ/VM1syD/jJCyXbiXHP13z2NkP3sU/1sGFHLGWxD9NkDJfUk/DP8de36HzB8I/i3TtCG87wT8liKb9WprAP343v+SN8r8/tl4xzmWwvj/qhaO3PW69PxJ0ieDjwLs/5P7+tzTAuT87J5NIfFK4P0uUM8nIGbc/WwHUSRXhtT9tbnTKYai0P1VldIfq1bQ/NwSt8MKUtz/i5dAuRXa6P7uRiR8+Pr0/F6T5NlyPvT91tmlOeuC9P9PI2WWYMb4/MdtJfbaCvj9Oe6PbLD68P5aGxKLwirs/2pHlabTXuj8gnQYxeCS6P2aoJ/g7cbk/qbNIv/+9uD/wvmmGwwq4PwXw7s2YNrc/iHl7cjNStj8LAwgXzm21P5SMlLtoibQ/38DVW9kotD9UWiBOSX20P2f/LiGH8bU/EmGjOHR1uz9W4QuosHzAPywSxjOnPsM/+UKAv50Axj/OczpLlMLIP5qk9NaKhMs/atWuYoFGzj80xyQ5753SP3+tm45VV9c/CmclfDoc3D+WCGkTWYfgP6hdv+iUAOM/wrIVvtB55T/SB2yTDPPnP+xcwmhIbOo/CsMV2gev7D/5bvmNFQjrP+0a3UEjYek/4MbA9TC65z/PcqSpPhPmP8QeiF1MbOQ/s8prEVrF4j8uyBGda4vgPzx2UIjJ2to/Llx91rue1D/BSd8rLm/NPyIEHGO4tcY/tfgASRgQxT9A7eUueGrDP9LhyhTYxME/ZgasfIjLwD9CvjLTngbBPx12uSm1QcE/9y1AgMt8wT9dGtb4jTLAPyt4pOMhNMM/+9VyzrU1xj/FM0G5STfJP5KRD6TdOMw/Y+/djnE6zz+YJta8Ah7RP7hek8ECjNI/gwmoKzbz0z/HpcdOeM3WP6AXS6z9+dw/OQxo6c+R4T+ijKr8oKbkPwoN7Q9yu+c/dI0vI0PQ6j/KOkzvw7vrP4iduKhv1us/ijuxApOX6j9Y1b0KcQboPyRvyhJPdeU/8AjXGi3k4j+9ouMiC1PgP3637aMEF9s/AAZynknB1T9wWkOgmWvQP9XOMahJ2sg/Tp3e6uqSxz/Ia4stjEvGP0A6OHAtBMU/vAjlss68wz8z15H1b3XCP4wjv+XcVsE/Jzd42si1wD/BSjHPtBTAP7a81IdB574/7ONGcRmlvT8iC7la8WK8P1gyK0TJILs/GIY9hklKuT/pELNdmkm3P3Rf6Arwq7U/hMyIizxztD+WOSkMiTqzP9DZauhJHbM/CXeXBBnCsz8Kt8Mgmji2P7WY514cGrk/n0bEjqu2uz/7WDSmyQe8P1hrpL3nWLw/tX0U1QWqvD8VkITsI/u8Pyf+EQ1HBLo/RM+pdbsEuT+K2so8f1G4P9Dl6wNDnrc/FPEMywbrtj9Y/C2Syje2P58HT1mOhLU/4hJwIFLRtD8qHpHnFR60P28psq7ZarM/0UukICuZsj+t5zD+Yp6yP1A2EkIW7LI/Aos6AasFsz9TmExcjWm0P+75wHN67bk/mFs1i2dxvz+a3lRRqnrCP28PD92gPMU/PEDJaJf+xz8KcYP0jcDKP/5tvCpfDNA/S1QzgMXF1D+mOqrVK3/ZP/IgISuSON4/jpiGkK2P4T+o7dxl6QjkPwAz+lr2iOY/Tz/lWfcc6T9MdGAi4mjrP8FdDQrOues/tQnxvdsS6j+ptdRx6WvoP5lhuCX3xOY/jQ2c2QQe5T+sQlZUdg3iP01r2fbe3t0/LVEGRdGi1z8d6biHBSHTP6q5M1qKo84/6JtEeKcJyD/ckZaHcT3EP2iGe23Rl8I/+npgUzHywD8XGt3blQK/P86J6ojCeL8/hfn3Ne/uvz+btILxjTLAP7wxBdOg0L0/rfZQVOTpwT97VB8/eOvEP0Wy7SkM7cc/FBC8FKDuyj/kbYr/M/DNP9llLPXjeNA/hasFf/rz0T9RVhrpLVvTP6zkSEGEq9Y/cuXNZybV3D8icylHZH/hP4zza1o1lOQ/foZ0wu0D5z876eB7mR7nP/lLTTVFOec/t6657vBT5z90ESaonG7nP0hdwm4yhOY/FvfOdhDz4z/hkNt+7mHhP11V0A2Zod0/zs31+NN01z9PHHrzGB/SP7zZ7YXFxck/aLcwTS5gxz+ssurDqXHFPyWBlwZLKsQ/nU9ESeziwj8YHvGLjZvBPynmSbc20cA/w/kCrCIwwD+7GnhBHR6/P/BB6ir1270/JWlcFM2ZvD9akM79pFe7P5G3QOd8Fbo/xt6y0FTTuD8dmPErr9O2P/AiZwMA07Q/qpc9zWMFsz+6BN5NsMyxP0dOYUmpZLE/guuNZXgJsj+8iLqBR66yP9tp2lBx3LQ/hkv+jvO9tz+A+/79GC+6P94NbxU3gLo/OyDfLFXRuj+XMk9EcyK7P9YxztDb2bo/TYr2hs/ctz/yF49Ihn62PzYjsA9Ky7U/fS7R1g0YtT/BOfKd0WS0PwVFE2WVsbM/TFA0LFn+sj+QW1XzHEuyP9hmdrrgl7E/1SOYxuP8sD8IKG4qSe+wP2BHVMALHbE/ytbltdpNsT8zEmPC1lGxP5tN4M7SVbE/LzFql5Phsj/Zkt6ugGW4P3b0UsZt6b0/D6vjbq22wT/d2536o3jEP6oMWIaaOsc/kimoOJ71yj8V+8pxNTTSP3LhQceb7dY/vse4HAKn2z8F1xc5NDDgPy2jMzGsteI/8ymRhItT5T/IePl4/6jnP8atdEHq9Ok/y+LvCdVA7D9/+AQ6lMTqP3Ok6O2hHek/PEqE5Iet5j80vZoLgY/jPyYwsTJ6ceA/sjkhVLRZ2z9cLYL5c4rXPxIh454zu9M/nRcPQgDfzz9PGVLH5p7JPwQrLMbKasM/kB8RrCrFwT8iFPaRih/AP2gRtu/U87w/F5dva0fkvD/OBn0YdFq9P392isWg0L0/vi5etCU8uz8tdf3Epp/AP/zSy686ocM/xzCams6ixj+VjmiFYqTJP2TsNnD2pcw/MkoFW4qnzz8A1Okij1TRPx2jjKYlw9I/ZuK6fhUm1z9Fs1AjT7DcPwza6qT4bOE/7zQJT8Nm4j+sl3UIb4HiP2r64cEanOI/J11Oe8a24j/lv7o0ctHiP6MiJ+4d7OI/YoWTp8kG4z8Gf9Pa0XDiP6QxwMVfv98/PmXZ1Rud2j/0b2xTiSvUPz9lBJHQ+cw/dys+FGzOyD8jCYHb1GjGP7Ss5KU2KsQ/kGWtSiYowj8plRuUpOzAP8Wo1IiQS8A/v3gb+/hUvz/0n43k0BK+PynH/82o0Lw/Xu5xt4COuz+SFeSgWEy6P8c8VoowCrk//mPIcwjItz9SHzD6w122PySqpdEUXbQ/9jQbqWVcsj/hz5KP116wP4aFr1QRWK8/+1+ExtdQsD80/bDipvWwP26a3f51mrE/rRzxgEiAsz9Y/hS/ymG2P2KwOW2Gp7g/wMKphKT4uD8d1Rmcwkm5P3rnibPgmrk/+L2ySmSyuD9wFtsAWLW1P6BgdBtR+LM/5GuV4hRFsz8rd7ap2JGyP3CC13Cc3rE/s434N2ArsT/6mBn/I3iwP35IdYzPia8/WHqSMgTOrz/c2/ppKxCwPyKGqdxX5K4/0cR1CN0/rz9+A0I0YpuvP606e5+EkK8/9wxufz5+rz9C32Bf+GuvPxvKh9KZWbE/tiv86Ybdtj9gjXABdGG8P353coyw8sA/TKgsGKe0wz8g2eajnXbGP8BDxcZKRc8/PIjZuAtc1D+IblAOchXZP9VUx2PYzt0/IJrKWkGA4T87fZLPHOnjP0GyDZgHNeY/PueIYPKA6D9EHAQp3czqP81RsnSZTes/1JIU6D4y6D/8FAfDI3TlPyyX+Z0ItuI/rcdx0bMz4D/5cGZtrOLcP41S6TfxXdk/KjRsAjbZ1T8D0boh8tHRP7aWXxYmNMs/fJiimwz0xD+2uKbqg/LAP5FaF6HHmb4/tkPhbIdOuz9hpPRNzE+6PxgUAvv4xbo/yoMPqCU8uz/AK7eVqqe4P1znU2vSqr4/fVF4IP1Wwj9Ir0YLkVjFPxUNFfYkWsg/5Wrj4Lhbyz+zyLHLTF3OP0ATQFtwr9A/1u96bRW60j8jolMFPYXXP46admCCL9w/vcY7tzGT2z84jBQqicjbP7ZR7Zzg/ds/MRfGDzgz3D+t3J6Cj2jcPyiid/Xmndw/pGdQaD7T3D8fLSnblQjdP5zyAU7tPd0/h0HJjeK63D8hdeKdnpjXP4L9YmVnHdE/fp9L26k8yj8xfY6iEtfHP95a0Wl7ccU/jjgUMeQLwz8bC670q/7AP8DWvrTUi78/9/0wnqxJvj8tJaOHhAe9P2JMFXFcxbs/lnOHWjSDuj/KmvlDDEG5P+CBTAOP/bc/ktd7IZShtj9ELas/mUW1P1gx5J8p57M/KrxZd3rmsT/4jZ6dlsuvP5yjiUw4yqs/5qj1Tm4wrT9X406HDHquP8wdqL+qw68/HawAfKSGsD9/zwexHySyPyqxK++hBbU/RWV03PMftz+id+TzEXG3P/+JVAswwrc/XJzEIk4TuD8dSpfE7Iq2P5Wiv3rgjbM/TqlZ7htysT+TtHq1376wP9m/m3yjC7A/OpZ5h86wrj/ErLsVVkqtP1LD/aPd46s/D63010CirT8Zh1VABG6uP1Kezch67Kw/Mrx2ZB3qqz/i+kKQokWsP445D7wnoaw/arlvLGi0rD+0i2IMIqKsP/9dVezbj6w/SjBIzJV9rD8/4Hg49L+tP0M2oYhrhbQ/8y5KGqPIuj/sQwGqsy7AP8J0uzWq8MI/VZH0qSoiyj8HL3Gqe8rRP1MV6P/hg9Y/jxQIYu5Z2z+2gSsmOingP7S2pu4kdeI/ueshtw/B5D+Wci1jzurmPxFPUcpl6ug/lAuErHw86z+gswVUFvvpP8g1+C77POc/+LfqCeB+5D8fOt3kxMDhP7wtzoWtS98/Tw9RUPLG2z/u8NMaN0LYP7tmpIXny9M/5+v+5ThvyT/kFbDqS4nGP5UX828yScA/4oxCHnr0vD8EdgzqOam5P6uxeTBRu7c/YSGH3X0xuD8TkZSKqqe4P8EoEHcvE7Y/X+SsTFcWvD/+zySRvwzBP8gt83tTDsQ/lovBZucPxz9n6Y9RexHKPzRHXjwPE80/gVKWk1EK0D+tvtmqcObRP8kV3A6/jdQ/NQ7/aQQ42T8vzYl5MrTcPzhJ+D9nyNs/QMVmBpzc2j9HQdXM0PDZP1K9Q5MFBdk/WDmyWToZ2D9jtSAgby3XP2sxj+ajQdY/c639rNhV1T902txMR27UPwOF62UhlNQ/9OzQgzljzT9kjLGwr6nGP6gvEAqH2MU/mKwh+CF6xD9JimS/ihTCP05hXT1jqr8/MINGQWA+vT9lqrgqOPy7P5rRKhQQuro/0Pic/ed3uT95qEsJhSa4Pyr+eieKyrY/2lOqRY9utT+LqdljlBK0Pz7/CIKZtrI/71Q4oJ5asT9enBs6wN+uPwKyBulh3qo/0PRnhHCDqD9OzDtJywirP78GlYFpUqw/MkHuuQecrT+ne0fypeWuP1GCHuH2x7A//GNCH3mpsz8mGq9LYZi1P4QsH2N/6bU/4T6Pep06tj8/Uf+Ru4u2P0HWez51Y7Q/uC6k9GhmsT/7432CzdetP4D6vxBVcaw/ExECn9wKqz+aJ0QtZKSpPw3taG/0nak/xd9WfX12qz93VrWssbusP7NtLTUoOqs/7YSlvZ64qT9F8kPs4u+oP/QwEBhoS6k/om/cQ+2mqT8mOGS5S9ipP3EKV5kFxqk/vNxJeb+zqT8FrzxZeaGpP1GBLzkzj6k/F47UE5kWqz8vJGw5dGWxP+AcFcurqLc/oxW+XOPrvT/+qY5TsBDFP6OrETjXcc4/Hrx/8VHy0z9TDIn5rtLYP152f4qEat0/KVDZgDy74D+kLP3n07riPxoJIU9ruuQ/M+j6CTn45j96wAa+pUvpP8GYEnISn+s/llbpmtIF6T/E2Nt1t0fmP+tazlCcieM/QPUaT1fa4D8UzLho8y/eP7OtOzM4q9o/dPyN6dzF1T+IqXtcdz/NP2XYicCAf8c//JQAv3HewT8uv22bLE+7P1KoN2fsA7g/9L7+EtYmtT+qLgzAAp21P1yeGW0vE7Y/xyVpWLR+sz9l4QUu3IG5PwKdogMEhb8/Sqyf7BXEwj8aCm7XqcXFP+lnPMI9x8g/tsUKrdHIyz9OhIZ7ZGDPP21R0J8CkNE/sWDdAdNv0z/ggYdzhkDWP1J6qs7L6to/fmTJZ+X+3D+I4DcuGhPcP5BcpvROJ9s/mtgUu4M72j+iVIOBuE/ZP6zQ8UftY9g/tExgDiJ41z+8yM7UVozWP8VEPZuLoNU/MrYc9ZAS0z+bQBbrWMPJPxW+jw6yLcM/FY7s3kgdwj9bMUs4IEzBP6DUqZH3esA/ZXPvKTRvvT+gL87N6/C6P2R5G/F1q7k/FM9KD3tPuD/GJHotgPO2P3Z6qUuFl7U/JtDYaYo7tD/XJQiIj9+yP4h7N6aUg7E/O9FmxJknsD/YTSzFPZetP3TAg4WL8qk/F9ZuNC3xpT/YrshxmpelPx0t90t3Yag/Jirbe8Yqqj+ZZDS0ZHSrPw2fjewCvqw/TGpqIpzXrj/RFllPUE2yPwvP6brOELQ/aOFZ0uxhtD/F88npCrO0PyMGOgEpBLU/amJguP07sj/DdRHd4n2uP2F1SChjy6g/44uKtupkpz91osxEcv6lP8kfyxQxcqc/eRK5IrpKqT/hJRUZXwmrPxo9jaHVh6k/U1QFKkwGqD+La32ywoSmP1woEXSo9aU/Cmfdny1Rpj+4panLsqymP+e2WEYv/KY/L4lLJunppj96Wz4Go9emP8UtMeZcxaY/EQAkxhazpj9b0ham0KCmP/I7MO89bag/VCRu1PmKrD/uCuB7tIi0PzXiBe7/KcE/vjjjrPwtyj9GpPzpVXPRPyowvnvrnNU/SiDn9s7H2T9eEBBysvLdPz6AnPbKDuE/WGGNPEod4z8cnX0bYgflP2R1ic/OWuc/rE2Vgzuu6T9ed9oGqs7qP475zOGOEOg/tnu/vHNS5T/l/bGXWJTiP2pEkEB6TOA/c2qjSzkU3T8pkndN0r/XP3pqJxKxmdA/anRPKUyoxD9hEg4OsXPDP08ooiYvZ7o/pNpi5J5etj++wyywXhOzP/g7kaKHCLM/qqueT7R+sz/IIsI5OeqwP2XeXg9h7bY/A5r75IjwvD/MKkxd2HnBP5qIGkhse8Q/aeboMgB9xz89i1mh5/PKP8mpc2WIs84/KuTGlJQ50T9w89P2ZBnTP7IC4Vg1+dQ/+O0y2E3z1z9r5lUzk53cP9L7CFaYSd0/23d3HM1d3D/k8+XiAXLbP+xvVKk2hto/9uvCb2ua2T/+ZzE2oK7YPwfkn/zUwtc/D2AOwwnX1j+js0QMgaDRPw2ZncKts8g/Wghm/4fAwj98e0q/twvBP0iyoFs3mr8/l22sOP8cvT/mKLgVx5+6P5402v3VWbg/Xkt5M3Yctz8OoahRe8C1P7/212+AZLQ/cEwHjoUIsz8gojasiqyxP9H3ZcqPULA/BJsq0SnprT9qRokNNDGrP8vx50k+eag/fuTr0FYFpT8i+tZ/+AOhP+JoKV/Eq6I/KOdXOaF1pT+LTSF2IwOoPwCIeq7BTKk/dMLT5l+Wqj/wz5eCSh+sP6LJb38n8bA/7YMkKjyJsj9LlpRBWtqyP6ioBFl4K7M/H5YcfJIRsz+P7kQyhhSwPw2O2tDzLqo//D4rPds0pD/DXz+s5G2jP3lSLbptRqU/OUUbyPYepz/qNwnWf/eoP3kM7Q2D1ac/sSNllvlTpj/rOt0ecNKkPyZSVafmUKM/al7e+237oj8anaon81ajP8nbdlN4sqM/dhpDf/0NpD/tB0CzzA2kPzjaMpOG+6M/gqwlc0Dpoz/NfhhT+tajPxdRCzO0xKM/YSP+Em6yoz/C6YvK4sOlP0mCCDsFFqk/uvaKQfIvuT+rq6drudzEP2FdtusLJs0/wx4Ecem90j/kDi3szOjWP/j+VWewE9s/GO9+4pM+3z8GJ7yWcZvhP9I5xbUybOM/SyoM4fdp5T+SAhiVZL3nP+LaI0nREOo/Whq+TWbZ6T+BnLAoSxvnP7AeowMwXeQ/2KCV3hSf4T84JwtkOn3fP+EnYbHHudk/tIDgblQq0z9yWrD6xfzKP0IgEXK61sA/GyO9xK2RvT/zDI5hUbm0Pwz2Vy0RbrE/QkkWhQx0sD/zuCMyOeqwP5Q/NjZ8q6w/aNu38OVYtD8El1TGDVy6P02p+M2aL8A/GgfHuC4xwz8vkizHaofGP7qwRosLR8o/Rs9gT6wGzj/pdr2JJuPQPy2Gyuv2wtI/cJXXTcei1D+3pOSvl4LWPxJa3jwVptk/hFIBmFpQ3j8kk0hES5TdPy8PtwqAqNw/Nosl0bS82z9AB5SX6dDaP0mDAl4e5dk/UP9wJFP52D8CR/6iVV/WPxSxbCNxLtA/Qn3wOkM0yj+R7Lh3HUHEPzlbf4FZKMA/wnEK4HrTvT8SLRa9Qla7P2HoIZoK2bg/sKMtd9Jbtj+KHwZcjwu0P2JcDYp/9LI/ucg1soDVsT9qHmXQhXmwPzToKN0VO64/lpOHGSCDqz/4PuZVKsuoP13qRJI0E6Y/wZWjzj5boz+LCFQcIhigP0NJt+Qi7Jk/z0UUmdx/nz8vobgmy4miP3If5wCoU6U/ZKvAqB4lpz/Y5RnhvG6oP0ogcxlbuKk/6PgMX/0prz/OOF+ZqQGxPyxLz7DHUrE/il0/yOWjsT9DIgH2GuqwP2f1Ulgd2qs/VaajxATgpT97kqFRIUKhPzaFj1+qGqM/7Hd9bTPzpD+samt7vMumP9zbTHowI6Y/FfPEAqehpD9NCj2LHSCjP4YhtROUnqE/wTgtnAodoD97lKuDMwGgPyvTd6+4XKA/2hFE2z24oD+HUBAHwxOhP6qGNECwMaE/9FgnIGofoT8+KxoAJA2hP4r9DODd+qA/1M//v5fooD8eovKfUdagP2l05X8LxKA/47oxtK6Hpj+SMmTNWwmyP/V9cJwOL74/lDpC1gdoxz+5GpTMzr3PP339cuHKCdQ/kO2bXK402D+w3cTXkV/cP7Ps6vCYGeA/gP/zD1rq4T9HEv0uG7vjP3q3mqaNzOU/yY+mWvof6D8RaLIOZ3PqP029oZQi5Og/fj+Ubwcm5j+kwYZK7GfjP/5xOb4d8+A/QEcZyYIA3D+485BXkVTWPz6gCOafqNA/ZZkA6Vz5xT9yGTiZBM69P3YhXm35O7Q/tVAGVYeRrz8XrTbPIr+rP3yMUSl8q6w/lzno+IWCpz9p2BDSasSxPwaUraeSx7c/mk9KfbrKvT8gmf/s7RrCP6y3GbGO2sU/N9YzdS+ayT/D9E050FnNP6cJtH64jNA/7BjB4Ihs0j8vKM5CWUzUP3U326QpLNY/ukboBvoL2D8qxomh3FjbP26uGWzJyt4/eiqIMv7e3T+Apvb4MvPcP4oiZb9nB9w/kp7ThZwb2z+aGkJM0S/aP3JEJrpF7dQ/CXk9O//T0D91YUOz2LTLP8LQC/CywcU/RICoWRqdvz89MXRkvgy8P4vsf0GGj7k/2qeLHk4Stz8qY5f7FZW0P30eo9jdF7I/6BRkdJF6rz+YjnLQcUytP0gIgSxSHqs//IGPiDLwqD+KN0OeIGWmP+riodoqraM/UY4AFzX1oD9gc76mfnqcPytZeM/aVZY/Vb14v3YUlD/gudVzMKiZP262MijqO58/eNlH7tFnoj/Jzgaje/2kPz0JYNsZR6Y/r0O5E7iQpz+OXjq/q3GsP2TbMxEu9K4/HQAUQGqWrz9sEno3UxywP89cy99Gha0/rg0cTC6Lpz+evmy4FZGhP+e38QTn7qA/oqrfEnDHoj9Ync0g+Z+kPzqrrObdcKQ/dsIkb1Tvoj+v2Zz3ym2hP8zhKQCD2J8/QhAaEXDVnD+0PgoiXdKZPxiV8RbyDZo/fRKKbvzEmj/QjyLGBnybPy4Nux0RM5w/zQpSmiernD9frzdam4acP/hTHRoPYpw/jPgC2oI9nD8ineiZ9hicP7ZBzllq9Js/JZ0+zNJ4nT9YQfKVOGOmPzQqT5Nj8LE/0zOl2yqvuD/HF87AA6rBP+z3H7fK/8k/Fuy41sgq0T8p3OFRrFXVP0nMCs2PgNk/w2QzloAv3T8uxSJqgWjgP/XXK4lCOeI/vOo0qAMK5D+wRClsIy/mP/ccNSCQgug/Gt6SAPqs6j9KYIXb3u7nP3Did7bDMOU/qaGYpvRW4j9GusmxvyrfP75mQUDOftk/RBO5ztzS0z9xf2G61k3MP4DYUNfz9cA/Qxx5C3hmtz9OtVxP7EasP6rHQJQslqY/Dqdb7oWCpz+aM5q7j1miP9Wq02bfX64/B5EGiRcztT8jQKUl4ly7P52+7NYRbsE/Kd0Gm7ItxT+z+yBfU+3IP0AaOyP0rMw/Zpyqc0o20D+qq7fVGhbSP+26xDfr9dM/M8rRmbvV1T952d77i7XXP77o611cldk/RDI1BqQL3T/DRVlafBXfP8vBxyCxKd4/0z025+U93T/euaStGlLcP9LX31AarNk/erMC2dyN1D8k62b3SZTRP6dFlituNc0/97ReaEhCxz9YJCelIk/BP7bw3egBRro/BKzpxcnItz9UZ/WikUu1P6QiAYBZzrI/9t0MXSFRsD+OMjF00qerP7vquzAE3qY/bGTKjOSvpD8e3tjoxIGiP9FX50SlU6A//6LrQQtLnD+KZHg3a66XP0q7NbB/PpI/iEKRzOL2iD+xYnQ0lXmMP+otl06E0JM/dir0Aj5kmT/3JlG39/eeP8QR17XYRaI/oiym1XYfpD8SZ/8NFWmlPzHEZx9auak/KEWp7wjlqz/iaYkeRYesP56OaU2BKa0/FnWU01c2qT/3JeU/PzyjPz3Vp1RHhp0/Vt1BuKyboD8Q0C/GNXSiP556DFOLvqI/05GE2wE9oT8hUvnH8HafP5SA6djdc5w/BK/Z6cpwmT923cn6t22WP+sLugulapM/PgGMJn0ZlD+gfiR+h9CUP/j7vNWRh5U/UnlVLZw+lj9GCDu07vKWP96sIHRizpY/cFEGNNaplj8I9uvzSYWWP5ia0bO9YJY/VN1NXYr8lz/Q8c+oRy6fP9jt+RPdY6Y/dgBT0rXwsT8TCqkafa+4P94sgco2PcE/+uRSrQ6nxj9ftf2XjZfMP8PKJ0eqdtI/ksp+DE2K1j8g8JBKzyvaP7gVo4hRzd0/o51a42m34D9qsGMCK4jiPzbDbCHsWOQ/3tG3MbmR5j8tqsPlJeXoPxWBdke2t+k/oK2xtFqY5j/GoJUKUSLjPyBeKrf/puA/5zZ+x1xX3D9Hhmm3Gf3WP70y4UUoUdE/iL6xqG1Kxz8qL0KLFeW3P+80NGiHIaw/OexG4dBloj+gwWWzj1miPztbmPwyYZo/2KSFKek2qT8Jjl9qnJ6yPx2Lf/kpA7o/GuTZwDXBwD+mAvSE1oDEPzEhDkl3QMg/vD8oDRgAzD9HXkLRuL/PP2k+rsqsv9E/rE27LH2f0z/yXMiOTX/VPzds1fAdX9c/fXviUu4+2T/Diu+0vh7bP1ae4Gprvt4/FN2YSC9g3z8eWQcPZHTePyjVddWYiN0/5e3HdrpH2D+RJSyVJ07VPz1dkLOUVNI/2inpowO2zj8qmbHg3cLIP4oIeh24z8I/yO+EtCS5uT9+a1NKDQK2P88mXyfVhLM/HuJqBJ0HsT/iOu3CyRStP4GxBH1ZGqg/HigcN+kfoz8lgSfa7YKcP4V0RJKuJpg/52dhSm/Kkz+QtvwEYNyOP1ydNnXhI4Y/UAjhysXWej+A5MUmkixtP9FK9+k8yoA/9EOxUrDxiz+EnrXdkYyTPwmbEpJLIJk/mJdvRgW0nj8EUOzP0/ehP3iKRQhyQaM/1CmVfwgBpz/rrh7O49WoP6fT/vwfeKk/YvjeK1waqj9ijV3HaOekP4J8XGeg2p0/HiBIu9LfnD/GApJrckigP/xJbL84DKE/csLIj14Vnz/d8LigSxKcP1YfqbE4D5k/yE2ZwiUMlj84fInTEgmTP6qqeeT/BZA/BOAbvfvbij/A2kxsEEqMP3TVfRsluI0/LNCuyjkmjz935e88J0qQP9BiiJQxAZE/WKoJjikWkT/sTu9NnfGQP37z1A0RzZA/hh1d7kGAkj/6Md85/7GZPz2jsELecaA/XJoBkoFkpj+21lYRCPGxP1TgrFnPr7g/XxM24TL/wD96ywfECmnGP6eD2abi0ss/4Z3VRF2e0D86Gr9UaZXTP3x77v4dKNc/FKEAPaDJ2j+kxhJ7ImvePxh2klxSBuE/5YibexPX4j+qm6Sa1KfkPxRfRvdO9OY/K8nzazE/6T/LURvWwSTnP+5HuubLDeQ/SQVPk3qS4T85hcd/Ui7eP+//8NivN9k/lHoaMg1B1D+SpBJ6557NP5/9AZcER8I/IlrFz4a8qz+uoTq3azaeP2u43/AyYZo/Uk/8gUYPkD/jnjfs8g2kPw6ZJUUwKrE/GdZZzXGpuD+YCceqWRTAPyQo4W7608M/rkb7MpuTxz86ZRX3O1PLP8WDL7vcEs8/KNGkvz5p0T9q4LEhD0nTP7HvvoPfKNU/9v7L5a8I1z88DtlHgOjYP4Id5qlQyNo/xCzzCyGo3D89BcZnmTjgP2Z02Dbiqt8/pWjB/t743D//X/EyBQjZP6qXVVFyDtY/Vs+5b98U0z8GBx6OTBvQP1x9BFlzQ8o/vOzMlU1QxD8ruCqlT7q8P/sqvc5QO7Q/SubIqxi+sT81Q6kRwYGuP9m5wMtQh6k/ejDYheCMpD8wTt9/4CSfP3Q7DvT/L5U/wFmupaaThj8YgdArULZ7P2DO/rSK0HM/+Asx99Q3eD+oSWM5H598P/82blFLeXw/Wn83BWxLdD8iLDQIWEKAPzkl7nDLaYs/IQ/UbJ9Ikz+vCzEhWdyYPzsIjtUScJ4/4K2LAs8ZoT98j8LftkikP7UYlKy+xqU/cD102/popj/L9NVOkpKmP7ClJrt5mKA/kIUMBkyImD/8aughXjmcP8oymFfMs54/N2GIaLmwmz+vj3h5pq2YPxm+aIqTqpU/kuxYm4Cnkj8FNpJY20iPP+mScnq1Qok/0e9SnI88gz+wcKG4I+Z9PxCzgYsmYYA/1K2yOjvPgT+AqOPpTz2DP0KjFJlkq4Q/8p1FSHkZhj+kT+VP4buGP8yYsM/IcoY/MbvY/vIHij8tcu7KtjWUP6aGcBZ0Z5s/kE35sJhMoT/cRgkQJmWmP/asWlBa8bE/lrawmCGwuD/e+er3LsHAP/yxvNoGK8Y/J2qOvd6Uyz8hETBQW3/QP0zyWfVxmdU/M5Pkps6k2T/yAhs6RXLcP6pyUc27P98/MPFDMJkG4T8OKd95VG3iP+pgesMP1OM/5Vmvu+sl5T9W6Ym4vj3nP/T1hPcosec/Fu/ewkb55D9xrHNv9X3iP8NpCBykAuA/PU46kaUO2z/iyGPqAhjWP5hDjUNgIdE/nHxtOXtVyD8UeaQKN4e6P2hOWOs3lp8/o+3zekYPkD9hDYEdaPV2P+NNlyFtoqA/EMj/MfCgrz8TITShuU+3PypeaCn7zr4/oE3OWB4nwz8rbOgcv+bGP7eKAuFfpso/QqkcpQBmzj/nY5u00BLRPylzqBah8tI/b4K1eHHS1D+0kcLaQbLWP/mgzzwSktg/QLDcnuJx2j+Dv+kAs1HcP8vO9mKDMd4/2cdUL7Bw4D9tmrbQ4sHcPxjSGu9PyNk/xAl/Db3O1j9wQeMrKtXTPyB5R0qX29A/j2FX0QjEyz/w0B8O49DFP5SA0JV6u78/QF9hDy/Vsz+HS2VguO6vPyrCfBpI9Ko/zjiU1Nf5pT9vr6uOZ/+gPxRMhpHuCZg/+lXhxmBljD+AnDLNISN6P0i9z+P0z4A/JNzoBJoDgz/o+gEmPzeFP8wZG0fkaoc/6b28xyYuhT8WYqEhNxeBP3YMDPeOAHo/rxriTOZ0fz9iBiuP5uGKP75/8vusBJM/SnxPsGaYmD+LoqP5V+SdPyH17z9lkKE/eIIJi5m3oj8yp+m51VmjPxMNn0KjQ6I/9XvfXRWTmD9o0Kxs1+GXP4rRVzAnT5s///9HQRRMmD9pLjhSAUmVP+RcKGPuRZI/mxYx6LaFjj+QcxEKkX+IP27Q8StreYI/qlqkm4rmeD/JKMq+fbRpPwCFLNw/UVg/IC3aqvLgYT9QGJ5nRZlnPyADYiSYUW0/BPeScPWEcT9c7PTOHmF0P1CVbgfflnY/KnfuQcQefj9+ZPu33HKNP9bGf6cr65U/UdsB8+gcnT/m90EfUyeiP2DzEI7KZaY/OINej6zxsT/YjLTXc7C4P1/gnw4rg8A/e5hx8QLtxT+oUEPU2lbLP85wj5Vbc9E/0NTkrze41j/CODrKE/3bPzoMCvkztN8/+T0gRtVA4T/UdbuPkKfiP7OtVtlLDuQ/juXxIgd15T9uHY1swtvmPwmeL/6F0uc/45n+RR0/6D8ROjVAM8zlP0DaazpJWeM/aXqiNF/m4D+MnINJm+XcPzMXraL47tc/6JHW+1X40j8+GQCqZgPMP4gOU1whFsI/5QdMHbhRsD8giyAUaPV2P7QflxRbI2k/3DkgQG17sD+hdS0tJ/i9P5Ak4rsOw8I/U44t4QmKxj8Y+HgGBVHKP91hxCsAGM4/0OWHqH3v0D+zmi07+9LSP5NP0814ttQ/cwR5YPaZ1j9WuR7zc33YPzduxIXxYNo/GSNqGG9E3D/81w+r7CfeP27G2h61BeA/4KAt6HP34D+1Kk4j5xbgPwet7yTSON0/TZemZcRL2j+VgV2mtl7XP9xrFOeocdQ/J1bLJ5uE0T/UgATRGi/NPyS1coZ4Ucc/eyQ7w1JewT+mJwcAWta2P3/KOGk/Yaw/AKP4T5Nwpz9sQw1//YWiP6/HQ1zPNps/eQhtuqNhkT9++HKXFUqGP6KylV4MHoA/MDy2WTeOiT8MUVKv7h6MP+Rva9CTUo4/F95uxksbkD9SYMLmpx+MP4QEp0C4CIg/qqiLmsjxgz+emeDosbV/PwHdW4kcZX4/mudnrQFaij9a8BCLusCSP+TsbT90VJg/ibU6QCewnT962P3S6FCfP/gQX5iwSqA/ukrQbGjpmz/NNXG3UIqTP0QbTdNiO5c/vZ4HGm/nlD8xzfcqXOSRPzr3z3eSwo0/LFSwmWy8hz//sJC7RraBP/wb4rpBYHc/WhPyHYPxaD9SkWM88+RnP1QP1Vpj2GY/go1GedPLZT90C7iXQ79kP1yJKbazsmM/lAeb1COmYj9NhQzzk5lhPwRSorm3n2A/AGntglMtcD/q5BnaS3qCP+sGjzjjbpA/fxsRhKCglz/5L5PPXdKePzmiio0NAqM/gqxLM+yapj95WWLO/vGxPxhjuBbGsLg/38ZUJSdFwD/8fiYI/67FPyg3+OrWGMs/UlMaUCGS0j9Ut29q/dbXP0YbxYTZG90/pj+Nz1ow4T+ewpelzOHiP3r6Mu+HSOQ/WDLOOEOv5T80ammC/hXnPxKiBMy5fOg/jjbUMKCe6T9wBl5qccToP5+mlGSHUeY/z0bLXp3e4z/35gFZs2vhP0wOcaaS8d0/mk7emr4L2T/6jkuP6iXUP7KecQctgM4/wcd2lmguwz9qsqplLMKuP6ENgR1o9XY/OGIoJ/WIgD+GKhx9nzypP3NduAp2Xb4/Zcer7QqUyD/6LwOdiwbRP6gb+lUThNQ/itCf6JBn1j9shUV7DkvYP0466w2MLto/MO+QoAkS3D8QpDYzh/XdP/FY3MUE2d8/6gZBLEHe4D9b4ZP1/8/hP8y75r6+weI/X1SgNM/A4T/oJ4LvDaDgPxu0OfQt8N8/2MPtCrFF3T8+oIAT7U3aP6V8ExwpVtc/gky37p9i1D/ONm4vknXRPyFCSuAIEc0/uRa4Ye02xz9E6yXj0VzBP6V/J8lsBbc/tNF2+wwIqT8gcosqdx2kPxUlQLPCZZ4/7GVpEZeQlD/CokxImoKPP1xNwKtl5oU/xtNYtNU2hj9UXXmvAKePPwbj3awhnZI/cHJqPfS2kz9Pr/FVDJSTP2QB5IKUiJE/9KasXzn6jj8fS5G5SeOKP0TvdRNazIY/cpNabWq1gj9In9XFUlV9P7/IpMsc0ok/6mAvGsh8kj+EYigyJu6XP/qr6I+eMpk/cPWo7RZ3mj8+e2JUikuTP66AER7c45I/cD3H8smCkT/S124Hbv+MP7o0TylI+YY/lJEvSyLzgD8E3R/a+Nl1P33TxDwuWnI/ipL9S+bTcT+QUTZbnk1xP4gQb2pWx3A/fc+neQ5BcD8WHcERjXVvP3g93ROHim4/caUQxJ/abT8PDUR0uCptPzA57pBBNno/sBWC3+Lrgz/0Kf6JRxSJPx0NFqXxf4s/mFsgFVgkkj8vcKJgFVaZP1FCElbpQ6A/kkzT+8fcoz/ZVpShpnWnP7ovZg1R8rE/WTm8VRixuD9frQk8IwfAP3tl2x77cMU/yaOf4BXYzD/XNaUK57DTP9qZ+iTD9dg/zP1PP5863j/osNKsvb/hP+Ji/bkrYuQ/IH+qTn/p5T//tkWYOlDnP9ru4OH1tug/uiZ8K7Ed6j8Xz3hjumrrP/9yvY7FSek/LRP0iNvW5j+o/73ydhjkP9X4epP/OOE/GORvaBCz3D901umpIfTWP+PIY+syNdE/ona7WYjsxj86ylBzbsW3P8ryW08UJJE/ck/8gUYPkD9k/CqJE8mKP+p88Hy1NKI/pYaiCoHZuj9cZ2arU0zGP2DZ7O5Scc8/97ijnS911D9ABdHDtTHZP4hR/uk77t0/6WxUcA7F4D9aR6c5zbbhP8oh+gKMqOI/O/xMzEqa4z+t1p+VCYzkP4bepphoXeM/4Mh2FfMn4j8grv9bXAzhP0RgmmZlZOA/1CRq4tx43z8uS5LvxlfdPwYkN3hgX9o/bADKgJxn1z/U3FyJ2G/UP0C575EUeNE/RisFNaEAzT8D2P1w2xjHP5Ksa/K/PsE/QQKz50jJtj+2Vh3VIyqmP05BHgVbyqA/OFHZyqkrmT+HJpN8j12UP5n3mVzqHo8/M6INwLWChT/e9BsKn0+MPzM/ngLl35I/c50SAswqlz/hLJ+SnkSYP32AdOXMDJc/ktJmElUBlT+qJFk/3fWSP712S2xl6pA/ppF7Mtu9jT/UNWCM66aJP//ZROb7j4U/JX4pQAx5gT8FquHpN0qJP+ClEGgaxJA/i3/TTFQUkz8AyZOqzFiUPzjMq9GqGI0/fbgNl0k8jD9ZFe64IzaGP0pyztr9L4A/ZN5X2+LBeD90nZDqmjt4P3RcyflStXc/axsCCQsvdz932joYw6h2P5MUDDerOnY/WMglj7fidT8vfD/nw4p1P3EAoE8Qanc/twoK2eaRfD/Ane71XsSBP7iW+QwhlYg/qI8EJONljz9axIedUhuTP5rPQqnyCJU/qJ7fwhpSlj9dgE/Som6XP9LEMz2KC5s/pOxaxKMeoT/k9htqgrekPywB3Q9hUKg//AVqTKPysT+aD8CUarG4P8AnfaU+kr8//EuQNfcyxT/OaLVVoRXPP1oYMMWsz9Q/XHyF34gU2j9O4Nr5ZFnfPykiGIogT+I/I9RCl47x5D/BAyKudornP1oBlcWi4Og/+PfHYrkl6j+c7vr/z2rrP24LJlcbles/JjLSQnbn5z9cK4/j/gflP5IkTISHKOI/gDsSSiCS3j/uLYyLMdPYP0sgBs1CFNM/ciUAHaiqyj8fcBNn0mbAPzBWIbo5S6k/LYKtgSv4mD9bW5j8MmGaP0fLlvWYhJI/sBOndjbumT/Xr4wKjFW3P/V7WytZisQ/DqBwUexpzT+s9RZ4TSfTP/VBRJ7T49c/PY5xxFmg3D9DbU/1b67gP2cTZgizDOM/h7l8G/Zq5T+uaK38AfrkPwhTfXmMxOM/Yz1N9haP4j9XNH3IqnjhP33mF9Oz0OA/oZiy3bwo4D+MlZrQiwHfP1gKLHrYat0/zqft3NNw2j81hIDlD3nXP51gE+5LgdQ/Bz2m9oeJ0T/UMnL+hyPNP63rlw8ANMc/eaS9IHhEwT+SusZj4Km2P/VbNBLcsaU/TiZGI+zHnT+i+//U0fmYP/XQuYa3K5Q/eEzncDq7jj94jL5kPfiIP/eK7y80NJE/wM9/rUnslT+DFBArX6SaP5r/BEgFkZw/r1H3dI2Fmj/Co+mhFXqYP9n1286dbpY/7kfO+yVjlD8DmsAorleSPxrsslU2TJA/CGa+PHhQjD/FiWTZeOyHP4KtCnZ5iIM/MXMlk2vogj9Fcl1XYfKIP1f1ypX+B4w/FvaMSP9yhT8u6ep5lyl/PyqoI4lPo34/MmdcmAcdfj8sJpWnv5Z9P2+KKeQSMH0/HCq0gIrTfj84Gg+FsP2BP00fxMmbkYQ/aSR5Doclhz+IKS5TcrmJP6gu45ddTYw/wzOY3Ejhjj9znKYQmrqQP2gIvqiQB5I/3IRDtPFvlT9UAcm/UtiYP1KBs7b8JJw/OIqGjcGHnT/NNjSzPOSePz8MUmFiAKA/Gv0JaaaOoD/6lqMyXvmhPzahZNg8kqU/gKslfhsrqT883G2L9fKxP9vlw9O8sbg/Ze8ZHIRwvz/MZSCWdMnGP+qWZWWWqdA/3Pq6f3Lu1T/gXhCaTjPbP2oh+5C8IeA/+ptiURem4j+DFsoRcirlPwyRMdLMruc/95q0fpO+6T+WkecbqgPrPzqIGrnASOw/6b8AvOcZ6z9IaJf9QUrnP7UQLj+ceuM/fUnaFZg44D9WhS5tQbLaP8V3qK5S89Q/b5UJjfH+zj/+en6U7erEPxzB5jfTrbU/Z4bx+slEoj8LxyT+C6WhP6IzmruPWaI/bxiYJqiklz/XYKinRQ6fP/3YdgqX0bM/iJBQq17Iwj+htGXR8afLP11svXvCQ9I/af7HDoyz1j/wyuSed1LbP50LieJ+B+A/wbGf9cFl4j/fV7YIBcTkP4nHU1qwK+Q/4rEj1zr24j+Nuvo0+eThP7JslT8CPeE/2R4wSguV4D/5oZWpKNrfP0YGy746it4/kGoA1Ew63T+WK6RBR4LaP/wHN0qDitc/ZOTJUr+S1D/PwFxb+5rRP2Q638duRs0/PPME2eZWxz8IrCrqXmfBP7HJoPat77Y/i5a+Naajqz/t3+ro6g2iP16iBTqTPJ8/6oQ1olBdmj9pZ2UKDn6VP9dJlXLLnpA/kBvR2phAlD9VYGFYrviYPxSl8dXDsJ0/g2/OLNbBnz9igSF71o+dP0KTdMnWXZs/IKXHF9crmT8Btxpm1/mWP9/IbbTXx5Q/w9rAAtiVkj+k7BNR2GOQPwT9zT6xY4w/wSB027H/hz8it7vzuuaEP/sMQK5Ns4M/uLCn8bCjhD+K7HLf57aEP1koPs0eyoQ/ihOrDcdAiD9+OQMnRNqKP5c+uGsvbo0/36E2WA0BkD9sJJH6AkuRP/6m65z4lJI/jClGP+7ekz8YrKDh4yiVP6gu+4PZcpY/O7FVJs+8lz/LM7DIxAaZP1y2Cmu6UJo/6DhlDbCamz9+PgriUpWeP33dx/bZ/qA/Bp57zeVRoj95IuU4SAOjP0qp/HM/KKQ/XFh8WXNJpD83STRht9ekPxQ67Gj7ZaU/jEutRvdspj/WVW7s1QWqP36yccpH87E/HLzHEg+yuD+mxR1b1nC/P3hMADBefsg/XRvPmORH0T9vEJ4ZmlDWP48FbZpPWds/UP2djQIx4D/hdwVOXbXiP2rybA64OeU/8mzUzhK+5z+C5zuPbULqPzcrB9Wa4es/2yE6crEm7T9gdNsgtJ7qP8EccmIOz+Y/LcUIpGj/4j8y2z7LhV/ePyHPSpBi0tY/L1A6XYbB0T/OhenBCG/JP73WvJIJtr4/1673rLohqT95YP19fhmmPxDNcjsCzqY/pzno+IWCpz+FZZlXt8ScP/XWVGwqF6I/LwJhCqJNsD8hpUUrZAbBPzrJWlH35ck/qva3O8Vi0T+1iMLOjtLVP8EazWFYQto/71OFnxvB3j8cUNni0L7hPzz27/UTHeQ/Zib6t15d4z/FQHihR1HiP+ryEqxQqeE/D6WttlkB4T81V0jBYlngP7MSxpfXYt8/AHf7rOkS3j9J2zDC+8LcPx0AIiPRlNo/xIvtrvab1z8qaIC3MqTUP5dEE8BurNE/9UFMkVVpzT/M+nGizXnHP5mzl7NFisE/UL+FEfYwuT9AGSgK9dCyP2DmlAXo4ag/ACM50K+Doz9EFFGEDhShPwYL0nDaSJ0/gu0B2ZdpmD8UrLKF/UyXP93wQgMTBZw/0JppQJReoD+OlMEvuf6gP/k61q1yy58/2Uwp/HKZnT+4XnxKc2ebP5lwz5hzNZk/eIIi53MDlz9blHU1dNGUPzymyIN0n5I/Grgb0nRtkD/wk91A6naMP6VSBU60TY0/FHL6Gvn8jT+/DC/pZxyPP5hwCYivAZE/9tdVgN8jkj+16Vfh1QSUP277WULM5ZU/Jg1co8LGlz+ku5qyLZeZPzQ+9VQj4Zo/xsBP9xgrnD9RQ6qZDnWdP+HFBDwEv54/OKQv73wEoD9/5VzAd6mgP8gmipFyTqE/EWi3Ym3zoT9ZqeQzaJiiP/576Ada3aM/PDqrjYqRpT9We50/TZGmP8n/BquvQqc/QuWneilaqj/qH9DmDMyqP3xJYe5smqk/I4YWYQyvqT//ds5oUD2qPyoAt1qQ4Ko/voh1CZrzsT+uGT24gKS4P1BJu1+aWsI/DryLIna7yD8o0xSScGbRPzrI4xImb9Y/W72yk9t32z812UCKSEDgP8VTqEqjxOI/T84PC/5I5T/XSHfLWM3nP2fD3ouzUeo/1MQmjou/7D9ugB9EJvPtP9ootoWAI+o/OtFMx9pT5j+meeMINYTiPyZE9JQead0/5pQhGNPJ1T/QkFTvI/PNPz52yfYf38M/nrd8/DeWsz9GU0q2Z/irP25mS7t0Qqs/BdPAePj2qz+cPzY2fKusP1VZTURj8qA/iH3VBDKnpD8Bbmb9uoCrP2lzdVbTiL4/zt1P0fwjyD/ygLL7x4HQP/8SvY6R8dQ/CaXHIVth2T8WN9K0JNHdP5Fk7iN3IOE/lJQp4yJ24z/7xvUNlr3iPyB5kBifFeI/RisrI6ht4T9r3cUtscXgP5GPYDi6HeA/aoP2hYbr3j+25yubmJvdPwFMYbCqS9w/Rr+7reKn2j+MD6QTaq3XP/LrNhymtdQ/X8jJJOK90T+FSblaPIzNP1oC32u0nMc/txkWhAxIwj9bjc4AGDC+P0jncPkW0Lc/OEET8hVwsT/hdG8DFmmnPyBmh7d0+aQ/Ylefa9OJoj+gSLcfMhqgP8NznqchVZs/c4EkrncRnz8aY9qVxuShP13xG0mHHKI/THpFcIcDoT96Bt4uD9WfP1gYMX0Po50/OCqEyw9xmz8XPNcZED+ZP/pNKmgQDZc/2V99thDblD/ffB16Hu6VP4HP2NpsQZc/IiKUO7uUmD8YgJeJzWKZP9PyKFELGpk/fUOCLICXmD/+N9jaUQiaP7xJ2jtI6Zs/dlvcnD7KnT8ubd79NKufP3c/cK8VxqA/U0jx35C2oT8yUXIQDKeiP5wuB3qXhaM/4280S5IqpD8ssWEcjc+kP3Pyju2HdKU/uzO8voIZpj8DdemPfb6mP0u2FmF4Y6c/ztjLngpwqD871FVGUh+qP7FYv7G00Ko/GS60oghsrT+lkKnACUawP6FX0pip9bA/aOyanNlcsD9nAsdAE4ivPxrD+GBhhq4/+rOwaKUUrz/YMck5ANexP0Y5ZOn9gbg/Ym9umKHTxD+nKxcVjvjIP/WKWov8hNE/BoApDLKN1j8mdfiMZ5bbPxy144aOT+A/rC9LR+nT4j82qrIHRFjlP74kGsie3Oc/Tp+BiPlg6j/XGelIVOXsP+U0+qjyd+0/Ut2Q6kyo6T+yhScsp9jlPx8uvm0BCeI/F62pXrdy3D/X/dbha9PUPxZSE+7Vzsk/Pc1SV26evD8iXghYX2mxP+D/Izvntq8/OrZMfLU1sD+FbAdb94+wP9Aiwjk56rA/3//N3GqCoz8TJFadOTenP0dI3l0I7Ko/nJxfVt4Euz9n8kRRAmLGP38WWneVQc8/TJ23TpQQ1D9WL8LhXYDYP2LBzHQn8Nw/t6nrg/iv4D+GUb9+2fziP7rb3ORwluI/fLGoj/bZ4T+jY0Oa/zHhP8gV3qQIiuA/24/xXiPE3z8k9CZ0NXTeP3BYXIlHJN0/u7yRnlnU2z8GIceza4TaP1STWnjdvtc/um/tgBnH1D8nTICJVc/RPxNRJiQjr80/vlNp/533xz+0gLp7ncfEP6qtC/icl8E/RrW56DjPvD8zD1zhN2+2Pyxp/tk2D7A/9re96treqD80qdWeOW+mP3Ca7VKY/6M/sosFB/ePoT/+CIMs7g6hP2ArS+v4aqM/KU52YlU6oz8Z15+JVSGiPwhgybBVCKE/79Hlr6venz/Q4zj+q6ydP6z9fGwU4ps/SVA4zWI1nT/uovMtsYieP5D1ro7/258/GSS196aXoD9qzRIoTkGhP4Lj2EKP46E/6Fq23bjIoT9oxIceZJChPwAkZZK+WqE/11QuS93moT+zXa97WNeiP5BmMKzTx6M/cG+x3E64pD9NeDINyqilPyqBsz1FmaY/Boo0bsCJpz/jkrWeO3qoP8KbNs+2aqk/Vv/AGpg/qj+eQO7rkuSqP+aBG72Nias/L8NIjogurD+SNa81uwKtP46xd7i5Xq4/djtg5fM+sD8Jta9U+c6xP58u/8P+XrM/QZ88vkyFtD8KNAXCfOyzP9TIzcWsU7M/nl2Wydy6sj9m8l7NDCKyP3J4STT99bE/23UWoB3HwD9qlSHRqEzHP1rcRzOf1co/wEKghIij0T/SN28FPqzWP/IsPobztNs/ApGGg9Re4D9iP06Bu+PiP3IKBTw1peU/g9W79q5m6D+doHKxKCjrP65rKWyi6e0/t+/dB9qR7D9yjoEdvfPoPyItJTOgVeU/meKY0s2N4T8JFl8oUHzbP8tmjKsE3dM/ilI8VUMFyD8dsiCZtdi0Pw2Q0bgC1rI/6gI5vO5vsj80ufOaMMqyP39vrnlyJLM/yyVpWLR+sz9qpk51chKmP5/K1jVBx6k/0u5e9g98rT+7Z55MyJi3P/8GOtEHoMQ/FitP95p/zT+XJ7IOly/TP6O5vKFgn9c/r0vHNCoP3D/e7ujjeT/gP4TRs1/80eI/Ou2vqvAD5D/QoZrLBbjiP2ZWhewabOE/JE72G2BO4D+VACJN0kzfP9xkV2Lk/N0/KMmMd/as3D90LcKMCF3bP76R96EaDdo/CrWxVtvR1z+C86PljNjUP+7PNu7I4NE/oliT7QnSzT+6ug33LnfKP7LnXnMuR8c/qBSw7y0XxD+gQQFsLefAPzDdpNBZbrs/KDdHyVgOtT8qItODr1ytPwn7C9KfVKo/ROwjhv7kpz+D3Ts6XXWlP8bOU+67BaM/o/O7QCvxpD/2qtB7I1ikP+Uz+qIjP6M/07wjyiMmoj+N6MtfrJShP+CRKZBTPqI/MDuHwPrnoj+A5OTwoZGjP9GNQiFJO6Q/IjegUfDkpD9z4P2Bl46lP8aJW7I+OKY/FjO54uXhpj96B/GyrQqnPxJnziYI1aY/qsarmmKfpj9AJokOvWmmP6yN8KiRyaY/iJZx2Qy6pz9on/IJiKqoP0SoczoDm6k/IrH0an6Lqj/+uXWb+XurP9vC9st0bKw/ust3/O9crT+Y1Pgsa02uP3fdeV3mPa8/KXP9xjAXsD8IaL1dzHywP6wIVMZJz7A/2l9meePHsT9y2bXo6FezPwRTBVju57Q/nMxUx/N3tj8uRqQ2+Qe4P6p7b+cffLc/dBA460/jtj8+pQDvf0q2PwY6yfKvsbU/0c6R9t8YtT/m9IYHCfHFP1hA5nEG68w/JF64uwktzz+uRf6sBYPSP87bayL5Bdg/AHLZl+yI3T8QhKMG8IXhPydPWsFpR+Q/ORoRfOMI5z9K5cc2XcrpP2KwfvHWi+w/sL/ZO5Vh7j8TW9ShyYTrP8/5d7es5uc/f5gbzY9I5D88N7/icqrgP+2rxfCrGNo/TekMHHLc0j8lwDOu9oPGP4jEtDUuQ7Y/nE8l/CeqtD/lBeDaaQS1Py+8mrmrXrU/enJVmO24tT/FKBB3LxO2P/5Mzw16oqg/M3FXzkhXrD+zym/HCwawP8CDjnnBKbU/khsvUQ3ewj+qP0R3oL3LP+GxrM6ZTtI/7EO3YWO+1j/61cH0LC7bP/HnLYfe4d8/glGoQB+n4j8Pr7k9T13lP1SzbZGFJeQ/6mdYsprZ4j+AHEPTr43hPxjRLfTEQeA/WQsxKrTr3T/hOb1lpTXcPyye8nq35do/dQIokMmV2T80dEvh7OTXP0t3WkoA6tQ/tVPtUjzy0T9iejA5YBPQP74hsu6/9sw/t04Da7/GyT+ue1TnvpbGP6aopWO+ZsM/ndX23702wD8xBZC4eg26Px9fMrF5rbM/5UxCBQY6rj8iPlq5ZMqrP2Qvcm3DWqk/oyCKISLrpj/tuyyWXXemP8YHK5XxdaU/U1JZiU44pT+l+7a59eGlP/akFOqci6Y/Rk5yGkQ1pz+Y989K696nP+igLXuSiKg/OkqLqzkyqT+K8+jb4NupP9ycRgyIhao/LEakPC8vqz9cMDn5cvqrPzaqN7tRT6w/zAkVL6wZrD9kafKiBuSrP/vIzxZhrqs/kSitirt4qz+MxrIGRqyrP2vPMzfBnKw/SNi0ZzyNrT8m4TWYt32uPwPqtsgybq8/cPmb/FYvsD/ffdyUlKewP08CHS3SH7E/vYZdxQ+YsT8sC55dTRCyP5yP3vWKiLI/CRQfjsgAsz/e/bt82OC0P3Z3C+zdcLY/CvFaW+MAuD+faqrK6JC5PzLk+TnuILs/VsPZDMMLuz8fWKIQ83K6P+rsahQj2rk/soEzGFNBuT9U/7EJR42/P2qxw/0Gbss//kNTxSW70j/lUjxqJ9zTP3XpoS0bPtY/YPuDolXN2j/KyPiLJCjgP9mTr0ae6eI/8l5mARir5T8BKh28kWzoPxL103YLLus/KsCKMYXv7T+c3bFNvjztP27Gyju5d+o/KWVuUZzZ5j/ZAxJnfzvjPypFa/nEOt8/oIKyJIv+1z8CwPlPUcLQPzqC4Uwsx8c/7Pgheuy/vD+eUswaoz63P+cIh/nkmLc/Mr9B2Cbztz98dfy2aE24P8grt5Wqp7g/iPNPpoEyqz+9F9hmUOeuP/kdsJMPTrE/EDD083Yosz8qMCTREhzBP0JUOfel+8k/Ljynjpxt0T85zrEhZt3VP0ZgvLQvTdo/7ecWSSSM3z+A0ZwhQnziPw0vrh5yMuU/08RAVwWT5T9peSt4GkfkP/8tFpkv++I/mOIAukSv4T8sl+vaWWPgP4iXrPfdLt4/tACCOQiX2z8uc1h+eB7ZP3vXjZOKztc/0Kqn/9P71D9oF9r2KOvSP+CtArUoU9E/vIhW5lB2zz+1tadiUEbMP4D90CTnKsk/xwr853Aoxj8OGCer+iXDP1olUm6EI8A/P2X6YhxCuj/Jf1DpLz20P4o0v5UDXLA/bbSoaNRMrj/H/9KloeGrP9ZlcAZ6iqk/W2VE45eFqT+sDqITPy+qP/63/0Pm2Ko/UGFddI2Cqz+iCrukNCysP/GzGNXb1aw/QV12BYN/rT+TBtQ1KimuP+SvMWbR0q4/NlmPlnh8rz9DgXbjDxOwP883kP3137A/F+DQWJSisD881q0bKK+wPweGnFVVlLA/0zWLj4J5sD+e5XnJr16wP2yVaAPdQ7A/sn86Mn1HsD8fBHvKur+wP4+Iu2L4N7E//gz8+jWwsT9rkTyTcyiyP9sVfSuxoLI/SZq9w+4Ysz+5Hv5bLJGzPyejPvRpCbQ/lyd/jKeBtD8cWI+ofW61P6KEeDzSfLc/cRVh79KJuT8Ej7Be2Bm7P5sIAM7dqbw/LoJPPeM5vj/0CkQyZpu+P8CfDDaWAr4/ijTVOcZpvT9SyZ099tC8PxKM+w2xJsU/6h5zQwpn0D8kvSSxQjDWP6l2nPbJIdg/g9zdjgHI2j+Vf9Rugd7dP47YBMzSi+E/n6O7hkxN5D+3bnJBxg7nP8Y5Kfw/0Ok/1wTgtrmR7D8MhSiJ39nuP4z7iV/nF+w/BXLrNe9V6T+F0GTri8zlPzZvCAFvLuI/5BtYLaQg3T9cWZ9YauTVP/fLzsXLVdA/SBLNe2FExz8EGfnXVrq7P5hVczke07k/4gsuGGAtuj8swuj2oYe6P3d4o9Xj4bo/wi5etCU8uz8cmtA+icKtPyhfrP+ru7A/QXHwXxOWsj9ZgzTAenC0P4u0eUcsAr8/1mgud6s5yD93xqFOn4zQP4NYrOFo/NQ/zSzdEArK2T/o5/8KajbfP35RkQJlUeI/Cq+i/5QH5T9W1hMdhQDnP+2K/j2atOU/gz/pXq9o5D8b9NN/xBzjP6+ovqDZ0OE/R12pwe6E4D+6IyjFB3LeP+aM/QYy2ts/EvbSSFxC2T8NnQzzbRLYP6PrDxv3t9U/RHKl/Ls21D/r+DregLXSP45/0L9FNNE/ZAzMQhVmzz+qGfcFn2PMP+4mIskoYck/OjRNjLJexj+DQXhPPFzDP3utvSQAfb4/atdBpsk7tD8Z/dZEMAazP8oibOOW0LE/XFt5vaOzsD88br6bUsevPxXL6p0vJq8/Z3RIztbPrz/cDlP/vjywP4XjgZeSkbA/LbiwL2bmsD/UjN/HOTuxP39hDmANkLE/JjY9+ODksT/QCmyQtDmyP07ADuWW47I/eNeDfrLCsz+v8ezrivmzP5gn0R96UbM/ZNe/Wac2sz8vh66T1BuzP/w2nc0BAbM/yeaLBy/msj+UlnpBXMuyPyKcG2HXuLI/kiBc+RQxsz8ApZyRUqmzP28p3SmQIbQ/3a0dws2ZtD9NMl5aCxK1P7u2nvJIirU/KjvfioYCtj+avx8jxHq2PxjCfFva5Lc/nu5l7y7zuT8sG0+DgwG8P7FHOBfYD74/oKZV0dLCvz8akFIgbKnAP1Ap16uEFcE/tnO7rRzJwD8bvp+vtHzAP34IhLFMMMA/ihgel76Gyj8lZQQIERfTP/S9ecTC6tg/fZr8gmxn3D+ezxnw51HfP1k5COgzNOE/V+gQDIHv4j9os8fG+rDlP4B+foF0cug/kUk1PO4z6z+iFOz2Z/XtP/iiAJsIte0/eBlicRDz6j/wj8NHGDHoP+A7W4V7v+Q/kdr+ml4h4T+Y8kRhgwbbP9/WLGUByNQ//pNEXWYU0D9SoriqlsHGP7JvQof7Kr0/mlgaWJlnvD/kDtU228G8Py7FjxUdHL0/entK9F52vT/EMQXToNC9P0q9e1QWkbA/bbLsy68Dsj+HxDAsF96zP57WdIx+uLU/l9BpdCWTvD9vfSP3sHfGP4ehOB1EV88/0OKmoWsb1D/KLMbST3TZP+bn6Myv4N4/e9GF44cm4j8JL5fgt9zkP5aMqN3nkuc/bJzRAxoi5z8CUbwkL9blP5oFp0VEiuQ/L7qRZlk+4z/GbnyHbvLhP1wjZ6iDpuA/5K+jkjG13j+7VBBdarXcP4MLKt3qwdo/DXMNKo7V2D+u+aILU1TXP1GAOO0X09U/+AbOztxR1D+ajWOwodDSPz0U+ZFmT9E/wDUd51aczz8MQ0iq4JnMP1VQc21ql8k/NHM5UylcxD+0UzxY9327P/CfWVX25bY/nsXu81ywtT/Eg7p3CqK0P4ZfIAgQ0rM/RzuGmBUCsz9gmEisY2OyPwdtd0Q3uLI/sUGm3AoNsz9YFtV03mGzPwHrAw2ytrM/q78ypYULtD9RlGE9WWC0P8RIjcw357Q/8F8CZlPGtT/zY4rRxqa2Py5sF4Oflbc/Stf0mn3KtT+4KONd+di1P4TY0ZcmvrU/T4jA0VOjtT8dOK8LgYi1P+nnnUWubbU/s5eMf9tStT9/R3u5CDi1P/w8PShvorU/acF9wKwatj/ZRb5Y6pK2P0fK/vAnC7c/t04/iWWDtz8m038ho/u3P5VXwLngc7g/DSxqDjdbuj+SWFOii2m8PyCFPDbgd74/09gSZRpDwD8ZbwevRErBPxdf/aHmNcI/IU2MPlbdwj+Fl3BA7pDCP+rhVEKGRMI/VPNVp2g/xD/wpEAgzObPP1mrlcwXx9U/JwQLicma2z/Hj684p2LgP1Xhqijn7eE/3zKmGCd54z9shKEIZwTlPy3D0wapFOc/R46KwSLW6T9WWUF8nJfsP3FKd9YpUu8/6MDYrDGQ7D9qNzqDOc7pP+Ctm1lBDOc/PqdRH2uy4z/uRfU0ThTgP7rhigQ3Otk/5p6i/JuG1D8KuHTpAabPP2AypNnLPsY/sSfL/nTovj/+/kXvIr+6P94RfFVWVr8/KMg2NJiwvz86v3gJbQXAP18a1viNMsA/PvhUZ4kXtT+UVW2PSyO0P9IXcfgaJrU/6Sm1WIIAtz+c7FmhHiS6PwGSGHe2tcQ/GrYtnUmVzT+scYyaNbLTP8Ysr5SVHtk/4OfRjvWK3j96UXrEqvvhPwevi8HaseQ/lAydvgpo5z/vraTJmY/oP4Vij+quQ+c/Hhd6C8T35T+yy2Qs2avkP0mAT03uX+M/4DQ6bgMU4j/H2oWVud7gP6VdjAN06N8/JMuUyTUZ3j/syluEBr7bPx6BoBrqcdo/xQc2/K7w2D9ojsvdc2/XPwoVYb847tU/r5v2oP1s1D9SIoyCwuvSP/eoIWSHatE/OF9ui5jSzz/DDxSU0nnJP2TG+Oyk3MI/0kLcZbzFuj+DaHEEI5C5Pzas+zFxkLg/9odhwnbAtz+6Y8dSfPC2P3g/LeOBILY/NxuTc4dQtT/mn8ohg4i1P450+blW3bU/NkkoUioytj/gHVfq/Ya2P0TRC7TY6rY/b+iATfTJtz+Z//XmD6m4Pymmyvbfi7k/Ya5XqLh6uj/NswJDJTy4PxV6BmJLe7g/4in1m3hguD+t2ePVpUW4P3uJ0g/TKrg/RjnBSQAQuD8S6a+DLfW3P9yYnr1a2rc/qkiN94e/tz9sWR5XyRO4P9zdXu8GjLg/S2Kfh0QEuT+85t8fgny5PyhrILi/9Lk/g2luLT/Duj8JllfBk9G8P4/CQFXo374/jfeUdB53wD/QjYm+SH7BPxYkfghzhcI/WrpyUp2Mwz/m6k/bY4rEP+eUMz0ZUsQ/XFAz94DGwz9y1wL6u8fJP8W0g3NqudI/4v0F6vaO2D/xRohgg2TeP/5HhesHHeI/49pIWdoy5D9tLERJGr7lP/p9PzlaSec/hc86KZrU6D8OnpYB0TnrPx5pTbxK++0/XGhP6FIt7j/U3rC+WmvrP1ZVEpViqeg/zstza2rn5T+XEki5WqXiP49i1517Dt4/wKkAnNH42D/sZhiUNkXUPxRIYBg3I88/bMKPCAG8xT/c7yk791LAP/F8aVvqiLc/cIoRumj1wD+W5W6piSLBP7tAzJiqT8E/4ZspiMt8wT8jMy56/J25P3eQRqK+qbg/zu1eyoC1tz8tffUkhki4P0iPOYXtIro/sYAqIcg1wz8abaXENuDLP6ZxdVx7XNM/wiyYVtvI2D/c57pQOzXeP3jRbqXN0OE/BC+Aov2G5D+SjJGfLT3nPx/qopxd8+k/A3RisC6x6D+dKE3RQ2XnP730Qs+sIOY/3YOi5l735D/7EgL+EM7jP3eoiLdpzuI/Nt+Mmsrm4T/2FZF9K//gP4R5QWGSe98/nglxXxYa3T9uAS6KXPPbP9AVyewKjdo/dJxezs8L2T8ZI/SvlIrXP7qpiZFZCdY/YTAfcx6I1D/P+gS+VJrSPz6s7tR7l84/4GLTLU76xz+CGbiGIF3BP1cL9BTpb70/nNQ87Nd+vD9esKJ83a67Px2MCA3j3ro/4GdunegOuj+eQ9Qt7j65P10fOr7zbrg/utId/85YuD9ip0yXoq24Pwt8ey92Ark/5HD/NJXNuT8PiHTOsKy6Pzif6WfMi7s/VegKHPlwvD+O8JfN0V+9P0iQEOvMrbo/gc4Y3Wbyuj84exigygK7PwIrB9r357o/0Nr1EyXNuj+biuRNUrK6P2Y604d/l7o/MurBwax8uj8AmrD72WG6P8pJnzUHR7o/13X/hSOFuj9H+j8eYf26P7V+gLaedbs/IwPBTtztuz9301vgmzm9P/7/RHTwR78/QhYXhCKrwD+IrAvOTLLBP8tCABh3ucI/ENn0YaHAwz9Tb+mry8fEP5kF3vX1zsU/EDf4ZDRLxT9vB3+qbzDGP6FKtHOquM8/2lCsFmON1T/4mS6N72LbP4Nx2AE+nOA/CJYZPQSH4z+Yulp4ynHmP/Ml4nkNA+g/gnfdaU2O6T8MydhZjRnrP5ga1EnNpOw/5XhZ/Phe7z9Mhif6ewjtP8X8iNCDRuo/RnPqpouE5z+96Ut9k8LkP/R9PlNKmOE/mrReOwdr3T/HcXYzbLfYP/IujivRA9Q/INhLR2ygzj9OfWMENsDFP91L7vazMcE/p9SNfSgBuj/tC2VJpj/CPxJnwjjHbMI/OMIfKOiZwj9eHX0XCcfCPwhuB41vJL4/XMsftTEwvT+1KDjd8zu8PwqGUAW2R7s/j+J5UfFquz+3jqK3RP7BP17pnsZ3Kss/cEx5iu0B0z8xJKMxn27YP/H7zNhQ290/1mn7PwGk4T+2VZATWlrkP5ZBJeeyEOc/di26ugvH6T/TnV8gUjnqP/IsvzcEEOk/ELweT7bm5z8uS35maL3mPxsiS22ZqOU/21hPUPrA5D+aj1MzW9njP1nGVxa88eI//OMo2t3N4T+EUMkP4JzfP1RIhjomdt4/HkBDZWxP3T/rNwCQsijcP3+q8b4rqNo/IjGHoPAm2T/HtxyCtaXXPw1Jcl4pKdU/W6TkipLa0T9Z/61u9xfNP/q1ksfJesY/F1e7ktenwD+C/j5TnzbAP8fY4zZEnb8/iLRJx0nNvj9EkK9XT/29PwVsFehULb0/xUd7eFpdvD+GI+EIYI27P40FcdwaKbs/Wfl9HDbRuz+FEPO1UbC8P68naE9tj70/2j7d6Ihuvj+DKktBEla/P14ZbHl1IsA/xBJUmCj8vT/6qiaFDmS9P47MO6Qcpb0/WHwq3kmKvT8mLBkYd2+9P/DbB1KkVL0/vIv2i9E5vT+JO+XF/h69P1br0/8rBL0/IZvCOVnpvD/qSrFzhs68P0OS4LR99rw/sxYhTbtuvT8hm2Hl+Oa9P209SZP4r78/+DSZkybfwD88y43dUObBP4Jhgid77cI/xfd2caX0wz8Ljmu7z/vEP08kYAX6AsY/xR290ufPxj+Rkd/c1RHHPzaGoY62qMo/XkZY2h7Z0j/s7NS5W2HYPwk2VzDoNt4/i79sUzoG4j8R5K2OAPHkP6EI78nG2+c/eh+AqgBI6j8GcXuaQNPrP5HCdoqAXu0/HxRyesDp7j8pSGGwM6nuPxxtyDTp5es/CJIvuZ4i6T81kcK4tF/mP60HJI+8neM/wl9ebZ7u4D+ifNTSoSndP8057MoGdtg/+vYDw2vC0z8taDd2oR3OP07ZJ8DynsY/idOWtvtfwj9OiQR85q+/P9y7UJBtK8I/kOgVyAS3wz+1Q3O3JeTDP9ue0KZGEcQ/fVTwT3FVwT8og/xjUtvAP9SxCHgzYcA//sApGCnOvz9WHkJA69m+P+mXOoFYHcA/bBXqgOEhyj924p5non3SPze6yA5U6tc/+JHytQVX3T/YNI6u22HhP7ggI4I0GOQ/mQy4VY3O5j96+Ewp5oTpPyplO6Bb/+s/SfSatw3W6j9lg/rOv6zpP4YSWuZxg+g/hdIRBiqb5z9ECRbpirPmPwNAGszry+U/w3Yer0zk5D88C7GD8t3jP0akTHeE1OE/oEdv9Xd84D8Mh5sVNtLfP9p+WEB8q94/pXYVa8KE3T+UuISvh0TcPzw/GpFMw9o/U5ff/v231z+j8lErZ2nUP/pikr6GAtE/lDj6QGHRyT+whVDQ2KfDP+zZPuKMicM/PMC0XVwowz+KpirZK8fCP9iMoFT7ZcI/JnMW0MoEwj9zWYxLmqPBP8I/AsdpQsE/ESZ4QjnhwD8GmXGd8rO+PzGw5jYOk78/ruMt6BQ5wD9Cb+i0oqjAP1u2RbOVHcE/eDoMDAKVwT9CwaMd4c/AP32HNC221b8/3GKeDygNwD/a5ibxTRbAP8E+Ho7kCMA/TS0rVvb2vz8Z3RmQI9y/P+WMCMpQwb8/sTz3A36mvz9+7OU9q4u/P0ac1HfYcL8/FEzDsQVWvz+0rsHj12e/P229JlkADMA/s1MboyoTwT/36Q/tVBrCPzmABDd/IcM/gBb5gKkoxD/DrO3K0y/FPwpD4hT+NsY/TdnWXig+xz++G0APPPPHP2u8KJE3MMo/MuTO5yRR0D92Z9Z66NXVP6jq3Q2sWts/E+m/aXCF4D+aDQGlNnDjPyAyQuD8WuY/r1aDG8NF6T82e8RWiTDsP5VqGcszGO4/H7wUu3Oj7z9kl05zQEnwP0WGlC0Zpe0/l+Yjf/Xk6j+CC4sDqyHoP3Qw8odgXuU/X1VZDBab4j/tk6gsBAPgP6XTjmFAGtw/fn/MaXgu2D//vnlaBoHTPzr4IqXWms0/0LxmLmO/xz/lLdK1WjfFPwKfPT1Sr8I/HxCpxEknwD8RamlXQgHFPzbFxkZjLsU/XCAkNoRbxT/w8VzZqpjDP5ogae2LHsM/Rk91AW2kwj/xfYEVTirCP56sjSkvsME/FWFCZrBZwT8e0HQPmgPFPzG5WQuXdtA/UkVY0PPC1j/9JxiTutLcP9z/IB22H+E/vOu18A7W4z+c10rEZ4zmP3zD35fAQuk/Xq90axn56z+bu3Y3F5zsP7dK1k7Jcus/KUzUu1l16j/pgtieuo3pP6i53IEbpug/Z/DgZHy+5z8mJ+VH3dbmP3YyOS0H7uU/f8vUIJnk4z+PZHAUK9vhP/rm+eJ/KuE/4GJY+CKX4D/G3rYNxgPgP1m1KkbS4N4/c4MVpZaN3D/EPACHwHPYPxX26mjqWdQ/aa/VShRA0D9v0YBZfEzIP7gzU9mVD8g/M+yKttb/xz+C0gAypp7HP9C4dq11Pcc/Hp/sKEXcxj9shWKkFHvGP7pr2B/kGcY/CFJOm7O4xT9YOMQWg1fFPzF4TJoozcQ/ojNJsn19wT9+s6coc6rBPxI/YvUAGsI/cdflRSKQwj+OW6yejgfDPxt5He+tocI/u+dbIseHwT8XUaXj+0XBP4SPOPN2Z8E/bOcvkA1awT9SPyctpEzBPzeXHso6P8E/He8VZ9ExwT8ERw0EaCTBP+qeBKH+FsE/zvb7PZUJwT+1TvPaK/zAP16CFXgrD8E/s7xDsuD7wT+rdWfTSyvDP9h+XwhqWsQ/BohXPYiJxT82kU9yprjGP2SaR6fE58c/lKM/3OIWyT/CrDcRAUbKP/K1L0Yfdcs/Sb/7k1VTzT+ckgR38e7TP9H6460qYNk/tsT4OCPf3j9VxwbiDS/iP0gskSeK7uQ/KYDWMfnE5z+6pBdtv6/qP0DJWKiFmu0/DrLbfZMu8D/TWtl1M/TwP4kZVAw2G+8/js3aGHOQ7D8VYH/JAeTpP/+E5k23IOc/8qlN0mxd5D/dzrRWIprhP82sQN7Jwt0/mVh+5gHX2T9yBLzuOevVP0mw+fZx/9E/Orjlu5OrzD8iF6ItwpbKPzaIDbW5Dsg/VPl4PLGGxT9yauTDqP7CP47rvOZ/S8Y/tEYa1qB4xj/ZoXfFwaXGP2iPyWLk28U/E77VdsVhxT+/7OGKpufEP2ob7p6HbcQ/F0r6smjzwz/rXRs+S73DP8aYBNWpF8Q/5XzsMP7Kyj+YjxUcSVrTP7zgtB8TT9k/1jFUI91D3z9MnoI5JKriPxJOy0fs2eU/f45yBpsA6T9fegfa87brP/KCUrcgYu4/0sWWcYlP7T+T/JpU6mfsP1IznzdLgOs/EmqjGqyY6j/RoKf9DLHpP5DXq+Btyeg/UQ6ww87h5z/A8lzKrfTlP8+L+L0/6+M/cAomu+Rr4j9YhoTQh9jhPz0C4+UqReE/hBZuT/rk3z/ez1gxJMvbPzGJQxNOsdc/gEIu9XeX0z+p9zGuQ/vOP1QWSaMV1co/zOFV4lJ3zD+K/taKIHbMP9fkTAbwFMw/JsvCgb+zyz9zsTj9jlLLP8KXrnhe8co/EH4k9C2Qyj9eZJpv/S7KP65KEOvMzck/+zCGZpxsyT87Q9Qm9HTHP67+0D5JJcQ/5w7cNV+Lwz+M+IXYrgLEP6l8TDEbesQ//TCXwHpzxD9E13t8jpDDP0RjKe+qIMM/RO/WYcewwj8ZkEGSNqvCP//nOC/NncI/5T8wzGOQwj9TT31pzMPCP7fck/gB+cI/G2qqhzcuwz+B98AWbWPDP+aE16WimMM/ejHgoCr0wz+vl0VC3JTFP+v9quONNcc/GzPdLQ7OyD9IPNViLP3JP3lFzZdKLMs/pk7FzGhbzD/XV70Bh4rNPwRhtTaluc4/L6HzbI/i0D98zwn7BnjTP0j7vc4vRtg/3oi5WkCO3T9iKedynIbhP1yOcbgYRuQ/T/P7/ZQF5z9BWIZDEcXpPzu9EImNhOw/LiKbzglE7z+UwxIKwwHxPwoJZ4S69PA/0OMFQjC17j+VtT1764DrP43Z2hMO4+g/ef5BmMMf5j9tI6kceVzjP1ZIEKEumeA/lNruSsir2z+E3W1rw5PXP12Jq3P7p9M/amrS92Z4zz/SmXIOnQDOP4pOngUsGc0/kOJItBjmyj+wU7Q7EF7IP87EH8MH1sU/U3j+qEn3xj80yG1l3sLHP1sjy1T/78c/2yw27B0fyD+GW0IA/6THPzKKThTgKsc/3bhaKMGwxj9sDYPEAk3GP7pa9BXmIMY/VtVPjBBsxj/CQJi40xPHP+EUMikxSdA/BWbRLPs91j8gt3AwxTLcPyIECJrHE+E/s6zXmywO5D9HVaedkQjnP9n9dp/2Auo/vstr5w9f7T/3wSeIGzTuP0xrMgGOMe4/teNl0Nty7T90GmqzPIvsPzRRbpado+s/84dyef676j+1vnZcX9TpP/oZ5XPCBOg/CrOAZ1T75T8VTBxb5vHjP8ypsKjsGeM/0VTj/C6e4T/zYrHbhyLfP0wcnL2xCNs/ntWGn9vu1j/wjnGBBdXSP+rLBCT6ss4/XcRLrNI8zz/oR6z1h2/QP2iIkS81dtA/j3tM7ZxF0D+3bgerBBXQP7rDhNHYyM8/Cqr6TKhnzz9YkHDIdwbPP6Z25kNHpc4/9VxcvxZEzj9CQ9I65uLNP8ZSX5tqbM0/Nw5cs78cyj/Bj6GNkvDGP3dqRSggr8U/v53sw6fsxT/W6BCSR0XGP8bGm9ZVmcU/xVJJSXIpxT8P1R035xTFPzQqrvbaAsU/bcQoCA4YxT/SUT+XQ03FPzjfVSZ5gsU/m2xsta63xT8A+oJE5OzFP2WHmdMZIsY/yhSwYk9Xxj9sDOIwJo3HP6JyR9LXLck/3Nisc4nOyj8RPxIVO2/MP0ald7bsD84/rvlKve6fzz+tq6VhK/nQPziSFFcqrNI/vHiDTClf1D9IX/JBKBLWP+y8OC5XRNk/uOjsAYAS3j9JitBqVHDhPy6gqtRo1+M/XVXcjiNd5j9PumbUnxzpP0If8Rkc3Os/PIR7X5ib7j+u92YmtR/wP5HO86XYuPA/4+zWNL6v8D/Zce7SV6PuP2stpcFdaes/J3Y0DoQN6D/2d53izx7lP+qcBGeFW+I/qIPX1nUw3z+QzaXf4KnZP3diXfCEUNU/UA6b+Lxk0T9Z4+m0ix7QP2Z7/2CmVc8/HTArWDVuzj/S5FZPxIbNPwKu7zpvNcs/IB9bwmatyD82kMZJXiXGP7JJwfQbDck/16Qe5Dw6yT9WyqJ1V2LKP//4rok46Mk/rCe7nRluyT+aNd47CPnIP5JuUHTFtcg/kVfN7YCEyD/uEZtDd8DIP1p94286aMk/RTSdbDJwyj9H6+054yzTP2E8jT2tIdk/h40sQXcW3z9V72WioIXiP+iXNaQFgOU/ekAFpmp66D/8w0KPdMnrPxjNoPNOWOw/bXarbMFV7D/DH7blM1PsPxjJwF6mUOw/bnLL1xhO7D/EG9ZQi0vsPx5vPfXvxus/OkFtHdcU6j9EAhz70xToPxX8aOPCLeY/CnZ1WAc45D8/5j2ud4jiP3ZWBgTo2OA/W42ds7BS3j/IbS5fkfPaPzROvwpylNc/ny5QtlI11D84OafaR9LRP/OeLXpmo9I/k5G3GVqx0j+6hHLXwYDSP+J3LZUpUNI/CGvoUpEf0j8wXqMQ+e7RP1dRXs5gvtE/fkQZjMiN0T+lN9RJMF3RP8wqjweYLNE/8x1Kxf/70D/pjvMTGwrQP/Bd9bTMJs0/aamHEVd6yj9tddlycrnJP3JBK9SN+Mg/yGlc6RtTyD/tvuyoD0HIPxQUfWgDL8g/OGkNKPccyD9cvp3n6grIP77hF1TwC8g/JG8u4yVByD+J/ERyW3bIP+6JWwGRq8g/URdykMbgyD8vgX4fcIXJP2rn48AhJss/nk1JYtPGzD/Ys64DhWfOPwcNilIbBNA/SIHW1pMK0j8eX+Wc2kTUP9RppDbEKNY/YFATLMPb1z/mNoIhwo7ZP3Ad8RbBQds/b6pnYacQ3z8d640aaO/hPwoBaIR8VuQ/7xZC7pC95j/dLBxYpSTpP8FC9sG5i+s/uLxVeghx7D9+am95T6PtP0AYiXiW1e4/A2PRu+4D8D/43H+D/0zwPwNSQHDa3e0/eFEWMrnz6j+Grinw5/DnP4oLPa4W7uQ/YhtqmH+i4T+ddo5rji7dP4TAXHT5p9c/YudMdUYN0z/JeZriyDzRPyVUMF4QydA/fy7G2VdV0D+1EbiqPsPPP2rG46HN284/IHsPmVz0zT97eZbBxYTLP5HqAUm9/Mg/M8sUhFlXyj9ZJnJzeoTKP8hnD/+Qpcw/cpYbE3IrzD8exScnU7HLP7qWq+vKYcs/ss8dJIgeyz9gVKbFG+jKP39O5vrdFMs/6rkuJ6G8yz9XJXdTZGTMP6YgC0K0b9A/rMGpSpUQ1j/PEklOXwXcP/ox9KgU/eA/jNrDqnn34z8fg5Os3vHmPz+8GTfZM+o/QNgZX4J86j+UgSTY9HnqP+sqL1Fnd+o/P9Q5ytl06j+WfURDTHLqP+omT7y+b+o/yIgjehO36j9W7Nooy9LrPxH2AT9DC+s/qtE01/4e6T+OEFJwleTmP43KZIBi9uQ/xDot1tJG4z/8qvUrQ5fhP2Y2fANnz98/0BYNr0dw3D89951aKBHZP6nXLgYJstU/9vWu/kTX1D+3mt0Df+zUP96NmMHmu9Q/BYFTf06L1D8sdA49tlrUP1RnyfodKtQ/elqEuIX50z+iTT927cjTP6qCuGcpmdM/mEWmomuQ0z+GCJTdrYfTP3zRKAaW2tI/BpYkboOu0T97gc9eaznQP1C0G1yphM4/JeuucJ3DzT81KDoGF7fMP0NlxZuQqss/D1PcmR9Jyz81qGxZEzfLP1n9/BgHJcs/f1KN2PoSyz+kpx2Y7gDLP22MHS8INcs/0hk0vj1qyz82p0pNc5/LPyJcgK9rHs0/W8LlUB2/zj8QbgEKJmXQP+RLENBsn9I/sykflrPZ1D+ABy5c+hPXP1TlPCJBTtk/7yejC11Y2z96DhIBXAvdP/70gPZavt4/xe339aw44D/wS0vKe27iP9VhJTSQ1eQ/wnf/naQ85z+pjdkHuaPpP5Sjs3HNCuw/XgPySuIK7T9ZHcALdijtP1Q3jswJRu0/KEFEpMJr7T/s7l2jCZ7uP66cd6JQ0O8/wf6ld3IJ7T/PW7k1oQbqP9q4zPPPA+c/3xXgsf4A5D/rcvNvLf7gP+CfDVy49ts/+1k02BXx1T83EEsQBlvSP5Pq4ItN59E/7sR2B5Vz0T9JnwyD3P/QP6R5ov4jjNA//lM4emsY0D+zXJzrZUnPP8zT0cAkXM4/4kQ9SBzUyz+wTGgTl6HLP9anxQK4zss/OgV8iMrozj/jM4icq27OP+K+BmPQDc4/3Pd4m43KzT/UMOvTSofNPzBRf522S80/EIsxskRpzT969nneBxHOP+ZhwgrLuM4/ku03L/I70T9A5onqP7jUPxqYZVtH9Ng/PekEXxHp3j8yHVKx7W7iP8TFIbNSaeU/hbTw3j2e6D9n45LKtaDoP72MnUMonug/EjaovJqb6D9o37I1DZnoP72Iva5/lug/EjLIJ/KT6D9yjLAbjK3pPwDwZ8pDyeo/iFMfefvk6z9ajC5wkbzrP/W8mhLnsOk/2Pu3q3125z8SH1SovbTlP0uPHP4tBeQ/gf/kU55V4j+2b62pDqbgP9i/6/797N0/RKB8qt6N2j+wgA1Wvy7XP9qjA+6jJ9c/Ape+qwv31j/S+Lc4YtTWP8C7pXOky9Y/r36TrubC1j+eQYHpKLrWP4wEbyRrsdY/esdcX62o1j9pikqa75/WP2glVckuGNY/7wTygCgl1T915I44IjLUP/zDK/AbP9M/AVQkY3Df0T+5rHMS+UXRP0FLOd21v9A/yOn+p3I50D+iEInlXmbPP7NNFHvYWc4/VjxcSiM/zj96kewJFy3OP6DmfMkKG84/xjsNif4Izj+2qQx76ijOP9/QHJ61Fs8/pTg7A//50D96FkrJRTTTP0f0WI+MbtU/GtJnVdOo1z/or3YbGuPZP7aNheFgHdw/imuUp6dX3j8D81Dw+kPgP0hmCGt6HeE/i9m/5fn24T+gh/s4GO3iP6jC4uOjVOU/jti8Tbi75z967pa3zCLqP2AEcSHhiew/EnphUYm37T8MlC8SHdXtPwiu/dKw8u0/A8jLk0QQ7j/94ZlU2C3uP/j7ZxVsS+4/8RU21v9o7j8UCUl7WhzsPyJmXDmJGek/MMNv97cW5j8zIIO15hPjP0B9lnMVEeA/iLRTY4gc2j9gN1B1n/PVP4a/pYDuCdM/hh37wq2U0j+Fe1AFbR/SPxIQUyxhqtE/burop6g20T/IxH4j8MLQPyOfFJ83T9A//vJUNf62zz81n3hHe6vOP1IQ5M5yI8w/VCkZkvUYzT9ZUfQIApbQP4nzMO3qXNA/BRBqiUk70D+BLKMlqBnQP/yRuIMN8M8/B05YdVGvzz+ox3xpq73PP4iZ4kq3MtA/P88G4ZiG0D+AumQcMAjSPy+zttd9hNU/5KsIk8sA2T+XpFpOGX3cP9Ff4Ldh5uA/ZAiwucbg4z80RQG9dsfmP4juCzbpxOY/3pcWr1vC5j80QSEozr/mP4jqK6FAveY/3pM2GrO65j+OLIYOTYjnPxaQPb0EpOg/LN+mieTg6T9Eup8AkLnrPy33MWOr9Oo/dYsizRhs6T+8HxM3huPnP9f/Ma/tZuc/Zqeudvix5j/fkpQ3EwLlP1l+evgtUuM/0mlguUii4T+Yqoz0xuTfP4qBWHb8hNw/0LeAumH12T++em71o+zZP609XDDm49k/mwBKayjb2T+KwzematLZP3mGJeGsydk/Z0kTHO/A2T9VDAFXMbjZP1h5gYzHVdk/3lgeRMFi2D9lOLv7um/XP+wXWLO0fNY/dPf0aq6J1T/61pEiqJbUP+fjj2wjqtM/b4JVN+Aj0z/2IBsCnZ3SP3+/4MxZF9I/CF6mlxaR0T+P/Gti0wrRP0DopZ2Zo9A/0xJufZOa0D9mPTZdjZHQP3UtIbMVadE/2LmB9KO40z/qvpKIZQPWP76coU6sPdg/jXqwFPN32j9gWL/aObLcPyw2zqCA7N4//olus2OT4D/p+HUWh7DhP9BnfXmqzeI/XMWH1Ua14z+fOD9Qxo7kP+vKM0/l0OU/A9cwujM66D9OT1Rn4KHqPztlLtH0CO0/yPDQVzBk7j/ECp8YxIHuP78kbdlXn+4/uD47muu87j/77LldFV7uP6q7LmiUw+0/WoqjchMp7T8JWRh9ko7sP0oRo9ISsuo/6Q8u7fwS6D+BzRL7nynlP4QqJrnOJuI/Ig9z7vpH3j++hFUQlcraP1huU3TuUtc/51dR2Efb0z/KfqwuDkTTP8rcAXHNztI/yTpXs4xZ0j/JmKz1S+TRP8f2ATgLb9E/x1RXesr50D9L6vDDA4bQP6bEhj9LEtA/rmofztH6zj/UqmwhM2POPxOgqs2et9E/GaQXRUyR0T+WwFDhqm/RPxLdiX0JTtE/jvnCGWgs0T8KFvy1xgrRPxwCZBAJCdE/0TeIpupc0T+Ibaw8zLDRP26HkQlu1NI/HIDjxLtQ1j/QeDWACc3ZP4VxhztXSd0/HLVse9Ji4D8JSz7AOljiP1pQeiiq6+Q/sPmEoRzp5D8Fo48aj+bkP1xMmpMB5OQ/sPWkDHTh5D+pzFsBDmPlPzUwE7DFfuY/IJroD9ET6D8+deGGfOzpP7jNROxXtes/AGI1VsUs6j9J9iXAMqToP5KKFiqgG+c/ps1w3MH75j9Igghg+eDmP+o2oOMwxuY/gFjV7fws5j/7Q7uuF33kP3UvoW8yzeI/7RqHME0d4T/MDNriz9reP5C/Eu0n/Nw/f4IAKGrz3D9uRe5irOrcP1wI3J3u4dw/SsvJ2DDZ3D84jrcTc9DcP0TNrU9gk9w/yaxKB1qg2z9QjOe+U63aP9ZrhHZNutk/XEshLkfH2D/kKr7lQNTXP2sKW5064dY/r9lJgfh61z+7ypJ0SUjWP9x5NpHrEtU/pvb8JoR71D8ulcLxQPXTP7YziLz9btM/P9JNh7ro0j/GcBNSd2LSP47Aj/b00NM/eioISIsL1j//wvzGTVrYPzpjlPXSrNo/ewMsJFj/3D+4o8NS3VHfP/yhrUAx0uA/Mt4Sk/P64T8YTRr2FhjjPwO8IVk6NeQ/6iopvF1S5T9pJAdAE03mP/fYTzMeQ+c/LA5sZbK06D9EGmnQAB7rP14mZjtPh+0/fGdAXtcQ7z8vUE04z4ruP94ewkJO8O0/ju02Tc1V7T8+vKtXTLvsP+2KIGLLIOw/nlmVbEqG6z9MKAp3yevqP/z2foFIUeo/SYv7ig7j6D/qiYal+EPmP4qIEcDipOM/yjwId3xy4T8i0lqriqHfP7C7WA/kKdw/SqVWcz2y2D/ajlTXljrVPw3gXZpu89M/DD6z3C1+0z8KnAgf7QjTPwv6XWGsk9I/Clizo2se0j8KtgjmKqnRPwkUXijqM9E/CHKzaqm+0D8I0AitaEnQP1IswLBwrc8/mhPUgkP40j+tVP6crcXSPylxNzkMpNI/pY1w1WqC0j8hqqlxyWDSP53G4g0oP9I/YmJCZ+g50j8e1i0CHofSP9QLUpj/2tI/XVS+9qug0z8MTRCy+RzXP79FYm1Hmdo/dD60KJUV3j+UGwNy8cjgP+4XrE8Yh+I/V69mQVg14z/SBP4MUA3jPyiuCIbCCuM/fVcT/zQI4z/EbDH0zj3jP/95MR8SbuQ/GVUqlr1G5j8wMCMNaR/oP08LHIQU+Ok/ijhI33Ht6j/SzDhJ32TpPxthKbNM3Oc/0OYXhl6r5j9xm68JlpDmPxRQR43NdeY/uATfEAVb5j9auXaUPEDmP/xtDhh0JeY/pgn8ZAGo5T8g9eElHPjjP5ngx+Y2SOI/Fcytp1GY4D+sY9IPdwHgP0eKklow+t8/N02AlXLx3z8lEG7QtOjfPzIh2hL50N8/uwB3yvLd3j9B4BOC7OrdP8a/sDnm99w/Tp9N8d8E3D/Ufuqo2RHbP1xeh2DTHto/8m1FmHR92j8UzTq3JFLbP5KuowqRUdo/sl1HJzMc2T/bDOtD1ebXPwC8jmB3sdY/42qkFijT1T9tCWrh5EzVP1wHEY1Qotc/g09HMyEt2j93E1FtqYfbP3otJf87S90/cGwPyHxO3z9YhlP7gNDgP3ZWn5LD+eE/lybrKQYj4z+19jbBSEzkP9LGgliLdeU/85bO782e5j8SZxqHEMjnP2aFRdGF9Og/tyDg96v76T93UaR7f5jrP2akWqj57e0/aqQe9BmC7T9rHz8yBujsPxruszyFTew/yrwoRwSz6z96i51RgxjrPypaElwCfuo/2CiHZoHj6T+I9/twAEnpPzjGcHt/rug/6ZTlhf4T6D9EBVRDChTnP0GyNj3+jeQ/Rv71d8Yg4z9FSrWyjrPhP0iWdO1WRuA/qfJbDjOJ3T9B3FlyjBHaP9DFV9blmdY/UEEPBs+i1D9Rn2RIji3UP079uYpNuNM/TlsPzQxD0z9OuWQPzM3SP04XulGLWNI/TXUPlErj0T9A+CQMBXnRP+e5Xto2Q9E/TIJAIV100T9fk84yQEPUP6Xg83YDC9Q/uSEekW3Y0z82PlctzLbTP7JakMkqldM/LnfJZYlz0z/K4C7TtWvTP2Z0011RsdM/HKr38zIF1D9JIevj6WzUP/gZPZ836dc/rBKPWoVl2z9gC+EV0+HePwuCmWgQL+E/TmkRzqRF4T/+wFSMQs/hPzpmMSBJjeE/TrmB8fUu4T+kYoxqaCzhP/c0c6X+oOI/EhBsHKp55D8r62STVVLmP0LGXQoBK+g/YKFWgawD6j9fo0vSiyXqP6g3PDz5nOg/78sspmYU5z+etFazMkDmP0Bp7jZqJeY/4x2GuqEK5j+F0h0+2e/lPyiHtcEQ1eU/yztNRUi65T9u8OTIf5/lPxClfEy3hOU/wroi3AUj5T8+pgidIHPjP7iR7l07w+E/jGcbKdqE4T8DSZJGe4DhP3sqCWQcfOE/UqrRxsUN4T8WGqCiQpTgP9mJbn6/GuA/OPN5tHhC3z++0hZsck/eP0SysyNsXN0/KgJBr/B/3T9KYTbOoFTeP27AK+1QKd8/XpK0oNha3j+CQVi9eiXdP6Tw+9kc8Ns/yJ+f9r662j8tcmeRWJzZP6cgWwm0G9s/HbWtY26i3T/6z+sjShXgPxuQSWjlAOE/IL2ukX7e4T8DY6N4cN3iP+gImF9i3OM/yq6MRlTb5D+xVIEtRtrlP5L6dRQ42eY/dqBq+ynY5z+HGwzZou/oP6TrV3DlGOo/xrujByhC6z+cdFlIYoTsP/gF2xKFNuw//gWfXqXK6z+w7jAsPUXrP169pTa8quo/DowaQTsQ6j+8Wo9LunXpP20pBFY52+g/HPh4YLhA6D/RQ8TKAc/nP3DBm75vY+c/DT9zst335j+qvEqmS4zmPwHoFPoqEeY/u7/jeBDP5D+/C6Oz2GHjP75XYu6g9OE/waMhKWmH4D+A38HHYjTeP4h3QD3zWds/xPxa1TT51z+SosBxL1LVP5IAFrTu3NQ/kV5r9q1n1D+RvMA4bfLTP+Ck38mlgdM/iWYZmNdL0z8wKFNmCRbTP9bpjDQ74NI/Zi3rnyDZ0j8w0t0/2WTTPyQTyeI8jtU/a2DuJgBW1T+yrRNrwx3VP8buPYUt69Q/Qgt3IYzJ1D++J7C96qfUPzFfGz+DndQ/rhJ5uYTb1D9kSJ1PZi/VPxp+weVHg9U/5eZpjHW12D+Z37tHwzHcP03YDQMRrt8/IjQ0M4E03z9mRf4vbonePwrO0BxBF+A/A/L4PwJI4D88Ovj9c8rfP+3vtCvr0+A/CMutopas4j8ipqYZQoXkPzyBn5DtXeY/U1yYB5k26D9wN5F+RA/qPzIOT8WlXek/fKI/LxPV5z/ENjCZgEzmP2uCleAG1eU/DjctZD665T+w68TndZ/lP1SgXGuthOU/9lT07uRp5T+YCYxyHE/lPzu+I/ZTNOU/3nK7eYsZ5T+AJ1P9wv7kPyTc6oD64+Q/4WtJUwqe5D/0ie0knAzjP21rZEI9COM/RtRnKJKs4j8KRDYEDzPiP86zBOCLueE/kCPTuwhA4T9Uk6GXhcbgPxcDcHMCTeA/MEseYzZB4D/B+phyjqvgP1KqE4LmFeE/4lmOkT6A4T8Uu2IbEDLhP6WStClhl+A/ctQMcGT53z9ZamizLPzePw8BNnQH0t4/kRZk6hGQ4D836JBjV9HhPzH4M64DFOM/e5bqGfY95D+E48ojXxflP2aJvwpRFuY/TC+08UIV5z8t1ajYNBToPxR7nb8mE+k/9SCSphgS6j/ZxoaNChHrP75se3T8D+w/nhJwW+4O7T/PXBfzXd3tP2yIG0HPde0/HYQv9PRv7D93dXfKgAnrP+VRHyIUKOo/g8/2FYK86T8gTc4J8FDpP77Kpf1d5eg/XUh98ct56D/7xVTlOQ7oP5lDLNmnouc/NsEDzRU35z/UPtvAg8vmP3K8srTxX+Y/WA3EZmXS5T848OH4KP7kPzcZUO/qouM/N2UPKrM14j87sc5ke8jgP3T6Gz+Htt4/epKatBfc2z95KhkqqAHZP9QDct2PAdY/1GHHH0+M1T8pE9RVeFTVP9HUDSSqHtU/d5ZH8tvo1D8fWIHADbPUP8YZu44/fdQ/bdv0XHFH1D9LfYi+nMnUPxYie15VVdU/7pLDkjnZ1j814OjW/KDWP3stDhvAaNY/wnozX4Mw1j/Xu1157f3VP1LYlhVM3NU/nN0Hq1DP1T/6sB4VuAXWP7DmQquZWdY/ZhxnQXut1j/Us5Z5s4HZP1SEe83LiNw/mZVFyrjd2z/epg/HpTLbPyK42cOSh9o/IraZWn++3D+O+4C/dgXeP+fuFZZd4d4//oXvKIPf4D8ZYeifLrjiPzM84RbakOQ/TRfajYVp5j9k8tIEMULoP4LNy3vcGuo/BnlSuL+V6D9NDUMiLQ3nP5WbPIqjhOU/OFDUDdtp5T/aBGyREk/lP365AxVKNOU/IG6bmIEZ5T/DIjMcuf7kP2XXyp/w4+Q/CIxiIyjJ5D+pQPqmX67kP071kSqXk+Q/76kprs545D+TXsExBl7kPzYTWbU9Q+Q/dwjVHmSi5D+OiDYY5uHjP8bdmkFYWOM/ik1pHdXe4j9NvTf5UWXiPxAtBtXO6+E/UBWcbnTC4T/jxBZ+zCziP3R0kY0kl+I/BCQMnXwB4z+W04as1GvjPwAta+azNuM/kgS99ASc4j9MsbRqAC7iP6Z8G8vtGOI/OMvtVgRR4j/anBrQSZLjP35uR0mP0+Q/H0B0wtQU5j/dFZEq0FbnP/EJ57U/UOg/1K/bnDFP6T+4VdCDI07qP5v7xGoVTes/gaG5UQdM7D9jR644+UrtP0Xtoh/rSe4/LJOXBt1I7z+HHMZ25yPwP7IeVU/y++4/vMKUd7Qz7j8FTI4+3dnsP3XOe889jOs/5VBpYJ4+6j9Kz14kKJDpP+hMNhiWJOk/hsoNDAS56D8kSOX/cU3oP8LFvPPf4ec/X0OU50125z/+wGvbuwrnP5o+Q88pn+Y/Orwaw5cz5j+wMnPTn5PlP44VkWVjv+Q/sib9Kv3j4z+ycrxlxXbiP7W+e6CNCeE/aRV2tqs43z9wrfQrPF7cP25Fc6HMg9k/2DdaGqp21z8dQwKwfPHWP8MEPH6uu9Y/bMZ1TOCF1j8TiK8aElDWP7pJ6ehDGtY/YQsjt3Xk1T9tKDM9YC7WPzfNJd0YutY/AnIYfdFF1z+0Er5CNiTYP/pf44b569c/QK0Iy7yz1z+I+i0PgHvXP85HU1NDQ9c/4oh9ba0Q1z8FXPQWHgHXP0NPxHDrL9c/+YToBs2D1z+uugydrtfXP9rljGQDMtk/H/dWYfCG2D/MqfBt1JTZP9xAnBDcxNo/1q53KBxu2z/QHFNAXBfcP+qDZBQbA90/LECD8et13j8PHComG+vgPyv3Ip3Gw+I/Q9IbFHKc5D9erRSLHXXmP3aIDQLJTeg/jU9lQWxW6T/Y41Wr2c3nPyJ4RhVHReY/ZGl7t3cZ5T8GHhM7r/7kP6jSqr7m4+Q/S4dCQh7J5D/uO9rFVa7kP5DwcUmNk+Q/M6UJzcR45D/WWaFQ/F3kP3gOOdQzQ+Q/G8PQV2so5D9BKWuMiRrkP5j7g1zJbOQ/7c2cLAm/5D+LcAxBFyfmP9Fjj4dwduc/GtbCRt+z5j9OINW91+zlP4Fq5zTQJeU/vZ99tZhs5D8OXznIqFXkP14e9dq4PuQ/IO6JqLqC5D+xnQS4Eu3kP0JNf8dqV+U/555zsVc75T9hLbV76t3kP7z4G9zXyOQ/F8SCPMWz5D92UaQ8PFPlPxgj0bWBlOY/vfT9LsfV5z9exiqoDBfpPwCYVyFSWOo/BD5I6ER06z/qlGlJ0XbsP9Priqpdee0/uUKsC+p77j+hmc1sdn7vP0R492aBQPA/1Inf2GXB8D/G3FnM3kDxP2QoO02OuvA/bTBN9+Dx7z+XIqWyOaruPwKlkkOaXO0/cieA1PoO7D/iqW1lW8HqP00sW/a7c+k/r0yeJjz46D9NynUaqozoP+tHTQ4YIeg/isUkAoa15z8oQ/z180nnP8XA0+lh3uY/Yz6r3c9y5j8AvILRPQfmPwdYIkDaVOU/6DpA0p2A5D/HHV5kYazjPyqAaaHXt+I/Lswo3J9K4T9bMNAt0LrfP2PITqNg4Nw/vgHCWebf2j/YojlGGUPZP7Q0atiyWNg/W/ajpuQi2D8CuN10Fu3XP6l5F0NIt9c/UTtREXqB1z+G0927I5PXP1J40FvcHtg/HB3D+5Sq2D/mwbWbTTbZP36SuPIyb9k/xN/dNvY22T8KLQN7uf7YP1F6KL98xtg/mMdNA0CO2D/gFHNHA1bYP/WWvjrAYdg/9UXsWGCb2D8aydex8O/YPwiSPTdzMtk/91qjvPV02T/nIwlCeLfZPz4j0f3/BNo/OZGsFUCu2j80/4ctgFfbPyxtY0XAANw/Kds+XQCq3D8OrtdYDzzePyCyZCOz9uA/O41dml7P4j9UaFYRCqjkP29DT4i1gOY/hR5I/2BZ6D9gumg0ho7oP6pOWZ7zBec/8+JJCGF95T8wN7rkS67kP9PrUWiDk+Q/daDp67p45D8YVYFv8l3kP7oJGfMpQ+Q/Xb6wdmEo5D8Ac0j6mA3kP6In4H3Q8uM/nAMYhsEB5D/y1TBWAVTkP0eoSSZBpuQ/nnpi9oD45D/0THvGwErlP5T+EsLsy+Y/xvFlSF3D6D9Bm284Tu7pP7Qi16JYVuk/5mzpGVGP6D+RqcneqUDoP+JohfG5Keg/MihBBMoS6D+B5/wW2vvnP9KmuCnq5Oc/I2Z0PPrN5z/+mXxOpPHnPyaDWp/cJug/Tmw48BRc6D92VRZBTZHoP54+9JGFxug/XqmHm7mW6T8Ee7QU/9fqP6ZM4Y1EGew/Rx4OB4pa7T8Cd9ZmFYTuP+bN98ehhu8/aJKMFJdE8D/aPR1F3cXwP07prXUjR/E/wpQ+pmnI8T+85J9TbcbxPwSiSxtU//A/T1/34jo48D/u6/+k58TvP5D7bpyMIO8/Av6WSFff7T9wgITZt5HsP+ACcmoYROs/S4Vf+3j26T93TAY14svoPxTK3ShQYOg/ske1HL705z9QxYwQLInnP+5CZASaHec/jMA7+Aey5j8qPhPsdUbmP8i76t/j2uU/Xn3RrBQW5T8+YO8+2EHkPx5DDdGbbeM/+yUrY1+Z4j+o2dUXsovhP6gllVJ6HuA/rsspmSJJ3j/EbKGFVazcP+ANGXKID9s/TibSAOm/2T/15wvPGorZP52pRZ1MVNk/RGt/a34e2T+ofog65/fYP3Eje9qfg9k/PchtelgP2j8IbWAaEZvaP9IRU7rJJts/QxKzoi+62j+KX9jm8oHaP9Cs/Sq2Sdo/GPoib3kR2j+0Thc32EXaP0yjC/82eto/c9bPRvZl2j+IBOy4vTnaP0Z567pvWNo/NEJRQPKa2j8kC7fFdN3aPxPUHEv3H9s/Ap2C0Hli2z/xZehV/KTbP98uTtt+59s/zvezYAEq3D+FK09iZJPcPy7aTFM/U94/MUifIEsC4T9LI5iX9triP2b+kA6is+Q/gNmJhU2M5j+XtIL8+GToPzQlbCegxuc/frlckQ0+5j/ITU37erXkP/4E+REgQ+Q/oLmQlVco5D9CbigZjw3kP+ciwJzG8uM/iddXIP7X4z8rjO+jNb3jP/XdxH/56OM/SrDdTzk75D+ggvYfeY3kP/dUD/C43+Q/TCcowPgx5T+i+UCQOITlP/nLWWB41uU/nIwZQ8Jw5z/4OqfD3hvpP3PksLPPRuo/7I26o8Bx6z8I9Fn1qivsP1izFQi7FOw/qnLRGsv96z/6MY0t2+brP0rxSEDrz+s/mrAEU/u46z/rb8BlC6LrP45NEILd3Os/70dNmeeC7D/yOz/G1u/sPxslHRcPJe0/Qg77Z0da7T9p99i4f4/tP0IBa/o22u0/5NKXc3wb7z9CUmL2YC7wP/pXsvLyyfA/bQNDIzlL8T/hrtNTf8zxP1RaZITFTfI/iO5E89DM8j/Tq/C6twXyPx5pnIKePvE/ZSZISoV38D+QNyPLOTDwP6K3iqQCrPA/8fb/3EbS7z+Oy7BwBVruP2zZiN50FO0/3Vt2b9XG6z9I3mMANnnqP7hgUZGWK+k/3MlFN/Yz6D96Rx0rZMjnPxjF9B7SXOc/tkLMEkDx5j9UwKMGroXmP/E9e/obGuY/2r9ih4ur5T+3ooAZT9fkP5aFnqsSA+Q/dmi8PdYu4z9SS9rPmVriPzIu+GFdhuE/yspIbC/Z4D9Ym4TiyArgP8jXgLHEeN4/4nj4nffb3D/8GXCKKj/bP43Zc/dQ8do/NJutxYK72j/bXOeTtIXaP43OJVlj6No/VnMY+Rt02z8kGAuZ1P/bP+y8/TiNi9w/t2Hw2EUX3T8Mkq1SLAXcP1Tf0pbvzNs/8DPHXk4B3D+KiLsmrTXcPyXdr+4Latw/1dZGIVCS3D+TMeOrZ2ncP/FMGkWLHNw/QJ4P5lgV3D+Q7wSHJg7cP1S7ys7zRdw/Q4QwVHaI3D8yTZbZ+MrcPyAW/F57Dd0/EN9h5P1P3T/+p8dpgJLdP+5wLe8C1d0/7nWQSGIH3j9ufmUISezgP1250pSO5uI/dpTLCzq/5D+Rb8SC5ZfmP6lKvfmQcOg/B5BvGrr+5j9RJGCEJ3blPykeoLu88uM/ytI3P/TX4z9sh8/CK73jPw88Z0ZjouM/svD+yZqH4z9PuHF5MdDjP6SKiklxIuQ/+1yjGbF05D9RL7zp8MbkP6gB1bkwGeU//tPtiXBr5T9TpgZasL3lP6p4HyrwD+Y/AEs4+i9i5j+oGiDElxXoPyyE6D5gdOk/qC3yLlGf6j+DwFKgf9jrP0qRUn5Viu0/EGJSXCs87z98fB1E3NHvP8072Vbsuu8/HvuUafyj7z9uulB8DI3vP795DI8cdu8/Z5h3ABCx7z9kSdoLjSvwP5TGeBeSfvA/xEMXI5fR8D/67gCfBPfwP47jb8egEfE/Itje7zws8T+2zE0Y2UbxP2aVPel8r/E/Of7TpR9Q8j/sH4piIdPyP2DLGpNnVPM/oLWVWhsM8z/ockEiAkXyPzIw7enoffE/fu2Ysc+28D8tecbD/33wPz35LZ3I+fA/T3mVdpF18T+hMvY/VUvwPwOFE8TAz+4/kJvyRH6T7T/atHp0kknsP0Y3aAXz++o/trlVllOu6T8iPEMntGDoP0JHhTkKnOc/38RcLXgw5z98QjQh5sTmPxzACxVUWeY/uD3jCMLt5T8y5RH0xWzlPw7IL4aJmOQ/7apNGE3E4z/MjWuqEPDiP6pwiTzUG+I/7dgD9JmZ4T9xXV7j/DbhP/jhuNJf1OA/ZiGw7pki4D/o49fJZqjePwGFT7aZC90/KMvbH4dY3D/PjBXuuCLcP6550NcmTdw/eB7Dd9/Y3D9Cw7UXmGTdPw9oqLdQ8N0/1gybVwl83j+isY33wQffPygZd4bEvN0/w21rTiPx3T9cwl8WgiXeP/QWVN7gWd4/kGtIpj+O3j9vrySuTp7eP+ItwNBIYt4/YdaCAFgK3j+l5j1yJvjdP/M3MxP08N0/RIkotMHp3T9vNERd9fDdP179qeJ3M94/TMYPaPp13j89j3XtfLjePypY23L/+t4/GiFB+IE93z8I6qZ9BIDfP8T/FRhqct8/rOq2DKcQ4j81bOQm7o7kP6IF/399o+Y/lGaCo2a/5z/b+nIN1DbmPyaPY3dBruQ/9uve6JCH4z+XoHZsyGzjP1LABaMpZeM/qJIec2m34z/+ZDdDqQnkP1M3UBPpW+Q/qglp4yiu5D8A3IGzaADlP1aumoOoUuU/rICzU+ik5T8CU8wjKPflP1gl5fNnSeY/rvf9w6eb5j8EyhaU5+3mP+YjIMrwoeg/X80puuHM6T/adjOq0vfqPwRZiKS5n+w/yimIgo9R7j9J/UOwsgHwP6vlQ5+d2vA/EM5Djoiz8T9zgnDJBrzxPxtiztKOsPE/xEEs3Bal8T+bcW8/ocLxP8vuDUumFfI/+2usVqto8j8q6UpisLvyP1pm6W21DvM/YEtzsoFb8z/1P+LaHXbzP4g0UQO6kPM/HCnAK1ar8z9YQa+YO9HzP22/Ovp+EvQ/tnzmwWVL8z8AOpKJTITyP0r3PVEzvfE/k7TpGBr28D/Humm8xcvwP9g60ZWOR/E/6bo4b1fD8T/5OqBIID/yP8dpbBGHrfA/eD52F3xF7z8DVVWYOQnuP9YNf3lPzOw/QpBsCrB+6z+yElqbEDHqPx2VRyxx4+g/jhc1vdGV5z+nxMQ7HgTnP0RCnC+MmOY/4r9zI/os5j9/PUsXaMHlP4gKwWAALuU/Zu3e8sNZ5D9E0PyEh4XjPyWzGhdLseI/mWdVEhQr4j8f7K8Bd8jhP6JwCvHZZeE/KfVk4DwD4T+ueb/Pn6DgP3Sn2/pqOuA/A/Au4gjY3j+/vENIvb/dP8Yke1bqsd0/k8lt9qI93j9ebmCWW8nePycTUzYUVd8/9LdF1szg3z9eLhy7QjbgP8SAFQsffOA/k6cPPvjg3z8X/gGDqwrgP2Qo/ObaJOA/sFL2Sgo/4D/9fPCuOVngPwVEgZ0mVeA/GJXO+pQt4D9Y6a+SnAHgPwgvbP7z2t8/WIBhn8HT3z+m0VZAj8zfP/YiTOFcxd8/RXRBgiq+3z95diNxed7fP7SfRPt9EOA/K4T3Pb8x4D+kaKqAAFPgPxpNXcNBdOA/14UeJXl44D9h1dr2vbbgP+pWCBEFNeM/ctg1K0yz5T/n1ii7WJzmP6tTTeftPOU/c9BxE4Pd4z+qmrKcYUzjPwBty2yhnuM/Vj/kPOHw4z+sEf0MIUPkPwLkFd1gleQ/WLYuraDn5D+viEd94DnlPwVbYE0gjOU/Wy15HWDe5T+w/5HtnzDmPwbSqr3fguY/XKTDjR/V5j+ydtxdXyfnPwhJ9S2feec/GG1hRXL66D+SFms1YyXqP74gvsodtes/gvG9qPNm7T9Kwr2GyRjvP4jJXrJPZfA/67FeoTo+8T9Oml6QJRfyP7KCXn8Q8PI//2Z0Z5ea8z+nRtJwH4/zPwEXo366rPM/MpRBir//8z9iEeCVxFL0P5COfqHJpfQ/wgsdrc749D/xiLu400v1PyIGWsTYnvU/WpxU7pra9T9KrUIxOOf1P/SYqRUVefQ/wR4M1mHU9D9+px4NFmn3P4DQIy3o7fY/VzIFYbRI9j8vlOaUgKP1Pwn2x8hM/vQ/4Fep/BhZ9D+5uYow5bPzP5AbbGSxDvM/7qDi4rgP8T/r99hqN7vvP3gOuOv0fu4/BCWXbLJC7T8/6XAPbQHsP69rXqDNs+o/Gu5LMS5m6T+KcDnCjhjoP2/ELErE1+Y/DEIEPjJs5j+qv9sxoADmP0c9syUOleU/4S9wzTrv5D+9Eo5f/hrkP531q/HBRuM/RvamMI684j/LegEg8VniP1D/Ww9U9+E/1IO2/raU4T9aCBHuGTLhP96Ma918z+A/ZBHGzN9s4D/qlSC8QgrgP1auq3DzJt8/rHQYdWai3z+8jIWKDxfgPyHfftrrXOA/hjF4Ksii4D/sg3F6pOjgP1DWasqALuE/tihkGl104T8CG9T6lQLhP1BFzl7FHOE/nG/IwvQ24T/pmcImJFHhPzbEvIpTa+E/BL9b9f1V4T9DEz2NBSrhP4JnHiUN/uA/uDtNxeDe4D9h5MeVR9vgPwiNQmau1+A/sDW9NhXU4D9X3jcHfNDgPwCHstfizOA/qC8tqEnJ4D9DXIHC/uXgP7tANAVAB+E/MiXnR4Eo4T/PCzI+vTfhP8VK4Qz9LeE/nEEs+xvb4T9JNFRnjhvkPxgRILIa0eQ/3I1E3q9x4z9V5oAWrUXjP4BBQueVwuM/B+ypBlkq5D9cvsLWmHzkP7SQ26bYzuQ/CWP0dhgh5T9gNQ1HWHPlP7UHJheYxeU/C9o+59cX5j9grFe3F2rmP7d+cIdXvOY/DVGJV5cO5z9jI6In12DnP7r1uvcWs+c/D8jTx1YF6D9LtqLA81LpP3ro8/CByuo/QLnzzld87D8EivOsLS7uP8xa84oD4O8/yZV5tOzI8D8tfnmj16HxP5BmeZLCevI/9E55ga1T8z9WN3lwmCz0P7gfeV+DBfU/4VQGcPWU9T9RNms6o7D1P8IX0ARRzPU/Mfk0z/7n9T+i2pmZrAP2PxO8/mNaH/Y/hZ1jLgg79j/1fsj4tVb2P1oi+Hz2SPU/BA5fYdPa8z9o2L6QZ0/1P/bpzHs7WvU/PXLHsiQ09T/R1LH+w2/1P2RvZ3dJwfQ/9gkd8M4S9D+HpNJoVGTzPxk/iOHZtfI/q9k9Wl8H8j8+dPPS5FjxP7HYHV95GPA/7ccaP7D07j963vm/bbjtPwL12EArfOw/rcRipYo26z8YR1A26+jpP4jJPcdLm+g/+EsrWKxN5z/TQWxM2D/mP3K/Q0BG1OU/Dj0bNLRo5T84VR86dbDkPxU4Pcw43OM/84T4TghO4z94CVM+a+viP/yNrS3OiOI/gxIIHTEm4j8Hl2IMlMPhP4wbvfv2YOE/EKAX61n+4D+XJHLavJvgP3BFEV0akeA/uvFZ2RqV4D9L4tpJccngP7I01JlND+E/F4fN6SlV4T972cY5BpvhP+IrwIni4OE/Rn652b4m4j+s0LIpm2ziPzhioNavFOI/hoyaOt8u4j/StpSeDkniPx7hjgI+Y+I/g7Ar0VJx4j8sPcqHblLiP2uRqx92JuI/quWMt3364T/qX2SLR9DhP5II31uuzOE/OrFZLBXJ4T/iWdT8e8XhP4kCT83iweE/MavJnUm+4T/YU0RusLrhP4D8vj4Xt+E/0Ri+iX+74T9J/XDMwNzhP8SRRVcB9+E/u9D0JUHt4T8a+wEIgezhP4kyZJI8Z+I/UEsXqdwF4z/y2j27gxfjPyXxWU6Cq+M/pcQVhiwj5D8lmNG91prkP2I9oXBQCOU/tw+6QJBa5T8N4tIQ0KzlP2S06+AP/+U/uYYEsU9R5j8QWR2Bj6PmP2UrNlHP9eY/vP1OIQ9I5z8S0GfxTprnP2iigMGO7Oc/vXSZkc4+6D8UR7JhDpHoPzKwKRfm3+k/+oAp9buR6z/AUSnTkUPtP4UiKbFn9e4/pnmUx55T8D8IYpS2iSzxP2xKlKV0BfI/zzKUlF/e8j80G5SDSrfzP9D+jiWQO/Q/4ilJ1bxn9D93Kvec+9/0P8g2eU5CDvU/ORjeGPAp9T+p+ULjnUX1Pxrbp61LYfU/irwMePl89T/8nXFCp5j1P2x/1gxVtPU/bJetyLSq9D8eGo3tyJPzP09DxaA7MPU/4iyT6isG9j86k3hxAa31PyjUpVEV+vQ/GBXTMSlH9D8HVgASPZTzP/WWLfJQ4fI/5dda0mQu8j/SGIiyeHvxP4RhFRp8yvA/LgQwakc48D9hgX2Sa2rvP++XXBMpLu4/dq47lObx7D8DxRoVpLXrPxagVDuoa+o/hCJCzAge6T/0pC9dadDnP2AnHe7JguY/OL+rTuyn5T/WPINCWjzlP496zqavceQ/nxNKbYLf4z8kmKRc5XzjP6oc/0tIGuM/LqFZO6u34j+0JbQqDlXiPzmqDhpx8uE/vi5pCdSP4T/c0fuHLI7hP1C848jLn+E/xabLCWux4T8RmgHJxKbhPz6KKVmvweE/pNwiqYsH4j8KLxz5Z03iP26BFUlEk+I/1NMOmSDZ4j85Jgjp/B7jP594ATnZZOM/cKlssskm4z++02YW+UDjPwr+YHooW+M/Vihb3ld14z/TnJoXUnfjP1a7OBrfTuM/lA8asuYi4z/UY/tJ7vbiPxK43OH1yuI/xyz2IRW+4j9v1XDye7riPxV+68LituI/viZmk0mz4j9mz+BjsK/iPw14WzQXrOI/tSDWBH6o4j9eyVDV5KTiPwVyy6VLoeI/2bmtk0Gy4j9tWx82d7PiP4KbD2A6vOI//Gt/T6nR4j8TzncUbQrjP4pFKBZ1g+M/S3Qt7RgM5D/LR+kkw4PkP0obpVxt++Q/yu5glBdz5T++jpjaR+blPxRhsaqHOOY/aTPKeseK5j/ABeNKB93mPxXY+xpHL+c/bKoU64aB5z/CfC27xtPnPxlPRosGJug/biFfW0Z46D/E83crhsroP47IzG/9IOk/tEhfGyCn6j97GV/59VjsP0LqXtfLCu4/BrtetaG87z/nRa/JO7fwP0our7gmkPE/rhavpxFp8j+SXoyRZNfyP6SJRkGRA/M/uLQA8b0v8z/mSjx9IXDzP7ayJykX+fM/PTeHYuFr9D+uGOwsj4f0Px/6UPc8o/Q/kNu1weq+9D8AvRqMmNr0P3Kef1ZG9vQ/4X/kIPQR9T96DGMUcwz0PwSFk/2cdPM/Nq7LsA8R9T8NsKd8Ltj1PxkSMFreLvU/I3S4N46F9D8u1kAVPtzzPzs4yfLtMvM/RJpR0J2J8j9Q/NmtTeDxP6AggDCOWvE/2ho6vHPB8D8RFfRHWSjwP0nKDTSTUe8/CaIgCptj7j/tZ57noWftP3h+fWhfK+w/FPlYQGXu6j+De0bRxaDpP/P9M2ImU+g/XoAh84YF5z/OAg+E57flPwi9X4EmB+U/TKKbi/xw5D/SJvZ6Xw7kP1arUGrCq+M/3C+rWSVJ4z9gtAVJiObiP+Y4YDjrg+I/TF7msj6L4j/ASM7z3ZziPzUztjR9ruI/qB2edRzA4j/hgbZq0s3iP2tCqbhuuOI/FtXwomvE4j+ZhHG4yf/iP//WagimReM/ZClkWIKL4z/Ke12oXtHjPy/OVvg6F+Q/lCBQSBdd5D+m8DiO4zjkP/QaM/ISU+Q/QEUtVkJt5D+Mbye6cYfkPz7lxRRId+Q/fTmnrE9L5D+8jYhEVx/kP/vhadxe8+M/OjZLdGbH4z/4UA3oe6/jP6D5h7jiq+M/SKICiUmo4z/vSn1ZsKTjP5jz9ykXoeM/P5xy+n2d4z/nRO3K5JnjP4/tZ5tLluM/CL7+j8eW4z+s+jNuRqfjP8ycgR48rOM/t2uNsX/C4z+vWAsJFNnjP4RXCtBCC+Q/+2WitS1z5D9z2NVhM7zkP+tKCQ45BeU/b554+wNc5T/vcTQzrtPlP29F8GpYS+Y/7hisogLD5j9vsqgUfxbnP8WEweS+aOc/HFfatP665z9xKfOEPg3oP8b7C1V+X+g/GgEZnPCx6D/hQBBeJArpP6aAByBYYuk/cEBV3sCr6T804ZQfWm7rP/qxlP0vIO0/woKU2wXS7j/DKcrc7UHwPycSysvYGvE/Vr6J/Thz8T9r6UOtZZ/xP34U/lySy/E/kT+4DL/38T+lanK86yPyPyrTbAk9ifI/+TpYtTIS8z/KokNhKJvzPyYZ+kAu5fM/lvpeC9wA9D8H3MPViRz0P3i9KKA3OPQ/6J6NauVT9D9ZgPI0k2/0P4uBGGAxbvM/7O+ZDXFV8z8eGdLA4/H0P+49XxDg1fQ/+p/n7Y8s9D8DAnDLP4PzPw9k+Kjv2fI/GsaAhp8w8j8kKAlkT4fxP9SRo7NXH/E/LhfVUs0p8T8u1F5ea7jwP2bOGOpQH/A/dLSovY8g7z80jLuTlzLuP/NjzmmfRO0/tDvhP6dW7D91Tr882GTrP3/UStaCI+o/8FY4Z+PV6D9b2SX4Q4jnP4imebJmDOY/+DDtqXYC5T9+tUeZ2Z/kPwM6oog8PeQ/iL78d5/a4z8OQ1dnAnjjP7nq0N1QiOM/LNW4HvCZ4z+hv6Bfj6vjPxWqiKAuveM/ipRw4c3O4z/9flgibeDjPzgqXlp83+M/wupQqBjK4z/KVHv/EM3jP4wswMcH+OM/8n65F+Q95D9W0bJnwIPkP7wjrLecyeQ/InalB3kP5T+HyJ5XVVXlP983BWr9SuU/LWL/zSxl5T95jPkxXH/lP1IJRUt+k+U/aGM0p7hz5T+otxU/wEflP+cL99bHG+U/JGDYbs/v5D9ktLkG18PkPy11JK7ioOQ/1R2ffkmd5D99xhlPsJnkPyRvlB8XluQ/zBcP8H2S5D90wInA5I7kP51uGW9DnOQ/QKtOTcKs5D/k54MrQb3kP9pS86t3zeQ/Jp9XErHQ5D9x67t46tPkP2RFl8J+4OQ/9+CcixgM5T/6ZDvNO2DlP3HXbnlBqeU/6UmiJUfy5T9gvNXRTDvmP9ouCX5ShOY/UaE8KljN5j8TnH9BmSPnP5RvO3lDm+c/ywOgfnb05z8h1rhOtkboP2ekGHcemug/LeQPOVLy6D/zIwf7hUrpP7lj/ry5ouk/f6P1fu366T9TuN1MhDbqP0y7vf9iHOw/fErKAWrn7T9EG8rfP5nvPxkeh2kND/A/LUlBGTo78D9AdPvIZmfwP1SftXiTk/A/Z8pvKMC/8D969SnY7OvwP5nzseliGfE/aVudlVii8T85w4hBTivyPwordO1DtPI/2ZJfmTk98z8M+2wfe17zP33c0ekoevM/7b02tNaV8z9en5t+hLHzP86AAEkyzfM/m/bNq+/P8j/TWqAdRTbzP8JpjsbhfPQ/y8sWpJHT8z/WLZ+BQSrzP+CPJ1/xgPI/7PGvPKHX8T/4UzgaUS7xP3TSX0Pa2vA/zVeR4k/l8D8m3cKBxe/wP4ONgwBjr/A/u4c9jEgW8D/oA+8vXPruP192Vh2UAe4/Hk5p85sT7T/fJXzJoyXsP579jp+rN+s/XtWhdbNJ6j8mmD1A0m7oPyIc8MS2zeY/e4IC38Bh5T92r8P6+D/lP7DI86a2zuQ/tIzTx8Nz5D8od7sIY4XkP5xho0kCl+Q/EUyLiqGo5D+FNnPLQLrkP/ogWwzgy+Q/bgtDTX/d5D/i9SqOHu/kP1XgEs+9AOU/k9IFSibx5D/AUu4d593kP2lE/Uet2uQ/6QYeXQT55D/oJggnIjblP0x5AXf+e+U/ssv6xtrB5T8YHvQWtwfmP31w7WaTTeY/FH/RRRdd5j9iqcupRnfmP67TxQ12keY/nvWzkX2Z5j+Q4aI5KXDmP841hNEwROY/DoplaTgY5j9N3kYBQOzlP4wyKJlHwOU/y4YJMU+U5T8GQrZEsI7lP67qMBUXi+U/h+L+b0CR5T8sHzROv6HlP9BbaSw+suU/dJieCr3C5T8Y1dPoO9PlP7wRCce64+U/M1XJn+zx5T9+oS0GJvXlP8jtkWxf+OU/Ezr20pj75T8k4pIUl//lP+etN6ZVSOY/qnncNxSR5j9uRYHJ0tnmPzERJluRIuc/9dzK7E9r5z+5qG9+DrTnP3p0FBDN/Oc/P0C5oYtF6D8BDF4zSo7oP3iHDxSA2ug/PccG1rMy6T8DB/6X54rpP8lG9Vkb4+k/jobsG0876j8y0cFv9YbqPzQwZrtHweo/fPeN7Bm97D8Li4iXubHtP2v01O5b9O0/y10hRv427j8qx22doHnuP4swuvRCvO4/gapOiIIP7z+mAMPn22fvP85WN0c1wO8/23vidX4y8D+r480hdLvwP3tLuc1pRPE/TLOkeV/N8T8bG5AlVVbyP4P7ejMavPI/9Nzf/cfX8j9kvkTIdfPyP9afqZIjD/M/RoEOXdEq8z+sa4P3rTHyP7vFpi0ZF/M/ofdFWpN68z+qWc43Q9HyP7e7VhXzJ/I/wR3f8qJ+8T/Mf2fQUtXwPxQTHNNclvA/bphNctKg8D/HHX8RSKvwPyGjsLC9tfA/2Eaoolqm8D8QQWIuQA3wP5N2OHRL6O4/jGDxppDQ7T9KOAR9mOLsPwoQF1Og9Os/yOcpKagG6z+Kvzz/rxjqP0qXT9W3Kuk/8xIoDnAz5j+nO4nVqPzlP31qae2KfuU/lAOmM3WC5T8J7o10FJTlP33YdbWzpeU/8cJd9lK35T9mrUU38sjlP9iXLXiR2uU/TYIVuTDs5T/CbP35z/3lPzdX5TpvD+Y/Xrq66zMY5j/oeq050ALmPxxusrAr/eU/xF/B2vH55T+chqi5qQHmP9rOVjZgLuY/PiFQhjx05j+kc0nWGLrmPwvGQib1/+Y/bxg8dtFF5z9Kxp0hMW/nP5bwl4Vgiec/5BqS6Y+j5z94CzA0kpjnP7ZfEcyZbOc/97PyY6FA5z81CNT7qBTnP3RctZOw6OY/s7CWK7i85j/xBHjDv5DmPxeTGU+8luY/vM9OLTun5j9gDIQLurfmPwRJuek4yOY/qYXux7fY5j9NwiOmNunmP/D+WIS1+eY/lTuOYjQK5z+KV5+TYRbnP9WjA/qaGec/V1qhRPIZ5z9tGK5E8hnnP4TWukTyGec/c0lKY1kh5z8kWDgIwFvnP+cj3Zl+pOc/q++BKz3t5z9uuya9+zXoPzGHy066fug/9VJw4HjH6D+3HhVyNxDpP3rquQP2WOk/PrZelbSh6T8CggMnc+rpP8ZNqLgxM+o/iBlNSvB76j9mqdp65NPqPxVJSt64Ees/S2RCC9xT6z+1gBKjTb3sPxXqXvrv/+w/dVOrUZJC7T/VvPeoNIXtPzUmRADXx+0/lo+QV3kK7j/2+NyuG03uP1diKQa+j+4/tst1XWDS7j8CW601Pj7vP9zX/Fsfqe8/vtPpWYVd8D+OO9UFe+bwP16jwLFwb/E/LQusXWb48T9s3e0RZzXyP9y+UtwUUfI/TaC3psJs8j+9gRxxcIjyP77gOENsk/E/ozCtPe338j+Chf3tRHjyP4znhcv0zvE/l0kOqaQl8T+hq5aGVHzwP7RT2GLfUfA/DdkJAlVc8D9nXjuhymbwP8DjbEBAcfA/Gmme37V78D907s9+K4bwP2X6htA3BPA/PemBuDrW7j+w3fXPBaTtP3YinwaVsew/Nfqx3JzD6z/00cSypNXqP7Sp14is5+k/doHqXrT56D827/n0FwnoP69E5dlHqOY/9Uu1HiWW5j9YkxXtZqLmP1xPSCFltOY/0jkwYgTG5j9GJBijo9fmP7oOAORC6eY/LvnnJOL65j+i489lgQznPxfOt6YgHuc/i7if578v5z+1YmLb3SnnP8+XZxmqH+c/eIl2Q3Ac5z8he4VtNhnnP8lslJf8Fec/uDhLF50t5z8xyZ6VemznP5YbmOVWsuc//W2RNTP45z9iwIqFDz7oP4MNav1Kgeg/0DdkYXqb6D8dYl7FqbXoP6OJnsYCleg/4t1/Xgpp6D8hMmH2ET3oP2CGQo4ZEeg/ntojJiHl5z+yWlM0jbrnP6SlQQr+uOc/87ye6jW95z+X+dPItM3nPzw2Cacz3uc/4HI+hbLu5z+Er3NjMf/nPynsqEGwD+g/zCjeHy8g6D9wZRP+rTDoP7rP+/uzNug/0I0I/LM26D/oSxX8szboP/4JIvyzNug/Esgu/LM26D+T44LUNDvoP6DuwSg7ROg/YwI5aipv6D8ozt376LfoP+qZgo2nAOk/rmUnH2ZJ6T9wMcywJJLpPzT9cELj2uk/98gV1KEj6j+6lLplYGzqP39gX/ceteo/QiwEid396j+2ZkqBZ3rrP7TBHEfp3us/legbLBXd6z9OE6uOuNbrP77f6AWEC+w/Hkk1XSZO7D9+soG0yJDsP90bzgtr0+w/PoUaYw0W7T+e7ma6r1jtP/5XsxFSm+0/X8H/aPTd7T+hCrUSeFruP2K/ERB/7e4/RHlz3rnl7j/7tzTMQe3uP5yHCyQt/+8/nSvxPYyI8D9sk9zpgRHxP+Dd+yUGk/E/Ub9g8LOu8T/CoMW6YcrxPzKCKoUP5vE/U3J7mk488T9TsSykRh/yP14TtYH2dfE/aHU9X6bM8D9018U8ViPwP1OUlPJhDfA/rRnGkdcX8D8Gn/cwTSLwP2AkKdDCLPA/uqlabzg38D8UL4wOrkHwP220va0jTPA/dGdX5V727z/oW8v8KcTuP1pQPxT1ke0/nww6kJGA7D9h5ExmmZLrPyC8XzyhpOo/4JNyEqm26T+ia4XosMjoP0BHvYpi3uc/8WdKBhnE5z/fYhoGGcTnP3ii3npgw+c/trACzrXU5z8qm+oOVebnP56F0k/09+c/EnC6kJMJ6D+GWqLRMhvoP/tEihLSLOg/by9yU3E+6D/kGVqUEFDoP4fBHIIoQug/L7MrrO4+6D/XpDrWtDvoP4CWSQB7OOg/KYhYKkE16D9wuNVzQjboPydx7aS4ZOg/jMPm9JSq6D/zFeBEcfDoP1ho2ZRNNuk/uFQ22WST6T8GfzA9lK3pP2lOzQupu+k/ygcNWXOR6T8IXO7wemXpP0iwz4iCOek/hwSxIIoN6T8CfWlL0ujoP/bHVyFD5+g/6hJG97Pl6D/eXTTNJOToP3AjWWQu9Og/FWCOQq0E6T+4nMMgLBXpP1zZ+P6qJek/ARYu3Sk26T+mUmO7qEbpP1PO/TcBUek/RsFvs3VT6T9ef3yzdVPpP3Q9ibN1U+k/ivuVs3VT6T+guaKzdVPpP659u0UQVek/uYj6mRZe6T/HkznuHGfpP6GsOcyUguk/ZHjeXVPL6T8oRIPvERTqP+oPKIHQXOo/rtvMEo+l6j9yp3GkTe7qP7BppHO4TOs/+J3lwybW6z9A0iYUlV/sP7zIzWWOsew/cD+dP6qx7D8itmwZxrHsP9YsPPPhsew/iaMLzf2x7D+AM++Bh37sP3zC4RHPAOw/6HqkbqEh7D9K5PDFQ2TsP6lNPR3mpuw/CreJdIjp7D9pINbLKiztP1+nW8qRBe4/wCN26r+c7j+j3de4+pTuP4eXOYc1je4/bFGbVXCF7j++Z0OUT0PvP68bDXadKvA/gIP4IZOz8D/Jv24EUwzxPzqh084AKPE/qoI4ma5D8T873YGqIh3xPzM/5Df4HPE/P6FsFahz8D+RBurlr5TvP+apoQTJke8/m7QEQ7Sm7z9Nv2eBn7vvPwHKyr+K0O8/tNQt/nXl7z9n35A8YfrvPw31eT2mB/A/Znqr3BsS8D8e2qApTuTvP5LOFEEZsu4/BMOIWOR/7T/K9tQZjk/sP4zO5++VYes/Sqb6xZ1z6j8F3+l4O4jpP2iitPXF7eg/cD7mBTrx6D94So0FOvHoP37GYgU68eg/hEI4BTrx6D+i6Cgm7PLoPyyTP3NVBuk/8uaM/EQY6T9m0XQ95CnpP9q7XH6DO+k/TqZEvyJN6T/EkCwAwl7pPznr0eqmZOk/4tzgFG1h6T+Lzu8+M17pPzPA/mj5Wuk/3LENk79X6T+Foxy9hVTpPy6VK+dLUek/imp40TVi6T9/azUE06LpP+a9LlSv6Ok/ShAopIsu6j/xmwK1fqXqPz7G/Biuv+o/tTGaU9y56j/1hXvr443qPzTaXIPrYeo/cy4+G/M16j9Yn39iFxfqP0vqbTiIFeo/QDVcDvkT6j8zgErkaRLqPybLOLraEOo/TE3e/6ca6j/wiRPeJivqP5TGSLylO+o/OQN+miRM6j8yxgv0z1vqP6yZzw4PZuo/wfTWajdw6j/YsuNqN3DqP+5w8Go3cOo/BC/9ajdw6j8b7QlrN3DqPzGrFms3cOo/R2kjazdw6j/aIjML8nfqP+Ytcl/4gOo/9Dixs/6J6j/hVjou/5XqP6Qi37+93uo/aO6DUXwn6z/6oD+2d6jrP0LVgAbmMew/ignCVlS77D+c4WM1mT7tP09YMw+1Pu0/A88C6dA+7T+2RdLC7D7tP2m8oZwIP+0/HTNxdiQ/7T/OqUBQQD/tP1o/uawHO+0/kGg9Oesk7T/GkcHFzg7tP9KRScE3p+w/ziA8UX8p7D8SFmDXvjfsPwSPeisMl+w/G0QCgquw7T8eiNrEAEzuPwJCPJM7RO4/5vudYXY87j/Itf8vsTTuP61vYf7rLO4/3Ud7BHKH7j9+F1JcXZnvP49zFFqkVfA/r6Hh4p+F8D8gg0atTaHwPwdrE+75w/A/EM2by6ka8D9zILfl4vPuPyUrGiTOCO8/2jV9Yrkd7z+MQOCgpDLvPz9LQ9+PR+8/8lWmHXtc7z+mYAlcZnHvP1prbJpRhu8/DHbP2Dyb7z+/gDIXKLDvP3OLlVUTxe8/O0FehQig7j+uNdKc023tPx4qRrSeO+w/ynYWZxQy6z8BM4X+3IPqP2Lzbb+cGeo//IWtBVse6j+uIScFWx7qPwUt0ARbHuo/CqmlBFse6j8QJXsEWx7qPxShUARbHuo/TjLexXcb6j+q5l+pfCvqPzaRdvblPuo/wTuNQ09S6j9O5qOQuGXqP9mQut0heeo/uC+9Uh6D6j9B+KSnsYDqP+rps9F3feo/k9vC+z166j87zdElBHfqP+S+4E/Kc+o/jbDveZBw6j82ov6jVm3qP3QThBMRm+o/22V9Y+3g6j9AuHazySbrPybjzpCYt+s/dA3J9MfR6z/drwjmTLbrPxwE6n1Uius/W1jLFVxe6z+qwZV5XEXrP54MhE/NQ+s/kldyJT5C6z+EomD7rkDrP3jtTtEfP+s/bDg9p5A96z8kd2ObIUHrP8mzmHmgUes/bfDNVx9i6z+Ikd3K3XDrPwJloeUce+s/fjhlAFyF6z9N5koi+YzrP2OkVyL5jOs/eWJkIvmM6z+PIHEi+YzrP6XefSL5jOs/vJyKIvmM6z/SWpci+YzrP/W8a3zNkes/Aciq0NOa6z8P0+kk2qPrPxveKHngrOs/QNja+DYE7D+HDBxJpY3sP9BAXZkTF+0/F3We6YGg7T8uccnev8vtP+DnmLjby+0/lF5okvfL7T9H1TdsE8ztP/hLB0YvzO0/rMLWH0vM7T9gOab5ZsztPxKwddOCzO0/2tIs0mDH7T8P/LBeRLHtP0YlNesnm+0/fU65dwuF7T+xdz0E727tPyVhsXCgTe0/H/CjAOjP7D/Z4Kg5xVvtP33sPp9B++0/YKagbXzz7T9EYAI8t+vtPygaZAry4+0/DtTF2Czc7T/vjSenZ9TtP9RHiXWizO0/oveJzH/d7j9ORN/tfcbvPy8HqYLZ/e8/zvGVA1eD7z+yoS8F6GruP2WskkPTf+4/Gbf1gb6U7j/NwVjAqanuP4DMu/6Uvu4/M9cePYDT7j/l4YF7a+juP5ns5LlW/e4/TPdH+EES7z8AAqs2LSfvP7MMDnUYPO8/ZhdxswNR7z/ks6fJ943uP1ioG+HCW+0/xcqx7LUt7D/+hiCEfn/rP1hEJ4lzRes/hc10BXxL6z81ae4EfEvrP+YEaAR8S+s/jA8TBHxL6z+Si+gDfEvrP5cHvgN8S+s/nYOTA3xL6z+j/2gDfEvrP0QJNfLeRus/JDqA36NQ6z+x5JYsDWTrPzyPrXl2d+s/xznExt+K6z+WDFuJWZTrP8f/xeU4mOs/+PIwQhic6z/u9oaOgpnrP5folbhIlus/QNqk4g6T6z/oy7MM1Y/rP5G9wjabjOs/Xpyli86W6z/ODcxyK9nrPzJgxcIHH+w/XCqbbLLJ7D81p+aF1N3sPwMud3i9suw/RIJYEMWG7D/746uQoXPsP+8ummYScuw/43mIPINw7D/WxHYS9G7sP8sPZehkbew/vlpTvtVr7D+ypUGURmrsP6XwL2q3aOw/od0dFRp47D/eXK+h64XsP1kwc7wqkOw/1AM312ma7D9Q1/rxqKTsP9rXvtm6qew/8JXL2bqp7D8GVNjZuqnsPxsS5dm6qew/MtDx2bqp7D9Jjv7ZuqnsP15MC9q6qew/EFek7air7D8dYuNBr7TsPyptIpa1vew/zUO3i2Tp7D8WePjb0nLtP12sOSxB/O0/DIpfrspY7j+/AC+I5ljuP3N3/mECWe4/Ju7NOx5Z7j/ZZJ0VOlnuP4vbbO9VWe4/PlI8yXFZ7j/wyAujjVnuP6Q/23ypWe4/VraqVsVZ7j9ZZqD3uVPuP4+PJISdPe4/xrioEIEn7j/74SydZBHuPzILsSlI++0/aDQ1tivl7T+eXblCD8/tP9SGPc/yuO0/3FCjeYKq7T/ACgVIvaLtP6TEZhb4mu0/hn7I5DKT7T9qOCqzbYvtP0/yi4Gog+0/MaztT+N77T8VZk8eHnTtP8nXwTyiIe4/lOuHaiiZ7j/Fb1ehbdXtP6YtC2PY9u0/WjhuocML7j8MQ9HfriDuP8BNNB6aNe4/dFiXXIVK7j8mY/qacF/uP9ltXdlbdO4/jnjAF0eJ7j9AgyNWMp7uP/ONhpQds+4/ppjp0gjI7j9Zo0wR9NzuP44m8Q3ne+4/AhtlJbJJ7T/62rsJIHvsP06V4FJKcew/DRU8BZ147D++sLUEnXjsP25MLwSdeOw/HuioA5147D8W8lUDnXjsPxtuKwOdeOw/H+oAA5147D8mZtYCnXjsPyviqwKdeOw/7tqYUl937D854IseRnLsP6CNoBXLdew/LDi3YjSJ7D+34s2vnZzsP3Tp+L+Upew/pdxjHHSp7D/Wz854U63sPwjDOdUysew/ObakMRK17D+d9Wh1U7LsP0Xnd58Zr+w/7tiGyd+r7D+XypXzpajsP8G1GoJp0ew/JQgU0kUX7T+VcWdIzNvtP/BXBHMm2+0/L6zlCi6v7T9QBsKn5qHtP0VRsH1XoO0/OZyeU8ie7T8s54wpOZ3tPyAye/+pm+0/E31p1Rqa7T8IyFeri5jtP/sSRoH8lu0/7100V22V7T82KIF4+ZrtP7L7RJM4pe0/Lc8Irnev7T+ooszItrntPyN2kOP1w+0/askykXzG7T+Ahz+RfMbtP5ZFTJF8xu0/rANZkXzG7T/DwWWRfMbtP9l/cpF8xu0/8D1/kXzG7T8F/IuRfMbtPzz8G7OKzu0/SQdbB5HX7T+n49RuAFjuP+8XFr9u4e4/oBnFV/Hl7j9SkJQxDebuPwYHZAsp5u4/uH0z5UTm7j9r9AK/YObuPx5r0ph85u4/0eGhcpjm7j+EWHFMtObuPzfPQCbQ5u4/6kUQAOzm7j+dvN/ZB+fuP9v5Ex0T4O4/ECOYqfbJ7j9GTBw22rPuP3x1oMK9ne4/s54kT6GH7j9qaiX7x3LuP6wi2KzQcu4/7NqKXtly7j8ukz0Q4nLuP0LlrbXdXe4/AAl+275C7j+/LE4BoCfuP35QHieBDO4/PXTuTGLx7T/9l75yQ9btP7y7jpgku+0/et9evgWg7T9+Wl73f5ntPy8O6XBzme0/XrQhiO6Y7T9LxEn/s5ftP/7OrD2frO0/s9kPfIrB7T9m5HK6ddbtPxjv1fhg6+0/yvk4N0wA7j9+BJx1NxXuPzIP/7MiKu4/5Bli8g0/7j+YJMUw+VPuP0svKG/kaO4/OJk6UtZp7j+fTqngk5XtP0nmmRwhne0/9H2KWK6k7T9I+HwEvqXtP/mT9gO+pe0/qi9wA76l7T9by+kCvqXtP6DUmAK+pe0/p1BuAr6l7T+szEMCvqXtP7FIGQK+pe0/t8TuAb6l7T+8QMQBvqXtP+ex737Gou0/M7fiSq2d7T8e4cBL8prtP6mL15hbru0/VsaW9s+27T+IuQFTr7rtP7isbK+Ovu0/6p/XC27C7T8ck0JoTcbtP0yGrcQsyu0/fnkYIQzO7T9N9EpcJMvtP/flWYbqx+0/Mc7SRWfL7T8bsGLhgw/uP8q4MyTm7e4/F9ZyBZfX7j+jKNi+K9DuP5ZzxpSczu4/ir60ag3N7j9+CaNAfsvuP1xXUOtXyu4/BAZR61fK7j+utFHrV8ruP1ZjUutXyu4/ABJT61fK7j+owFPrV8ruP1FvVOtXyu4/+x1V61fK7j/+bZ6fxM7uP3pBYroD2e4/4PyZS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doXtj/MmNE9Ifq3P2YRlkYMb7k//4laT/fjuj+YAh9Y4li8PzJ742DNzb0/zPOnabhCvz8wNja50VvAP31ymD1HFsE/kM6ClOuTwz+Aisy0o2fGPweyJ+8E1so/d2FYlbdUzz96iMQdtenRPzPg3HAOKdQ/7jf1w2do1j+mjw0XwafYP1/nJWoa59o/u0K3vfAL3T/wu9i/QVbeP+q7PBgGn98/TygviTP13T+ulCH6YEvcPxIBFGuOodo/8riAX/Vn2T/UivZOnonaP6NkEbyumNs/eT4sKb+n3D9IGEeWz7bdPxzyYQPgxd4/aPoe9APj3z8XvQxSAJfgP/z8Cap+POE/3jwHAv3h4T/EfARae4fiP6a8AbL5LOM/ifz+CXjS4z80GpOH5qzkP9+IH2CYi+U/w7N14E1k5j9mscJcouvmPwyvD9n2cuc/uAEQVyTs5z9Y3Rr7WGLoPyMHPtXjveg/TFonarkn6T9RhyFKZMnpP1IrCt7+a+o/MVIo8NoU6z8NeUYCt73rP+mfZBSTZuw/x8aCJm8P7T+k7aA4S7jtP9xz4JJcg+4/Va8j9TpS7z9ndbOrjBDwPyQT1dz7d/A/4LD2DWvf8D+dThg/2kbxP2ZmZmZmZu6/PSRZ9+bA7b8T4kuIZxvtv77rw6pkcey/fthGaUzD6788xcknNBXrv/yxTOYbZ+q/pycyYZC96b+geEqk7xnpv5jJYudOdui/kBp7Kq7S57+Ia5NtDS/nv4C8q7Bsi+a/eA3E88vn5b9wXtw2K0Tlv2qv9HmKoOS/YAANven8478YZhzckVfjv8YGBk/Ti+K/0ikMAEaF4b9s5/jA86Xgv8hAXQOgsN+//lc9IG0V3r9J27+F54vcv5heQuthAtu/WeKthe542b8CrTWbyAnYv6t3vbCimta/VUJFxnwr1b8CDc3bVrzTv6vXVPEwTdK/VKLcBgve0L/62cg4yt3Ov05v2GN+/8u/Jbi7OJw3yb+mHzKzjd/Gv+J+gqBMKcC/rkf+go5nsb9AU8WBR9SOv6TlGUX5ZKM/IZBSNYI/tz9Fgy7aPiK/P7BZFNuB/8E/EIVQXcISxD9dwbLhN83EP6n9FGath8U/9zl36iJCxj9CdtlumPzGP42yO/MNt8c/wDZOmsafyT+p8pe6fnPMP5iu4do2R88/P7WVfXcN0T+YGY5ZBy3TP1ZxpqxgbNU/Dsm+/7mr1z/LINdSE+vZP4V476VsKtw/OdAH+cVp3j/s9+hbvTfgP4a0+dzl3OA/998SkGIu4T8qFoxIeVngP7CYCgIgCd8/FgX9ck1f3T94ce/jerXbP3clek+YIts/SP+UvKgx3D8c2a8puUDdP+2yypbJT94/wYzlA9pe3z9IM4A49TbgPzGgDW99vuA/9Vopg+5Y4T/YmibbbP7hP73aIzPro+I/mhB1GyFx4z9GfwH00k/kP/XtjcyELuU/6jGWySP95T/ulbKYqHTmP/P5zmct7OY/+F3rNrJj5z/+wQcGN9vnPyWcHExNQ+g/7sU/Jtie6D9Awy8/jSvpP0jwKR84zek/Sx0k/+Ju6j9OwQyTfRHrPyzoKqVZuus/Bg9JtzVj7D/mNWfJEQztP8FchdvttO0/noOj7cld7j/WCeNH2yjvP05FJqq59+8/ZMA0Bkxj8D8hXlY3u8rwP937d2gqMvE/ZmZmZmZm7r89JFn35sDtvxPiS4hnG+2/vuvDqmRx7L9+2EZpTMPrvz3FySc0Feu//LFM5htn6r+8ns+kA7npv3qLUmPrCum/Up3tRlpl6L9L7gWKucHnv0M/Hs0YHue/PJA2EHh65r804U5T19blvyoyZ5Y2M+W/I4N/2ZWP5L8b1Jcc9evjv+ZOn7YyQuO/YtadzHx+4r9u+aN973fhv3ocqi5iceC/QRbxn2wU378ziFwhJXndv7/opaGw59u/DGwoByte2r9Z76pspdTYv6VyLdIfS9e/iGdM31nK1b8yMtT0M1vUv938WwoO7NK/iMfjH+h80b8xkms1wg3Qv7S55pU4Pc2/BU/2wOxeyr9b5AXsoIDHv8MV/W4ausO/Wo40Sy/nub8o4t1wU7Sov2DDaqW9LXM/8JI42sJ/rT/D5uH/5ky8P+LNpV1RFsQ/6+Wiy7OExj/6/Z85FvPIPwgWnad4Ycs/BXoaoOnizD9RtnwkX53NP57y3qjUV84/7J4ZoKGrzz9srTHgrD/RP2GLVvCIqdI/WWl7AGUT1D9KR6AQQX3VPz4lxSAd59Y/NFqIOwzv2D/qsaCOZS7bP6oJueG+bd0/YGHRNBit3z+K3PTDOPbgP3tO9liC6eE/FQsH2qqO4j/4YQcUQo3iPyqYgMxYuOE/Ws75hG/j4D+MBHM9hg7gP3p12Os5c94/W0NoVzES3T/smRi9osrcP8BzMyqz2d0/kU1Ol8Po3j9lJ2kE1PffP5sAwjhyg+A/g21Pb/oK4T9u2tylgpLhPwMHV69bNeI/sHXjhw0U4z9c5G9gv/LjPwhT/Dhx0eQ/SJWV66p05T8w8o14NuzlPzZWqke7Y+Y/OLrGFkDb5j8/HuPlxFLnPyYx+8K2yOc/8FoenUEk6D8x/z00to3oPzYsOBRhL+k/PFky9AvR6T9BhizUtnLqP0izJrRhFOs/SFcPSPy26z8kfi1a2F/sPwOlS2y0CO0/4MtpfpCx7T+88oeQbFruP5kZpqJIA+8/0J/l/FnO7z+mbZQvnE7wP2ELtmALtvA/HqnXkXod8T9mZmZmZmbuvz0kWffmwO2/E+JLiGcb7b++68OqZHHsv37YRmlMw+u/PcXJJzQV67/8sUzmG2fqv7yez6QDuem/eotSY+sK6b85eNUh01zovwbCkOnEsOe//RKpLCQN57/2Y8Fvg2nmv+602bLixeW/5gXy9UEi5b/fVgo5oX7kvycPLfCH2uO/tjcikdMs47/+pTVKJnHivwrJO/uYauG/FuxBrAtk4L9FHpC6/Lrev61d8L3x3Ny/M/aLvXlD27+CeQ4j9LnZv878kIhuMNi/GoAT7uim1r9kA5ZTYx3Vv7KGGLndk9O/u+zqOMUb0r9kt3JOn6zQvxoE9cfyes6/bpkE86acy7/CLhQeW77IvxbEI0kP4MW/dmq1CWgzwb++N6WAytm0v9RpfrcTM52/TAuYkwIBmT8YoKs3Rs2zP66eOOUlrcA/Um2brqhzxz8pcjG85QnLPziKLipIeM0/SKIrmKrmzz8qXRSDhirRPzLpErq3YdI/kIPyUr7b0j+CYRdjmkXUP3g/PHN2r9U/bR1hg1IZ1z9j+4WTLoPYP1fZqqMK7dk/SrfPs+ZW2z9AlfTDwsDcP8magh0Rsd4/Q3lNODV44D8fpdnh4ZfhP/rQZYuOt+I/C6UDVkeb4z+lYRTXb0DkP/nj+5ch7OM/Kxp1UDgX4z9aUO4IT0LiP42GZ8FlbeE/ZPxziBun4D/9LMGUd/HfPzZhmhi4lN4/ZQ63Kq1y3j806NGXvYHfPwRhdgJnSOA/7c0DOe/P4D/VOpFvd1fhP8CnHqb/3uE/w9pR9Pm24j9xSd7Mq5XjPxy4aqVddOQ/HK2EyDDs5D9yTmlYxGPlP3ayhSdJ2+U/ehai9s1S5j9+er7FUsrmP4Te2pTXQec/8u/8E6up5z+8GSDuNQXoPyhoRgmKkeg/LJVA6TQz6T8zwjrJ39TpPzfvNKmKduo/PhwviTUY6z9CSSlp4LnrP0PtEf16XOw/IBQwD1cF7T/+Ok4hM67tP9phbDMPV+4/uIiKRev/7j+Sr6hXx6jvP+Ya9FjsOfA/orgViluh8D9eVje7ygjxP2ZmZmZmZu6/PSRZ9+bA7b8T4kuIZxvtv77rw6pkcey/fthGaUzD6789xcknNBXrv/yxTOYbZ+q/vJ7PpAO56b96i1Jj6wrpvzp41SHTXOi/+WRY4Lqu57+5UdueogDnv7A3TM+OWOa/qYhkEu605b+h2XxVTRHlv5kqlZisbeS/9vevyijF47+GIKVrdBfjv5p1zcfPY+K/pZjTeEJd4b+yu9kptVbgv3y9v7VPoN6/mAPMFzWT3L8Upe/bdqXav/aG9D69Fdm/Qgp3pDeM17+OjfkJsgLWv9oQfG8sedS/J5T+1Kbv0r90F4E6IWbRv4A1B0A3uc+/0uMSJWHazL8meSJQFfzJv3oOMnvJHce/8RMM4kY4xL9GfttIa1m9vyzCK2zLmK+/iB6CGgH7gb/ssureSpumP7P2OgKr2rg//EmAStgzwz+hGOMTW/rJP2j+v6wXj88/PIteDb3+0D9DF11E7jXSP0qjW3sfbdM/soMPdjr81T8ogI3lw8/XP0Scp/Uj0dg/hdFGBkAf2j96r2sWHInbP3GNkCb48tw/Ymu1NtRc3j9WSdpGsMbfP6eTfytGmOA/oQKSMzRN4T+ybb7/ijniP42ZSqk3WeM/acXWUuR45D+Z+xBTDE3lPzS4IdQ08uU/+2XwGwFL5T8snGnUF3bkP1zS4owuoeM/jQhcRUXM4j82cSCnvhbiP08LDeleaOE/bKX5Kv+54D+HP+ZsnwvgP23BKsxbDeA/Vy64AuSU4D8/m0U5bBzhPycI02/0o+E/2D/AYOZZ4j+Erkw5mDjjP17vvQ0h7OM/8sRzpbZj5D+Gmik9TNvkP7cOYQfXUuU/u3J91lvK5T/B1pml4EHmP8Q6tnRlueY/9ITbihQv5z++rv5kn4rnPxekVP6y8+c/HdFO3l2V6D8i/ki+CDfpPygrQ56z2Ok/LFg9fl566j8zhTdeCRzrPziyMT60ves/PN8rHl9f7D8+gxSy+QHtPxqqMsTVqu0/+dBQ1rFT7j/W927ojfzuP7Iejfpppe8/yKJVBiMn8D/jZXWzq4zwP58Dl+Qa9PA/ZmZmZmZm7r89JFn35sDtvxPiS4hnG+2/vuvDqmRx7L992EZpTMPrvz7FySc0Feu//LFM5htn6r+6ns+kA7npv3qLUmPrCum/OXjVIdNc6L/5ZFjguq7nv7hR256iAOe/eD5eXYpS5r83K+EbcqTlv1utB7VYAOW/VP4f+Ldc5L/G4DKlya/jv1QJKEYVAuO/R4avQ7Eq4r9BaGv260/hv06LcadeSeC/tFzvsKKF3r/QovsSiHjcv+boB3Vta9q/9K9c+Q1y2L+4F13AAOjWvwSb3yV7XtW/UB5ii/XU07+doeTwb0vSv+okZ1bqwdC/bFDTd8lwzr8GV9hCvl3Lv91YQK2DW8i/MO5P2Dd9xb8qbls0lIvCv6gnTH4GTLi/9BQN1wF+pb9olvg5JXCGPxCwBDoKW7A/T03KzA/ovT9K9cevirrFP/DDKnkNgcw/RclGIcij0T9b0aUFVkHTP6sreBgBGdY/QMuECX502T9cGXwS+vfbP0Q7sN8jPN0/XlfK74M93j96c+T/4z7fP8xH/wciIOA/vo/N3GCx4D+3/t/kTmbhP7Ft8uw8G+I/rdwE9SrQ4j+nSxf9GIXjP6G6KQUHOuQ//I27cI0a5T/ZuUcaOjrmPylSHlDR/uY/zLFr58l+5z/85+Sf4KnmPy4eXlj31OU/XVTXEA4A5T/rS+CDwTTkPwfmzMVhhuM/IYC5BwLY4j8+GqZJoiniP1m0kotCe+E/dE5/zeLM4D+p+/kCYeHgP5FohznpaOE/66QuzdL84T+aE7ulhNviPzMHreqmY+M/yNxigjzb4z9dshga0lLkP/ZqPOdkyuQ//M5YtulB5T8AM3WFbrnlPwaXkVTzMOY/CvutI3io5j/BQ93bCBDnP4ptALaTa+c/DQ1d04b35z8TOlezMZnoPxhnUZPcOuk/HpRLc4fc6T8jwUVTMn7qPyruPzPdH+s/LRs6E4jB6z8ySDTzMmPsPzh1LtPdBO0/OBkXZ3in7T8XQDV5VFDuP/RmU4sw+e4/z41xnQyi7z9X2sdXdCXwP8Xt1mDiefA/4LD2DWvf8D9kHQapNGPuvz0kWffmwO2/E+JLiGcb7b++68OqZHHsv33YRmlMw+u/PsXJJzQV67/+sUzmG2fqv7yez6QDuem/eotSY+sK6b86eNUh01zov/pkWOC6rue/uFHbnqIA5794Pl5dilLmvzYr4RtypOW/9hdk2ln25L9x9VI7bx7kvy/OwmkHB+O/8KYymJ/v4b+uf6LGN9jgv77uj/6cEOC/3Sugspoh4L/r+x6s9WrevwhCKw7bXdy/HYg3cMBQ2r86zkPSpUPYvxiWyerbfda/LwTPLVjV1L/FK0invjDTvxKvygw5p9G/XzJNcrMd0L9Ya5+vWyjNv/FxpHpQFcq/iXipRUUCx79GzKzQIgXEv3DvTDH4zbu/E0kbNR1Kr79Q7fcA0oJ9v+FN3bRo6ac/t8zs1JXBuT8/ebWnO8fDPySM9GSsrco/hc8ZkQ7K0D/wWLnvRj3UPzBz7atEkdk/xBL6nMHs3D+fK97BcwPgP4r40txVsuA/Knvp7EFU4T84ifb08dThP0aXA/2hVeI/VKUQBVLW4j9ksx0NAlfjP3LBKhWy1+M/gM83HWJY5D+wJYq+DwjlP6mUnMb9vOU/pQOvzutx5j+ecsHW2SbnP0OuuOGP++c/tagrTZaw6D/MM2Brqd3oP/xp2SPACOg/LaBS3NYz5z9c1suU7V7mP7nAjKJkpOU/1lp55AT25D/w9GUmpUfkPw2PUmhFmeM/Jyk/quXq4j9EwyvshTziP15dGC4mjuE/4zXJOWa14T9zSeYvl2PiPwkfnMcs2+I/nvRRX8JS4z80ygf3V8rjP8ifvY7tQeQ/PCs0lne55D9Cj1Bl/DDlP0bzbDSBqOU/TFeJAwYg5j/B2LtScpXmP4wC3yz98OY//khryK9Z5z8CdmWoWvvnPwijX4gFneg/DdBZaLA+6T8U/VNIW+DpPxYqTigGguo/HldICLEj6z8jhELoW8XrPyaxPMgGZ+w/Lt42qLEI7T8yCzGIXKrtPzSvGRz3TO4/ENY3LtP17j/t/FVAr57vP+YROqnFI/A/VCVJsjN48D8kBIiX1c3wP0JDQ0NDQ+6/Otv4ObW97b8T4kuIZxvtv77rw6pkcey/fdhGaUzD678+xcknNBXrv/yxTOYbZ+q/u57PpAO56b96i1Jj6wrpvzp41SHTXOi/X8PXKqOw57/TbU5LOgbnv0gYxWvRW+a/vcI7jGix5b8ybbKs/wblv5gD9g+Pr+O/LsJ4ks0j4r9WoCUbJp3gvyryKpN8C9+/qaMK8Kzc3L+OrL9omibcv8km4NCVSNy/QOFaCS5D3L9VJ2drEzbav3Ftc834KNi/IQ4xmS0y1r84fDbcqYnUv07qOx8m4dK/Z1hBYqI40b/+jI1KPSDPv0CGa+ft38u/2oxwsuLMyL9Q+5SxNArBv+4+7JNT4qu/llDamIqmn79cQEDLR5R2v2JDlPs5x6g/dEdIeH4wuj+eNmP5r/7DP4RJorYg5co/M67wucjl0D+mN5AYAVnUPyaeYPz75Ng/+g9icoIM4D/1/L0QQeDhP38Xc5XMueI/a+RnsK5o4z+42PrpcQrkP8bmB/Ihi+Q/1PQU+tEL5T/jAiICgozlP/EQLwoyDeY//h48EuKN5j8MLUkakg7nPxw7ViJCj+c/KUljKvIP6D+pTDSY0KnoP/uIQ4rmZek/ouidjmEr6j+FGYKYKuTqPywsNapJnOo/Uv5z1KCD6T8vIkdgtpLoP26bTH9nwuc/ijU5wQcU5z+nzyUDqGXmP8FpEkVIt+U/3gP/hugI5T+tqwYER1DkP/3NunCfluM/S/Bu3ffc4j/Y2Ma2nuPiP942i6SyUuI/dAxBPEjK4j8J4vbT3UHjP563rGtzueM/focPdgUx5D+C6ytFiqjkP4hPSBQPIOU/jLNk45OX5T+RF4GyGA/mP46XvaNmduY/WMHgffHR5j/zsXOdg13nP/jebX0u/+c//gtoXdmg6D8COWI9hELpPwhmXB0v5Ok/DpNW/dmF6j8UwFDdhCfrPxftSr0vyes/HRpFndpq7D8jRz99hQztPyh0OV0wru0/LqEzPdtP7j8wRRzRdfLuPwxsOuNRm+8/dEms+hYi8D/dCDTCq3vwP4Mt2IIt2PA/I2mA3VEj7r8aATbUw53tvxCZ68o1GO2/vuvDqmRx7L9+2EZpTMPrvxUY1El3F+u/isJKag5t6r8AbcGKpcLpv3QXOKs8GOm/6MGuy9Nt6L9ebCXsasPnv9QWnAwCGee/SsESLZlu5r++a4lNMMTlv6yDezlu8uS/SEL+u6xm47/eAIE+69rhv3q/A8EpT+C/KPwMh9CG3b9ZeRKMTW/av2QBP2z/Cdi/n3tf1Por2L/a9X889k3YvxdwoKTxb9i/qQyjyEsO2L/AUq8qMQHWv0P0nYr7PdS/WmKjzXeV0r9x0KgQ9OzQv3qBdaQHMM6/ZOAJoyKMxr/IF+ZRmQvBv8G6Ic1zXLO/AJK352YGbT9Pjr/JZfWnP7aVxQln968/N8KjG2efuj8A9BBLJDbEP+UGUAiVHMs/44zH4oIB0T9VFmdBu3TUP8ifBqDz59c/U+BKwDkE3j8QMVdUIZziPwRkNx53FeQ/ArpqVxPR4z//D56Qr4zjPxLVAAs8ZeM/X8q+GKHs4z+uv3wmBnTkP/20OjRr++Q/Tar4QdCC5T+cn7ZPNQrmP+qUdF2akeY/Oooya/8Y5z+If/B4ZKDnPwiA3/8mn+g/EMZsFNO/6T98MZU+kh3rP+9yS50plew/EK9il9UB7T/GCoB1ww/sPz3vyRy+zuo/PobARePz6D+OqHSyOzroP97KKB+UgOc/K+3ci+zG5j96D5H4RA3mP8gxRWWdU+U/GFT50fWZ5D/oNFOMbbTkP7YbkRX8vuU/Rh5ppLSB5D/dFiWEgPTiP3PPm0j5MOM/CqVR4I6o4z/ERwclGCDkP8irI/Scl+Q/zQ9AwyEP5T/Qc1ySpoblP5AsnBrQ++U/WFa/9FpX5j/j7YGSrL/mP+kafHJXYec/7Ud2UgID6D/zdHAyraToP/ihahJYRuk//s5k8gLo6T8D/F7SrYnqPwkpWbJYK+s/DlZTkgPN6z8Sg01yrm7sPxmwR1JZEO0/Hd1BMgSy7T8kCjwSr1PuPyg3NvJZ9e4/3tF3WACa7z+WDeDsgSnwPzwyhK0DhvA/41YoboXi8D+6FwjVJxTuv4bst0Olie2/KpHebsUH7b/NNejbVnHsv6AWq+qn1Ou/FsEhCz8q67+Ka5gr1n/qvwAWD0xt1em/dsCFbAQr6b/qavyMm4Dov18Vc60y1ue/1r/pzckr579KamDuYIHmv8AU1w741uW/XsKD5Yup5L/5gAZoyh3jv48/ieoIkuG/LP4LbUcG4L+JeR3fC/Xcv732IuSI3dm/rGkS3rpb178drVK7yJLVv69K/z9bMdS/68QfqFZT1L8mP0AQUnXUv2K5YHhNl9S/TWwFOU3y07+naCQxyDfRvzRpC7q3sMy/0PDtkokMwr+LSPRNHP+xv+ogHNmheKe/NBg7FOd3mb9OsVOp4G+fP6VjtC6fILw/EpP8hwTwwT9isb6cmG3EP0TE/VkJVMs/lGueCz0d0T8G9T1qdZDUP3Z+3citA9g/wKDRm27v2z9BkRrCu5HhP/4iwDCv8OM/pqVFfG8L4z8gScpuxafiPx6f/adhY+I/HPUw4f0e4j/2fqk5tqDiP0R0Z0cbKOM/lGklVYCv4z/jXuNi5TbkPzFUoXBKvuQ/f0lffq9F5T/QPh2MFM3lPyDs7PWD1uY/LDJ6CjD35z80eAcf3BfpP9GDrMW4x+k/dcd84QD16j9dB+DzD1XuP8u4HchjVe4/YDSmzo5x7D/xry7VuY3qP6kusxOSPek/+FBngOqD6D9GcxvtQsrnP5aVz1mbEOc/47eDxvNW5j83tz1MdWLmPwqee9UDbec/2YS5XpJ36D8Za0+y/qznP69jC5LKH+Y/S1zHcZaS5D8FpOIEppfjPwkI/9MqD+Q/DWwbo6+G5D8S0DdyNP7kPxc0VEG5deU/W+uda8Tc5T8lFcFFTzjmP9pWimeAw+Y/3oOERytl5z/jsH4n1gboP+ndeAeBqOg/7wpz5ytK6T/0N23H1uvpP/hkZ6eBjeo/bg2iHcYw6z/0NmBBlNTrP3tgHmVieOw/AorciDAc7T+Is5qs/r/tPxDdWNDMY+4/lgYX9JoH7z92P3wBEbLvP9rHFL5VNfA/+m9r+6KR8D/VmItMVPPwP/TL8/0WLe6/xq2ulPaM7b9asEAA9/Tsv/c4XM/dV+y/7TMfSZHI67+rqBzgRzzrv4wU5uydkuq/Ab9cDTXo6b93adMtzD3pv+sTSk5jk+i/Yb7Abvro57/XaDePkT7nv0wTrq8olOa/wL0k0L/p5b8OAYyRqWDkv6q/DhTo1OK/QX6RliZJ4b+3eSgyynrfv+v2LTdHY9y/ROI0jjpc2r+1JXVrSJPYvyZptUhWyta/mqz1JWQB1b8I8DUDcjjTv30zduB/b9G/OA7ge7J60L+HXO87IHjQv2B4DzzR68m/VgKkBeEZu7/xI6SYifShvwARw4zmAJU/Nh1glSE9pT8Ssl7kz/mvP2ujrhk/W7U/sMnlEDKKwT9YhRWThazLP4xCiZ2v4s0/Q0p1NPc40T+10xSTL6zUPyddtPFnH9g/mOZTUKCS2z928d0vVofgPyJWZ0JBF+Q/ytjsjQEy4z9yW3LZwUziPz7YKYZ3fuE/PC5dvxM64T86hJD4r/XgP4szlFrLVOE/2yhSaDDc4T8qHhB2lWPiP3gTzoP66uI/yAiMkV9y4z8W/kmfxPnjPztY+uvgDeU/RJ6HAI0u5j9R5BQVOU/nP6T/wRUg5Oc/ib+Nj6NJ6D+Doymx/H7pP8vI41qWhu4/DnxRpZGa7z+EeYKAXxTuPxX1CoeKMOw/qnCTjbVM6j8S16XhQIfpP2H5WU6Zzeg/rxsOu/ET6D+LOSgMfRDoP1ogZpULG+k/LgekHpol6j/87eGnKDDrP+23NcBI2Oo/grDxnxRL6T8eqa1/4L3nP5bjnBNTb+Y/IqJ8C29Y5T9SLBNSwnXkP1iQLyFH7eQ/XYB84i1i5T8nqp+8uL3lP2qM9LR4JuY/8bWy2EbK5j9333D8FG7nP/4ILyDjEeg/hjLtQ7G16D8MXKtnf1npP5SFaYtN/ek/Gq8nrxuh6j+h2OXS6UTrPycCpPa36Os/rStiGoaM7D81VSA+VDDtP7p+3mEi1O0/RKichfB37j+EA0vikB/vP8CKHEOSyu8/KeQNdWVB8D/9NBEfXpLwPwHkXZTS/PA/L4DfJgZG7r8BYpq95aXtv/yMhexy6uy/6sOAoapC7L9OvVgfFazrvwwyVrbLH+u/yaZTTYKT6r8DaKrO/Prpv3cSIe+TUOm/7LyXDyum6L9iZw4wwvvnv9gRhVBZUee/Tbz7cPCm5r8ngRG7iKPlv8A/lD3HF+S/XP4WwAWM4r/yvJlCRADhv2kXF2GsJd+/2lpXPrpc3b9LnpcbyJPbv7zh1/jVytm/LiUY1uMB2L+iaFiz8TjWvxCsmJD/b9S/he/YbQ2n0r8vBFD6yrLPv57PfKr5jce/19XlrLEQtr8ACkmgaiUlP5Ga/t9d/7E/LONuWhubuz/IFvdAuXzAP/y7ttTkK8M/LmF2aBDbxT9hBjb8O4rIPywdoQxoJs8/ETiKMW3q0z/++IpZrerUP9E7ixoiO9g/QsUqeVqu2z+0TsrXkiHfP4kS0xH1FuM/8AuUn5NY4z+YjhnrU3PiP0ARnzYUjuE/6JMkgtSo4D9bvbzWxRDgP7Am4B/EmN8/JOh+e+AI4D9z3TyJRZDgP8LS+paqF+E/Eci4pA+f4T9gvXaydCbiP1bEB+I9ReM/YwqV9ull5D9rUCILloblP3l712WHAOY/Xzuj3wpm5j9F+25ZjsvmPzgXQ3Nkc+g/fzz9HP567T/nWyzdThTwP6a+XjIwt+8/NzrnOFvT7T/NtW8/hu/rPytd5EKXiuo/eX+Yr+/Q6T/YuxLMhL7pP6qiUFUTyeo/eYmO3qHT6z9McMxnMN7sPxtXCvG+6O0/uQQczpID7j9R/detXnbsP+z1k40q6eo/Vdxern666T/hmj6mmqPoP25ZHp62jOc/9xf+ldJ15j9KR154uv7lP6GyyOEn++Y/dtipra3u5j8kgfaNat7mP6qqtLE4guc/MNRy1QYm6D+5/TD51MnoPz8n7xyjbek/xlCtQHER6j9MemtkP7XqP9SjKYgNWes/Ws3nq9v86z/g9qXPqaDsP2kgZPN3RO0/7kkiF0bo7T8Au84twI3uPzxCoI7BOO8/eslx78Lj7z/q6spMdkLwP6ePLMrDi/A/dEwRbp/08D9qNMtP9V7uv/aR1MEds+2/mjxKGmn37L9B579ytDvsv3nXwEJekOu/bLuPjE8D678qMI0jBnfqv+ikirq86um/phmIUXNe6b/uZeXQ8rjov2MQXPGJDui/2LrSESFk579OZUkyuLnmv9e/GWemWuW/cX6c6eTO478MPR9sI0PivwDInAgWE+G/uuk895wu4L/mFrrLR5Tev1Za+qhVy9y/yJ06hmMC27/MPwWgTpLYv9di2fkiYNW/14WtU/ct0r/BUQNbl/fNv8uXqw5Ak8e/cxv1fYlmtr92FyEeoKaFP2jRoGE1BLs/ANwW9dJLxj8xgdaI/vrIP2Ymlhwqqss/l8tVsFVZzj9kuAqiQITQPwCL6mvW29E/ll3KNWwz0z9QOC4ET2HWP9mPULzC49k/96MBohTK2z9pLaEATT3fP71yln+PDOI/ET87sSV/4z+7wcD85ZniP2NERkimtOE/C8fLk2bP4D9mk6K+TdTfP7aYrVXOCd4/6kSfTihG3T9wOdM463ndPw4kT1S1iN4/rA7Lb3+X3z9o6ofD7lvgP3EwFdiafOE/enai7Ead4j9kNyE8a7fjP0n37LXuHOQ/L7e4L3KC5D8Vd4Sp9efkP/o2UCN5TeU/6IpcNcxn5z8vsBbfZW/sP8n5r+dUW/A/5oEdcgCt8D9cf8PqK3bvP/P6S/FWku0/inbU94Gu6z8uPv2LjGzrP/4kOxUbd+w/0Qt5nqmB7T+g8rYnOIzuP3LZ9LDGlu8/IWAZnapQ8D/IKAFubpfwPyhKvruooe8/lhZBUY4c7j8e1SBJqgXtP6qTAEHG7us/N1LgOOLX6j8vesg2ry3pP/IKrDCPtec/SXYWmvyx6D8yynXVePTnPz/70s6t8+Y/3HX4ZlyW5z9jn7aKKjroP+vIdK743eg/cvIy0saB6T/5G/H1lCXqP39Frxljyeo/B29tPTFt6z+NmCth/xDsPxPC6YTNtOw/muunqJtY7T8gFWbMafztP7f5I9rwpu4/9ID1OvJR7z/s0GCzRurvP5VF5vfbO/A/UepHdSmF8D/ltMRHbOzwP6Xotnjkd+6/lEGZ7xPA7b867A5IXwTtv9+WhKCqSOy//EyVP3uV67/MRMli0+bqv4u5xvmJWuq/SS7EkEDO6b8Go8En90Hpv8UXv76ttei/ZbmpslEh6L/aYyDT6Hbnv+8/n5CFnea/iP4hE8QR5b8jvaSVAobjv0wEruBVk+K/AyZOz9yu4b/JPnHhm6Xgv5egthwMGd6/nMOKduDm2r+j5l7QtLTXv6cJMyqJgtS/sCwHhF1Q0b/KjeSQzUPMvwrY2zBuAMa/49Y62QIqt7+AQHvIAneCP2+myNo9ars/kLTjmAZCyj+89VroobzQP1bIOrI3FNI/75oafM1r0z+IbfpFY8PUPyJA2g/5GtY/uhK62Y5y1z9S5ZmjJMrYP+m3eW26Ido/FeILAmov3T+P5xZHGN3fP8PKC8QfZuE/NXLiwrel4z/e9GcOeMDiP4h37Vk42+E/MPpypfj14D/YfPjwuBDgPwH/+3jyVt4/UAQHEHOM3D8pY159jPPaP6CiqHoV4to/Po0klt/w2z8ErSpzlybdPx05RZzvZ98/l+Kv4qPU4D83szaM0tPhPx9zAgZWOeI/AzPOf9me4j/r8pn5XATjP8+yZXPgaeM/2cR4we0t5D+d/nX3M1zmP+QjMKHNY+s/niR1pbM18D8gtGjAFf7wP0DiT05+jPA/FkAooyc17z8os+8pcIrtP3farg1MQu4/HY5jXrEv7z93utDzHx3wP+CtbzhnovA/SaEOfa4n8T+xlK3B9azxPzBP9HQTLfI/e0vSZHlm8T+rhwH23LPwP+9m8fFqKPA/aozC2/E57z9ENRSv2YjtP7vm3bG+r+s/N5intKPW6T/YiuQDD/vpP+m7Qf1D+ug/9+ye9nj55z8QQTwcgKrnP5Zq+j9OTug/HpS4Yxzy6D+kvXaH6pXpPyznNKu4Oeo/shDzzobd6j86OrHyVIHrP75jbxYjJew/RY0tOvHI7D/Otutdv2ztPy+xpyUgFe4/cDh5hiHA7j/LWP9kVV7vP+6NttKS4e8/PqABo0E18D/7RGMgj37wP1gdeCE55PA/aqZJb7Rv7r9a80gLytvtv4EWuvBxO+2/qTkr1hmb7L/PUHNoj/Prv/aZ9k6TQOu/HeN5NZeN6r9CLP0bm9rpv2p1gAKfJ+m/JaH4lDGZ6L/jFfYr6Azov6GK88KegOe/oX6nPKNU5r/fHh/KDvjkvyrvyZ/6aOO/rgC0zOTP4b8uEp75zjbgv1rhB2HOO92/dIYDsR4a2r+NK/8Ab/jWv6fQ+lC/1tO/wXX2oA+10L/CNeThvybLv+1/24Fg48S/4RyjDonGub9gaxi5iS9Qv4ZZ2sAMRbk/YopM1GtlyT/88xWkKBTTP45mXAyIudc/ASXUcaYI2T9u40vXxFfaP+Ghwzzjpts/UWA7ogH23D/CHrMHIEXePzPdKm0+lN8/0U1Raa5x4D8KLQ2cPRnhP+zF9H/C/uE/APROz8iR4z8CKA8gCufiP6uqlGvKAeI/VC0at4oc4T/9r58CSzfgP0llSpwWpN4/m2pVM5fZ3D/ob2DKFw/bPzt1a2GYRNk/ywt+vD9K2D84hUVfUZXZP04RYIip1ts/Z516sQEY3j8VXpi4c+DfP/DuF1a9VeA/167jz0C74D+8bq9JxCDhP6Mue8NHhuE/lYJs5syX4j9yMEms9R/kP1XeJXIeqOU/l5dJYzVY6j/tvAMNz1/vPwFS7MobRfE/0gQ+p+Zd8T+dQoIq/GvwP0CjhpkMZvA/5zZmi/rB8D+NykV96B3xPzReJW/WefE/cuIDXbL+8T/b1aKh+YPyP0LJQeZACfM/q7zgKoiO8z/kccVrHvzyPw2EYsNyWfI/UmNSvwDO8T8s+K8TAvLwP+nQFJV0BfA/SVPzLM4x7j/GBL0vs1jsP5F8sCvaAOs/oq0NJQ8A6j+x3moeRP/oP8IPyBd5/uc/yTU+9XFi6D9SX/wYQAbpP9eIujwOquk/XrJ4YNxN6j/k2zaEqvHqP2wF9ad4les/8i6zy0Y57D94WHHvFN3sP6poK3FPg+0/6O/80VAu7j+q4J0WZNLuP8wVVYShVe8/8EoM8t7Y7z/o+hxOpy7wP6Wffsv0d/A/yoUr+wXc8D9hOVzSkVfuv154gxQR1u2/hJv0+bg17b+svmXfYJXsv9Th1sQI9eu/+gRIqrBU678hKLmPWLTqv0lLKnUAFOq/cG6bWqhz6b9jwuERt9Lov4oLZfi6H+i/sVTo3r5s578aVNhxU9Lkv/5iykwrCeO/jTXIdFN44b83EIw5987fv0q1h4lHrdy/alqD2ZeL2b+E/34p6GnWv56kenk4SNO/uEl2yYgm0L+k3eMysgnKv+In29JSxsO/FuSk5eYFu79sPWXiIuqGv4YTcouGqLY/X2eYuSgXyD9+4rsWB23SP8w9Lqbx5tg/bIWcQUvL3z+D33u1AAHhP7y+N+iPqOE/9J3zGh9Q4j8tfa9NrvfiP2Vca4A9n+M/SPe4CxBU4z9+yHAlRPfiP7OZKD94muI/fBZO23c24j8a8xZqv+DhP1MJZEeTdeE/jh+xJGcK4T9HX16r/pngPwtXdtKAbd8/iO8vTgSn3T8HiOnJh+DbP4Qgo0ULGto/ArlcwY5T2D+DURY9Eo3WP4PpenRjRdg/mXWVnbuG2j+7VcNYQhncP4bVWkxJ5Nw/UlXyP1Cv3T8f1YkzV3reP+pUISdeRd8/UEBgC6wB4T8u7jzR1IniPwycGZf9EeQ/7kn2XCaa5T9IC2MlnUzpP58wHc82VO4/P5WxjVwy8T9ZDKWj3OfxP0fZNSzzqvE/7GwVHuEG8j+TAPUPz2LyPzmU1AG9vvI/4Ce086oa8z+Gu5PlmHbzP2wKN8ZE4PM/0/3VCoxl9D868XRP0+r0P06YuHLDkfQ/boDDkAj/8z+11dVPlx/zP3OuOtEJM/I/97mrjww+8T94TixJFT3wP/jFWQU8eO4/aYrRLuVc7D9cn9lM2gXrP2rQNkYPBeo/fAGUP0QE6T/7AIKqlXboP4QqQM5jGuk/ClT+8TG+6T+SfbwVAGLqPxinejnOBes/oNA4XZyp6z8k+vaAak3sPyMgr7x+8ew/ZKeAHYCc7T+GaDzIckbuP6yd8zWwye4/ztKqo+1M7z/zB2IRK9DvP4uejD+0KfA/T/qZdlpx8D887t7U0tPwP1jMbjVvP+6/ZGTkI+jL7b+IIC8DADDtv7FDoOinj+y/12YRzk/v67/+iYKz907rvyat85ifruq/TNBkfkcO6r9y89Vj723pv5kWR0mXzei/wjm4Lj8t6L9eqswvWGPnvy2ovslz0uS/hx8ICRAx4b8n5AticEDfv0eJB7LAHty/Wi4DAhH92L970/5RYdvVv5R4+qGxudK/XDvs4wMwz7+PheODpOzIv8TP2iNFqcK/BDSkh8vLuL8sttNGKueVv4jNCVYADLQ/XkTknuXIxj/90GGJ5cXRP8t/UUNYJ9g/arGnW2/W3j+E/Ip7ZN3iPwFWuNqhSOM/Nidw9NXr4j9s+CcOCo/iP6HJ3yc+MuI/15qXQXLV4T/3IYiQdmLhP2zo19A+0eA/4a4nEQdA4D+r6u6inl3fP3l0HqN2ft8/+dS7shQ+3z9sAVZtvGfeP+It8Cdkkd0/VVqK4gu73D/JhiSds+TbP3NvmJM4Cds/T/qfF7Qt2j+mP/X0YhHZPybYrnDmStc/zk2wiXX11j9gTe74EFLYPy3NhewXHdk/+Ewd4B7o2T/DzLTTJbPaP1ag7tTExts/EPynYBbX3j/qqzD2s/PgP8hZDbzce+I/pQfqgQUE5D+ItcZHLozlP/l+fOcEQeg/UqQ2kZ5I7T9lxB4ho/3vP3Oqdp+DDvE/EDfsTDbb8T8idpOf55DyPze1OvKYRvM/SPThREr88z9dM4mX+7H0PzKFImptF/U/2BgCXFtz9T9+rOFNSc/1P84lCXQeR/Y/jJ00YhAw9j/J/uVh80b1P0qTZhv8RfQ/zifn1ARF8z9SvGeODUTyP9RQ6EcWQ/E/V+VoAR9C8D+/kVbyB2nuP2oUGC03Ouw/JMICbtoK6z8z819nDwrqP0UkvWBECek/tfWDg4cu6T88H0KnVdLpP8NIAMsjduo/SnK+7vEZ6z/Sm3wSwL3rP1jFOjaOYew/3V4Eaa8K7T8c5tXJsLXtP4glkue+Pe4/rFpJVfzA7j/PjwDDOUTvP/XEtzB3x+8/DH03T1ol8D/5VLUhwGrwP9orcH5Xz/A/Tl+BmEwn7r9c9/aGxbPtv4ylaQxHKu2/s8ja8e6J7L/b60vXlunrvwEPvbw+Seu/KDIuouao6r9QVZ+Hjgjqv3d4EG02aOm/nZuBUt7H6L/WoXQ2oRrovxjLTP1nNue/WuCTIad25L+Ly+erXgrhvzldh9o5kNu/VgKDKopu2L9rp3562kzVv4tMesoqK9K/SuPrNPYSzr98LePUls/Hv7F32nQ3jMG/yIOjKbCRtr9lZzqOoSygv6uHoSB6b7E/XiEwhKJ6xT98vwf8wx7RP0pu97U2gNc/GR3nb6nh3T/xV8pi4CHiP7NQks5reuI/mVUgmKIb4D/LSYD1f+LgP3UtwkV1juA/0ucjDHv63z+6dMOMC9jeP6IBYw2ctd0/i44CjiyT3D9zG6IOvXDbP1YMRkAFcdo/uJVBvKw62z9Kl6/WApHbP7zDSZGquto/MvDjS1Lk2T+lHH4G+g3ZPxpJGMGhN9g/jHWye0lh1z8Aokw28YrWP6PY5KwMstU/gWPsMIjW1D+2W87H6ozUP9DEsIzmVdU/nkRIgO0g1j9pxN9z9OvWP8Qb1h6Dmtg/h3ePqtSq2z9E00g2JrveP4QXAeG75eA/YsXdpuRt4j8/c7psDfbjPyAhlzI2fuU/rPKVqWw15z8+rhddbX3rP99u9OdNju0/BLbvAMuZ7z/oXyby6YbwP/mezUSbPPE/i/IWeZny8T8346qVwajyP+fTPrLpXvM/k8TSzhEV9D9CtWbrOcv0P++l+gdigfU/m5aOJIo39j+fbCGn6033PyMBomD0TPY/pJUiGv1L9T8pKqPTBUv0P62+I40OSvM/LlOkRhdJ8j+y5yQAIEjxP4nM7VqVOvA/vhud8FlG7j9lnl4riRfsP+7kK4/aD+s//hWJiA8P6j/pwMc4q0LpP2/qhVx55uk/9hNEgEeK6j99PQKkFS7rPwVnwMfj0es/VxaItN547D+UnVkV4CPtP2StMJnNse0/iOLnBgs17j+tF590SLjuP9FMVuKFO+8/9YENUMO+7z+NW+JeACHwP6Kv0MwlZPA/Ir54Z7vZ8D9G8pP7KQ/uv1KKCeqim+2/jyqkFY4k7b+4TRX7NYTsv95whuDd4+u/BZT3xYVD678tt2irLaPqv1Ta2ZDVAuq/ev1Kdn1i6b+hILxbJcLovyylk8l9/+e/pYkz4u+y5r/nnnoGL/Pjv58fzgN/CuG/0t0hHJOE2r9se/6iU77Uv4Ig+vKjnNG/Q4vrhej1zL901eIlibLGv6kf2sUpb8C/utOiy5RXtL+KoEUuWEOfv7iCctbnpa0/XP57aV8sxD/zra1uonfQP8BcnSgV2dY/jQuN4oc63T8ayJNYucfeP565IzDQeN8/kNXZg/MU4D++PfFCmqTZPyMmsf1UMts/phjXd5kN3D+OpXb4KevaP3YyFnm6yNk/X7+1+Uqm2D9ITFV624PXPzPZ9PprYdY/mi1pWTst1j/+tmTV4vbWP2JAYFGKwNc/FIY9tZgN1z+IstdvQDfWP/3ecSroYNU/bwsM5Y+K1D/kN6afN7TTP1ZkQFrf3dI/ypDaFIcH0j8/vXTPLjHRP1ReU3Rt2dE/TSz+Fyd90j+03+iuaCXTPzyXvWhBbtU/+PJ29JJ+2D+7TjCA5I7bP3aq6Qs2n94/HYPRy8PX4D/7MK6R7F/iP9neilcV6OM/uoxnHT5w5T+YOkTjZvjmPwDOnES0/eg/AEUNEs3r6j8EvH3f5dnsP26UycDsb+4/xnXx+Tzc7z+Sq4yZRqTwPz+cILZuWvE/7Yy00pYQ8j+bfUjvvsbyP0pu3AvnfPM/9l5wKA8z9D+Iihdh/m/1P1rUzMzi2PY/fANeX/VS9z//l94Y/lH2P4MsX9IGUfU/B8Hfiw9Q9D+HVWBFGE/zPwzq4P4gTvI/MlCwvKZA8T+IERFaPinwP7al4+6rI+4/pdb3tqUV7D+2B1Ww2hTrP8Q4sqkPFOo/obXJEZ366T8p34c1a57qP68IRlk5Qus/0c0LAA7n6z8PVd1gD5LsP0I1z0rcJe0/Z2qGuBmp7T+Lnz0mVyzuP6/U9JOUr+4/0gmsAdIy7z/2PmNvD7bvPw46jW6mHPA/oNRoJUVe8D9qUIFQH+TwPzyFpl4H9+2/SR0cTYCD7b9WtZE7+Q/tv7zSTwR9fuy/4vXA6STe678JGTLPzD3rvzA8o7R0neq/V18Umhz96b9+goV/xFzpv6OcO9DGtui/g6iyXFrk578ySBrHdy/mv3NdYeu2b+O/t3KoD/av4L/6he7L04Tav5okdOBo9NK/GTPr1trYy79XfeJ2e5XFvxOPsy04pL6/fCOibXkdsr+O30K26lqWv1P3oWvbbKg/XNvHThzewj8JOafCAaHPP0pLQ5vzMdY/MeczD+cy2T9B4JLrsUvZP8TRIsPI/Nk/ScOymt+t2j/LtEJy9l7bP1Sst4CBMtM/mrhhEKqf1D8AoSHLZC3WPztjyeTY29U/IvBoZWm51D8LfQjm+ZbTP/QJqGaKdNI/4JZH5xpS0T/UToxycenRPzjYh+4Ys9I/mmGDasB80z9eSDHZhmDTP9J0y5MuitI/RqFlTtaz0T+6zf8Ift3QPy36mcMlB9A/QU1o/Jphzj8rppxx6rTMP8DEI6PuJc8/zfR7Mm1B0D/FwibWJuXQP8CQ0XngiNE/tuQsTFnU0j8508THN1DUP7m7mt3GY9c/LaRw81V32j+rjEYJ5YrdP5A6jg86T+A/yS55mgHZ4T8KI2QlyWLjP7vXcErIlOQ/uMqCZ9Ev5j+4QfM06h3oP764YwIDDOo/dAa1AUfT6z/M59w6lz/tPyrJBHTnq+4/QlWW1hsM8D/xRSrzQ8LwP502vg9sePE/TCdSLJQu8j+nvbSgqFvzP9olPvqVu/Q/rW/zZXok9j9luFEMu2b3P1uamhf/V/c/3y4b0QdX9j9jw5uKEFb1P+RXHEQZVfQ/aOyc/SFU8z/e03IeuEbyPzSV07tPL/E/h1Y0WecX8D+6Lyrt/QDuP3L5INilGuw/gCp+0doZ6z+RW9vKDxnqP1yqy+qOsuo/4tOJDl1W6z+KDGGsPgDsPx69bfzqmew/QvIkaigd7T9oJ9zXZaDtP4xck0WjI+4/sZFKs+Cm7j/WxgEhHirvP/n7uI5bre8/TsNQ8WcY8D8fJa14qF/wP7PiiTmD7vA/NBi5weTe7b9AsC6wXWvtv05IpJ7W9+y/vleKDcR47L/levvya9jrvw2ebNgTOOu/M8HdvbuX6r9a5E6jY/fpv4IHwIgLV+m/+Z9aY6Ob6L/bq9HvNsnnv8AGAaz/q+W/AxxI0D7s4r9FMY/0fSzgvyQuu3sUhdq/xMxAkKn00r+Y1oxJfcjGvwTfss8cary/2OZCH7zGr7+gPoB8+uSKvwZr0QDPM6M/XbgTNNmPwT/jFfOnvlLOP1aZyPnU7NM/0M2VZaj20z9LAmPRewDUP/npIVbBgNQ/fduxLdgx1T8CzUEF7+LVP/v40x2FVdY/aMBYIsIBzD9OliRG/hnMPxdnpLtzNc8/9iAc0YfM0D+6W3ejMFTPP4x1tqRRD80/Xo/1pXLKyj9rzWcfALjJPzPgXhdPS8s/+PJVD57ezD/CBU0H7XHOP2gVSvrpZs8/UW5+bzm6zT87x7LkiA3MPyIg51nYYMo/CXkbzye0yD/v0U9EdwfHP2zAN1V9GMk/p3rzmWYLzD+XFknh2VLNP4eynihNms4/ek70b8Dhzz9ca8ItHlPRPzNWr0LSw9I/DUGcV4Y01D+FqGvutBTWPwKRQQREKNk/d3kXGtM73D9x7TvI8AvfP3NCgXqSq+A/HMlpVqz04T97x2iK7mHjP3s+2VcHUOU/gbVJJSA+5z+ALLryOCzpP9pZyHvxouo/OTvwtEEP7D+SHBjukXvtP/D9Pyfi5+4/pO8zMBkq8D/wnTDBsEvxP2J3rydJnvI/MMFkky0H9D8CCxr/EXD1PwqgPje15vY/YXv18hV39z85MdfPCF33P7zFV4kRXPY/PlrYQhpb9T/C7lj8Ilr0P4ZXNYDJTPM/3BiWHWE18j8w2va6+B3xP4abV1iQBvA/uLlw60/e7T83HEr5pR/sP0hNp/LaHus/j3UPoLLG6j8CxOT3bW7rP/5EDK75Dew/IHrDGzeR7D9Fr3qJdBTtP2nkMfexl+0/jhnpZO8a7j+zTqDSLJ7uP9eDV0BqIe8/unsJJCis7z+uH2GZVB3wP3+BvSCVZPA/+3SSIuf48D8qq8skwsbtvzhDQRM7U+2/RNu2AbTf7L9ScyzwLGzsv+n/Nfyy0uu/ECOn4Voy6784RhjHApLqv15piayq8em/hIz6kVJR6b9Qo3n2f4DovzKv8IITrue/TcXnkIco5b+Q2i61xmjiv6Pf67ILUt+/KQp6+4nS2b/sdA1A6vTSv+smJqn+yMa/oZDFSKOgrr/gevUYPyhyv9QnBJ11yKY/XJVfGZZBwD/38j6NewTNP9n/VKAsYc0/zmjvd9N0zT/C0YlPeojNP04EQtJzCc4/VudhgaFrzz8v5UCY52bQP7PW0G/+F9E/1KxIruQj0T/W1LSUHdjDP9yn+sFmbcA/GowF4R0Qwj/oXIVWkyvFPyPXHHyONcU/+PBbfa/wwj/GCpt+0KvAP+wPrlFsMME/siKlSbvDwj95NZxBClfEP0FIkzlZ6sU/B1uKMah9xz/z8mW3FWDGP9tLmixls8Q/w6TOobQGwz+p/QIXBFrBPxG8SwcMC8M/GA7calZwxj+ep0QWZtvIP49Dml3ZIso/ft/vpExqyz9UDtb0XcLMP/7jrx7Go88/1txEJJdC0T+vxzE5S7PSP4ayHk7/I9Q/YJ0LY7OU1T89gjjQqlHXP6oZ//zenNk/mZLV1ysQ3D/ydMXEIKneP6qr2tgKoeA/ODu/eiSC4j8/si9IPXDkPz8poBVWXuY/5cuzvEsG6D9Drdv1m3LpP52OAy/s3uo/+m8raDxL7D9o/FjDcXfuP6w+YS8YjvA/thLWwODp8T+EXIssxVLzP1imQJipu/Q/SRitgSkr9j+oB8MeNGb3P14+mdlwh/c/GMgTiBJi9z+ZXJRBG2H2Px7xFPsjYPU/MNv34dpS9D+HnFh/cjvzP9pduRwKJPI/MR8auqEM8T8NwfWucurvP7NDt+mhu+0/AD9zGqYk7D/wSB+lm+XqP9nMql8Igus//wFizUUF7D8jNxk7g4jsP0Zs0KjAC+0/bKGHFv6O7T+O1j6EOxLuPzytuFb/mO4/3HBxZYAn7z98NCp0AbbvPw98cUFBIvA/3nyztQ1q8D9DB5sLSwPxPyA+3oefru2/LtZTdhg77b88bslkkcfsv0kGP1MKVOy/7IRwBfrM678UqOHqoSzrvzrLUtBJjOq/Yu7DtfHr6b/ImiH9yDfpv6immIlcZei/lm6HUdBk57/Zg851D6XkvxyZFZpO5eG/vVy5fBtL3r9Ch0fFmcvYvxYd2u8q9dK/One/CIDJxr/h0SrHqKKuvyGIBVmsPKs/tuRW/aXmvT8SZH51CNXCPwbNGE2v6MI/+jWzJFb8wj/vnk38/A/DP+MH6NOjI8M/sxdgp5JzxD+8+n9WwNXFP8PdnwXuN8c/y8C/tBuayD9WwXp9iOTHP2asxjmim74/dVJSlDTGtz+M+N3uxvCwP9UDzfd6DLA/FKWEqdgttj+32AKsGqSxP5b+9C8mVqw/2KToB7FRsT9jytb3Tni0P/LvxOfsnrc/gBWz14rFuj8MO6HHKOy9Pyjvmv7jC74/+KAD6YKyuj/GUmzTIVm3P2hvv3I1+7k/vQnwHOViwD/GW4CAL8jDP5XUlZJlq8U/hnDr2djyxj93DEEhTDrIP5kbAbjnv8k/RfHa4U+hzD/uxrQLuILPP1NOxxoQMtE/Kjm0L8Si0j9W334fo9LSP90IRUyGL9M//MB9ExJ31D9Sdcfv88/WP6xXt9zoaNk/Djqnyd0B3D/tb0o7g2jfP/yuFWtaouE//CWGOHOQ4z/wPZ/9pWnlP04fxzb21eY/pwDvb0ZC6D/3vFAEglfqP909up9A/Ow/zb4jO/+g7z8LrvxZeDXxP9r3scVcnvI/q0FnMUEH9D96ixydJXD1P7RANWyL9/Y/pMpmBY929z9bAT3Ay5f3P/ReUEAcZ/c/ePPQ+SRm9j/bXrpD7Fj1PzIgG+GDQfQ/hOF7fhsq8z/cotwbsxLyPzFkPblK+/A/2sE/pVfK7z+OpIAdfZ/tPzPnbEBOeOs/3IkAf1R56z8Bv7fskfzrPyX0blrPf+w/SCkmyAwD7T9uXt01SobtP1qiIJhXFO4//GXZptii7j+eKZK1WTHvPz3tSsTav+8/b9iB6S0n8D8mD7yecXTwP4yZo/SuDfE/F9Hw6nyW7b8kaWbZ9SLtvzIB3Mdur+y/QJlRtuc77L/wCasOQcfrvxgtHPToJuu/PlCN2ZCG6r9kc/6+OObpvx+eQJClHOm//am3HDlK6L8lLW42WOHmv2dCtVqXIeS/qlf8ftZh4b/X2YZGK0Tdv6Ve9kKuy9e/+ih47PdU0r8ltlFCivPHv64JxDcZerG/ObI2KsTlqT9cLDucG7e1P2Y0ufNj4LA/TgbuorEHsT802CJS/y6xPx6qVwFNVrE/HJC8mgf3sj8pVvz4Yru1PzwcPFe+f7g/S+J7tRlEuz9aqLsTdQi+PwgJmO92XLw/IK8jSgmHtT9hql5JN2OtPxLt6/y3cJ8/WBVqnAVscD84QsRJFx2Qv+CDkRVNyYS/0N3HG6Qgh78AdUodW6JQPwB7GuM6SYs/wtNFMRU/mj/9NH94xmyjPxSAW1gCuqk/1/DTHDmvrj94VKXxdvynP17Nzq2lwKs/wAoInueqtD/SrihlfHW7P3KpJJYIIME/jAHnDmV7wj99nTxW2MLDP245kp1LCsU/3ygse3G9xj+K/gWl2Z7JPzjU385BgMw/7qm5+Klhzz8jPGbO42nPP0x14pcYCM8/1++qj+4m0T+ybZpYcCnUP8hfetrTt9U/2lFaXDdG1z/wQzremtTYP8yKpUYxpdo/dFf3G++o3T+5ImxbkMLgP7mZ3CipsOI/WJGyd1A55D99fUhFkjfmP23+seBQ3Og/VH8bfA+B6z8k/9sOVzDuP2BJI/MPgfA/LpPYXvTp8T8B3Y3K2FLzP84mQza9u/Q/8bijtv879j/qVjQxrWX3P6CNCuzphvc/VsTgpiao9z/T9Yz4JWz3P4XifKX9XvY/26PdQpVH9T+wYMjg3TD0PwvS6JxwG/M/ZUMJWQMG8j+8tCkVlvDwPy1MlKJRtu8/daEISOWC7T9JAEuDUZvsP0lnnXic+Os/JrHEeRt37D/Y08/KLgHtP3uXiNmvj+0/GltB6DAe7j+8Hvr2sazuP13isgUzO+8//aVrFLTJ7z/QNJKRGizwP26hxIfVfvA/1Cus3RIY8T8OZANOWn7tvxv8eDzTCu2/KpTuKkyX7L82LGQZxSPsv0PE2Qc+sOu/HLJW/S8h679D1cfi14Dqv5aV6Jbu0+m/dqFfI4IB6b9VrdavFS/ov7HrVBvgXea/4xrqbO6h478JAKtBk+bgv13K1yxwVty/qpRZ1rnf1r/+Xtt/A2nRv4NSulKa5Me/tdEKupOktb8uIqklz5ChP0h4Q3mlALY/QgUtj04rrT/qM6ZXpKqcPzQo2vBGFVC/VHk4yrDIh79gmfLXUQ9oP9YHe05vmpY/Rd77MHoZpT+YOLq6vOWuP3tJPKL/WLQ/suWEYhmmsj+815nMXnunPzgx28VsG5Q/8DP1NZD/er+c5Wpwms2gv7gkF9pCO66/7bHhoXXUtb+5WT+drkuzv1/xfSufx7C/QVcgfgBMq78kDESexP6kvw+Cz3wRY52/3OsWvZnIkL/2Vnn1h7hwv0jf9bADV3w/DARgBAogoT8uTKGSM7WuPylKcZAuJbY/KyXFh+IHvD8IXXAWyZa+P3TKjdLXksA/ZmbjGUvawT8kNlc++7rDP9ILMWhjnMY/fOEKkst9yT+buc5dgS7JP0QPQlEnZso/PJioCrJ7zT/CqXmwrt/QP2cat53O29M/fgyXHzJq1T+P/nahlfjWP6XwViP5htg/BFd+Dy5a2j965vE2yX3cP+p1ZV5kod4/rYLswn9i4D8MPkCGohfiP/S+qSFhvOQ/4z8TvR9h5z/KwHxY3gXqP801KUGGx+w/aMmTGE+Z7z+DLv/3izXxP1Z4tGNwnvI/IsJpz1QH9D8yMRIBdID1P1jhK6FhCPc/5hnYFwh29z+dUK7SRJf3P1OHhI2BuPc/zlERqyJn9z8pwzFntVH2P380UiNIPPU/26Vy39om9D81F5ObbRHzP4yIs1cA/PE/dStte8HN8D85LPlN1orvP2xGKvcJw+4/nGBboD377T/OeoxJcTPtP7GP+ZiLA+0/O1CpKYmZ7T/cE2I4CijuP37XGkeLtu4/HpvTVQxF7z+/XoxkjdPvPzGRojkHMfA/tjPNcDmJ8D8cvrTGdiLxP0+YHtNjZu2/Eo+Ln7Dy7L8gJwGOKX/svy2/dnyiC+y/OlfsahuY678eN5EGdxvrv0ZaAuwee+q/7JgHKsu46b/MpH62Xubovw5kCjZ1qee/wdDaYU/n5b/mtZs29Cvjvw2bXAuZcOC/ZQA7wHtq27+xyrxpxfPVvwWVPhMPfdC/kr6AebEMxr9ypgiZiT62v1okN0K0d5I/McRLVi9Ktj8YnT1JYr6tP5djx8vL0J0/kDuyyBcEdT/KApN5x8KQv0hMNvORHoe/Bh3DM3gSgD80Q14twaGbP/J7bSAjnac/biZ12u6Xrz9csw8jsX6hP9ABUl2bK3s/qH58pzHjlL9wfmo9Qd+nv8dei9N0prK/V35hCEldub8WiqNqm8i4vw1DQbzA/7W/vS8reFdOs79kx2kGSMqwvxa+UClxjKy/aO3NRVKEp7+0HEtiM3yivxuYkP0o6Jq/VjVAzexWjL8w68Rruf2JP/CCMumXFKQ/ieW5u+DUsD8jf2eA4ae1PwC3Eg/INrg/4e69na7Fuj/BJmkslVS9P3BDggGFuMA/9/26I+pUwz84kL8tRaDDPy4ZJufPtcY/HKKMoFrLyT8UK/NZ5eDMP65jSNFumNA/HMfT4iyO0z8yubNkkBzVP0Srk+bzqtY/Wp1zaFc52D86I1fYKg/aP7Kyyv/FMtw/IkI+J2FW3j9cTL9omRvgPw8uqY9f0+A/awAL/i9B4z9bgXSZ7uXlP9bYC5zsjOg/eWx2c7Ve6z8WAOFKfjDuP9jJJZEjgfA/rBPb/Afq8T95XZBo7FLzP3OpgEvoxPQ/mFma69VM9j8tpqVDJmX3P+Pce/5ihvc/oBf34Pa09z+cJZvtjHL4P/aWu6kfXfc/TgjcZbJH9j+oefwhRTL1PwLrHN7XHPQ/Fmn9HBbW8j/NeFasGIHxPymZUTZAhfA/QibqCloh8D+zZgW/53rvP+iANmgbs+4/GZtnEU/r7T/poWH3oqHtP5NP+wkyIe4/p1AOBk+77j/gU/Sl5U7vP4AXrbRm3e8/ke2y4fM18D//xdVZnZPwP2VQva/aLPE/S1/p0mNm7b9djb9PcObsv2RccCgjbey/bishAdbz678y6v7N+H/rv0CCdLxxDOu/ZJCvMBRw6r/03ZCpVHzpv743MFH7Fui/EIHvLHen5r8yF6SzIdnkv+hQTQD6teK/Hmwcqj31379qNp5Th37av7QAIP3QB9W/FJZDTTUiz7+cKkegyDTEv4h+lea3jrK/QMIamwthij8cEFQzuZO2PxdOc3hhT68/UYWTwnpNpD9AeWcZKJeSP4DDwJIqZWu/0KkXvnJwmb+Eq99q3B96v6CTifEbIYo/Pr8gholUoD+kHPZw2pSXPyAmU/eDdnK/6NdPNg5ooL8SS7XtS4Guv0IrCzpIL7a/zkrhbhzmvL8FaKHL5ny+v/kgPx0MtLu/79ncbjHruL/lknrAViK2v9hLGBJ8WbO/a51V4fDMsL8naijfwpGsv3WZpfujiae/zsgiGIWBor848D9pzPKavw469jm1hIC/QHOHf/jnkj/BAQXOJQmnPySyE/LAj64/7xC1B8fWsT/QSGCWrWW0P7CACyWU9LY/2fZGZg8zuj9CNEeH29+/Pw4jCn14BcM/BaxwNgMbxj/0NNfvjTDJP+y9PakYRsw/mR0X8i5R0D/Sc/Ani0DTP+dl0KnuztQ/+lewK1Jd1j8QSpCttevXP3HvL6EnxNk/6H6jyMLn2z+ZIrCCmczdP/rlg9AlPN8/sNQrD9lV4D/iQWza/sXhP9LC1XW9auQ/fw9Zzhsk5z8jo8Ol5PXpP782Ln2tx+w/WsqYVHaZ7z//rgGWnzXxP834tgGEnvI/siHvlVwJ9D/Z0Qg2SpH1PwKCItY3Gfc/NpuMgjIl9j8pmFOVlpL4P3q1LekSWvk/x2pF7Ilo+D8e3GWoHFP3PwSXNC9oM/Y/uqaNvmre9D9vtuZNbYnzPyfGP91vNPI/NpymRRVF8T9PKT8aL+HwP2i21+5IffA/gUNww2IZ8D8yoREw+WrvP2O7Qtkso+4/dhH+uF5C7j8thPfCM7PuP3YP/XrYPu8/iBAQd/XY7z/NiJE5iTnwP0dY3kIBnvA/reLFmD438T9HJrTSY2btvxdqfgbW3+y/Hzkv34hm7L8oCOC3O+3rvzHXkJDuc+u/OaZBaaH66r+ksbbE2unpv2wLVmyBhOi/NGX1Eygf57/z2oMVHZDlvxZxOJzHweO/NQftInLz4b8jon89SQnfv29sAeeSktm/vDaDkNwb1L8eAgp0TErNv6eWDcffXMK/a8GKJ9ERqr9A+tVS9CKnP2qBaeBJDLg/n2EIRjn9sj96+jDWi/iqP4pjokBK7Z8/yKPFqfnSgz/4frktoTSIv0VkUU8qGZW/OPlKvVMKWL9wpZk3pViIP5QT/tIoBpC/4HzkIFIcpr8E+CTsxxqyv5ex18dmJ7m/ljXF0QIawL/6ok8WmRjCv3R/Hr8rtMC/3rfaz3yfvr/WcHghota7v8kpFnPHDbm/v+KzxOxEtr+xm1EWEnyzv3NzQbyZz7C/MxYAlRSXrL+ORX2x9Y6nv910+s3WhqK/XUjv1G/9mr8Q+7Ca9sliv+RwLEkU0Zg//WVY477PoT+51a4AjO2mP3xFBR5ZC6w/yldNlpyYsj8QSA+zLH+4P/BZ3CVCqr4/5bVUzKtqwj/cPruFNoDFP8rHIT/Blcg/w1CI+Euryz+E1+US7wnQP4YgDW3p8tI/nBLt7kyB1D+uBM1wsA/WP8T2rPITntc/qLsIaiR52T97rOEzAGLbP9tvtYGM0dw/PDOJzxhB3j+i9lwdpbDfPwFdmLUYkOA/RwQ3Uozv4j8nRqYAS7vlP8zZENgTjeg/aG17r9xe6z8EAeaGpTDuP1RKKC83gfA/IpTdmhvq8T/03ZIGAFPzPxhKd4C+1fQ/tF14g0bI9D/AG+k20gL3PymrRHrGFvk/d99QVvDk+T+WPs8u9HP5P6TUxNC8O/g/XuQdYL/m9j8V9HbvwZH1P8gD0H7EPPQ/gBMpDsfn8j9Dn/tU6gTyP1wslCkEofE/dbks/h098T+ORsXSN9nwP6jTXadRdfA/vmD2e2sR8D+x2x2hClvvPwGBmnoa4+4/uPOThO9T7z8vfrK19crvPzCgd9+KRPA/j+rmK2Wo8D/1dM6BokHxP0PtftJjZu2/bXnnFfnb7L/YFe6V7l/sv+Lknm6h5uu/6rNPR1Rt67/yggAgB/Tqv8sH2yTLEuq/4oKfB6Q56L/6/WPqfGDmv5F86JFnXuS/0hLNSHWE4r8QqbH/gqrgv29JH2X4Jd2/+jHTtV//1r+EGocGx9jQvzAGdq5cZMW/ZK67n1Yusr84vdJ1MLCZP9oaT145Cro/8y5kqUvbuD80HNfPwVK2P9I353TO0bA/76buM7ahpj8yvB38nj+XP3Ct4gUZvVM/smZh2/vHlL8JKW5w2BGQv4hdJ6iwbpu/7SF5C5bQq7+AVk36A/O0v/wMRd48mLq/vmEe4boewL//PBpTV/HCvwgHrdU84MO/1V+R6dNswr+kuHX9avnAv+gitCIEDL+/g9R8SjIlvL8ghkVyYD65v5Yy7ciCZ7a/iuuKGqies7+ApChszdWwv0zC10pmnKy/nPFUZ0eUp7/sINKDKIyivwGyMyZ2mpe/QMmrcpEgHL9uZ3RS8z6EPx7/T/dDQZo/MVAt7hzxpz9qUFnwy2CxP8BtpFGTSbc/nH9xxKh0vT+8SJ8b38/BP7TRBdVp5cQ/oVpsjvT6xz+a49JHfxDLP9wiaWdehc8/O80pskel0j9Rvwk0qzPUP2Ox6bUOwtU/eqPJN3JQ1z9YNhPlZvfYP7355jLzZto/Hb26gH/W2z9+gI7OC0bdP+VDYhyYtd4/ogMbNZIS4D816YhbsYDhP9B88zJ6UuQ/dRBeCkMk5z8QpMjhC/bpP643M7nUx+w/UcudkJ2Z7z93LwQ0szXxP0l5uZ+XnvI/V8LlyjIa9D9On37YDXP1P2Pi6uH43fY/QnHxNYQ5+D9u0cUYO6v5P0sSVXIRRPo//iGuARTv+D+2MQeRFpr3P21BYCAZRfY/IlG5rxvw9D/aYBI/HpvzP1GiUGS/xPI/ai/pONlg8j+CvIEN8/zxP5tJGuIMmfE/tNaytiY18T/NY0uLQNHwP+Tw419abfA//n18NHQJ8D+N8DY81oPvPy0M7J8wAvA/Zyw5vpxF8D/YfO8UybLwPz0H12oGTPE/P7RJ0mNm7b9pQLIV+dvsv5PyrExUWey/m8FdJQfg67+kkA7+uWbrv6xfv9Zs7eq/zFTpRBg86r/mz60n8WLov7EkshAemuW/sjbUnzM44r/zzLhWQV7gv2LGOhueCN2/bsXQOLtI2L/5rYSJIiLSvwYtcbQT98e/XPyxq8RTt7/wGeYX4Wl0P1K/rs4A4bk/YchJJzvZuj963F5yTaq5P5Pwc71fe7g/Z/K1/lYntD8XHIxHx0ytP0BTrJHgSqI/RSoyb+cjjT+W8ZnQZsd9v4ESDBBccqG/fn/71828rL8+dvXPnwO0v7Qs7bPYqLm/MuPklxFOv7/ZTO49pXnCvxko6q9BTMW/Oh8K3Kesxb8GeO7vPjnEv9XQ0gPWxcK/pim3F21Swb/nBDdXCL6/v4S2/34217y/HmjIpmTwub++GZHOkgm3v1nLWfbAIrS/yh3rj0jWsL92VwAJCderv+yp67URPKe//MypOXqRor/QYJVq6t+VvwDIX8VCei+/oOF/XwFilT9wQUWie4GlPwxJZUr7KLA/bJM58PkTtj9JpQZjDz+8P5Pb6WoSNcE/imRQJJ1KxD947bbdJ2DHP3B2HZeydco/tJYGqd72zj/weUb3pVfSPwZsJnkJ5tM/GF4G+2x01T+2UZOnWurWPzXSvQzjXNg/ljr4PaDP2T/1ojJvXULbP1ELbaAatdw/snOn0dcn3j8P3OEClZrfPzgiDhqphuA/bO6J4nnh4z/G2cNJK5XmPwV5CC3jRek/RxhNEJv26z+Ot5HzUqfuP2gra2sFrPA/DnsNXWEE8j/bF6pqBl/zP6hdQGRK1fQ/eKPWXY5L9j9F6WxX0sH3PxcvA1EWOPk/EoQ7lP3f+T85P0ovgaH5PxB/8MFtTfg/yI5JUXD49j98nqLgcqP1PzOu+291TvQ/XaWlc5SE8z93Mj5IriDzP46/1hzIvPI/qExv8eFY8j/C2QfG+/TxP9lmoJoVkfE/8vM4by8t8T8KgdFDScnwPyQOahhjZfA/aRbWxBIX8D/pyFO+nEXwP555MgcFufA/hpnfU2pW8T87exTSY2btv2UHfRX52+y/Tc9rA7pS7L9WnhzcbNnrv15tzbQfYOu/Zjx+jdLm6r/PofdkZWXqv3kIxd90Fui/R0097/dM5L8WkrX+eoPgvygOSckacNy/pDoSNza82L9vQYIMfmvTv/NTbLrKicq/DkqotzJ5vL8EY7/Tf/aOv5txuMKSu7Q/zmEvpSrXvD/odUTwPKi7PwGKWTtPebo/G55uhmFKuT/8rISI33y3P6LIlC3s+7E/bMhJpfH1qD84z7R3WmObP/xbpDq8wIO/mJUsWQuSp7/2lZ2lOxSzv3RMlYl0ubi/6wKNba1evr+1XMIo8wHCv/Q3vpqP1MS/NBO6DCynx79qN2fiEnnHvzmQS/apBca/BukvCkGSxL/YQRQe2B7Dv6aa+DFvq8G/dPPcRQY4wL+DmIKzOom9vyJKS9toorq/gE8K9oBet7+kIymOqpqzv4bvj0yora+/U7Ofek8uqb/JBYsnWJOkv4juf/AZJJW/zigMotylY78cxK/HvoKQP7MyXVbaEaM/VYPiSFXirT8cuc6OYN60P/jKmwF2Cbs/aW40ukWawD9g95pz0K/DP06AAS1bxcY/Rwlo5uXayT+ICqTqXmjOP6UmYzwECtI/vBhDvmeY0z84/eK9JQHVP8K0IQxda9Y/Hh1cPRre1z+AhZZu11DZP93t0J+Uw9o/OVYL0VE23D+bvkUCD6ndP/gmgDPMG98/rUddskRH4D833uxl4ZbiP2mrZ+klEeY/1gEUUdDi6D8KHPS/l0vrP0g21C5ftO0/PyjaTpMO8D+P49CTnFHxP9j9C2+h2fI/IRhHSqZh9D8iARSWadj1P+5Gqo+tTvc/v4xAifHE+D8rA0+KUmb5P1S+XSXWJ/k/fXlswFnp+D8g3DKCx6v3P9XrixHKVvY/jPvkoMwB9T9rqPqCaUT0P4Q1k1eD4PM/nMIrLJ188z+2T8QAtxjzP87cXNXQtPI/5mn1qepQ8j8XOgLkvOfxP3d+qK3rFPE/gAAMrTBL8D8CIq6eqW3wP4RDUJAikPA/IBZNBwW58D/OK+g8zmDxPzhC39FjZu2/Yc5HFfnb7L+KWrBYjlHsvxB725LS0uu/GEqMa4VZ678gGT1EOODqv+5izEUmZuq/DjFQvk7J5r/edcjN0f/iv1p1gbqpbN6/aYIg5bIj2L/mrulSzm/Uv9x6Z8CBHM2/8EvPYVDPwL8QdNwMfAiiv05HhG1JLK8/O/sUIxrVvj9WDypuLKa9P3AjP7k+d7w/iTdUBFFIuz+iS2lPYxm6P7xffpp16rg/NoNjt3RRtT+I2/IoAEKqPzR0vXmPgI4/HEMo2HADlr8poJe2lKOtvyxsPV8Qyre/qiI1Q0lvvb+QbJYTQYrBv9BHkoXdXMS/DyOO93kvx79O/olpFgLKv5xPxOh9Rcm/aqio/BTSx785AY0QrF7GvwlacSRD68S/2LJVONp3w7+lCzpMcQTCv3NkHmAIkcC/PIEpXLnmvb9aVUj04iK6v4IpZ4wMX7a/oP2FJDabsr98o0l5v66tv9WTdKsaM6W/UcPrjbc8lb8zf87VRmZQv6sWBQr6yZE/s4qzQCxNoj9MJBd5/3arP8jeYy3HqLM/pfAwoNzTuT+CAv4S8v6/PziK5cIDFcM/JhNMfI4qxj8enLI1GUDJP15+QSzf2c0/KJnt3cK50T+/qDLU8BfTP0mXhQvXedQ/qv+/PJTs1T8IaPptUV/XP2nQNJ8O0tg/xThv0MtE2j8ioakBibfbP4MJ5DJGKt0/33EeZAOd3j8hbaxK4AfgPwHOT+lITOE/NJvKbI3G5D/miL0qaljnPxyjnZkxwek/Wb19CPkp7D+P1113wJLuP3yCEV6Ex/A/xJxMOYlP8j8Ot4cUjtfzP13Rwu+SX/U/mKTnx4jb9j9o6n3BzFH4P0aCYoCn7Pg/bT1xGyuu+D+X+H+2rm/4P76zjlEyMfg/Ljl1QiEK9z/mSM7RI7X1P3irT5I+BPU/kTjoZlig9D+pxYA7cjz0P8NSGRCM2PM/wiXDzO5L8z8hammWHXnyP4OuD2BMpvE/4/K1KXvT8D8aDOSGx6HwP5wthnhAxPA/8x00ieXc8D+ismcHBbnwPxa+8CUya/E/NAmq0WNm7b9dlRIV+dvsv4Yhe1iOUey/yleaSTjM67/SJksi61LrvzinOZ3D1Oq/BqGJMCbp6b+lvToiiwrmvy588MPS1OG/icaXd13S2781UIiWYz/Uv9ShYsY4r8+/6nLKZwdiw7/0D8kkWFOsv7qrl1Vt4aQ/VUp90IRpwD/CqA/sG6S/P968JDcudb4/9tA5gkBGvT8Q5U7NUhe8Pyr5Yxhl6Lo/zWRm+DOFuD/AurTMgxqyPwjRh8t2MKQ/cChFEKjpaD8SLH/JQROhv1ZVAQqP2rG/oBRDL30ru79sfGr+jhLBv6hXZnAr5cO/5zJi4se3xr8mDl5UZIrJv2bpWcYAXcy/zGch7+gRy7+awAUDgJ7Jv2gZ6hYXK8i/OXLOKq63xr8Gy7I+RUTFv9Qjl1Lc0MO/eVkk4Xg3wr+JwzOtjVXAvzJbhvJE57y/WC+lim4jub9w++RFWCm1vyoh9fx5FrC/yI0KaDcHpr87cflgL0iXv3iwTvggw2m/G1GwsPQvjz8NDZCYU0ehP7/bB4i7zqs/Q9W/uxErsz+ly1rtgdm4P3Hj3o8k874/p30xmWOGwj+MiXPqNJPFP/Yu/YRMpcg/pybhlD7wzD+4dQGvJ/DQP9xjx+DpjNI/NOIjPA770z+SSl5ty23VP/KymJ6I4NY/UhvTz0VT2D+vgw0BA8bZPwzsRzLAONs/blSCY32r3D/KvLyUOh7ePywl98X3kN8/xMaYe9qB4D/O+lKr3jbjPxS+FufjyeU/LipHc8s26D9sRCfikp/qPzgOLprOau0/aiFSKGw98D+0O40DccXxP/xVyN51TfM/S3ADunrV9D+Uij6Vf132PxJIu/mn3vc/YAF2dvxy+D+IvIQRgDT4P7F3k6wD9vc/2TKiR4e39z8B7rDiCnn3Pz6WtwJ7aPY/ha6koRPE9T+dOz12LWD1P2gRhLUgsPQ/ylUqf0/d8z8tmtBIfgrzP43edhKtN/I/8CId3Ntk8T8y9hlv5dXwP7MXvGBe+PA/NTleUtca8T8oEPapdfjwPyRPggcFufA/X1D5DpZ18T82f1n2lGPtv1lc3RT52+y/guhFWI5R7L+sdK6bI8frv4TrpvRgQ+u/NOoK5xu86r9GaYbycVjpvzj4kYY6lOW/wrZHKIJe4b+X6vqTk1Hav7NnZtci5tG/0pnFbb70xb/P1VoeGk+zvywgVnsiLZU/4uUFXKvlvT8Yofq0BdHAPyYrhdqOOcA/ZGofADBEvz9+fjRLQhW+P5iSSZZU5rw/ke0Q/TA5uD9+Q1/RgM6xP+YyW0uhx6Y/UL3v54Hkkz8G4JpxuwuCv5g26ibLJKe/mdq2uFPjtL/mmfjdQTS+v4ZnOlt5bcO/wkI2zRVAxr8BHjI/shLJv0H5LbFO5cu/Lyea4bxRzr/8f371U97Mv8zYYgnrasu/mTFHHYL3yb9qiisxGYTIvzjjD0WwEMe/WPIzFJV7xb9nXEPgqZnDv3fGUqy+t8G/DWHE8Karv7+zyISH7Zy6v27ulD4PirW/KBSl9TB3sL/Dc2pZpcimv25+FY/RRZm/vhDbQo+pdb+gntdlS6aNP1+27cj68KE/EIVluGJ4rD/rqe5T5X+zPz6RqkuZw7g/Mr9EICojvj+Ha2RhZh7CP2x3prI3K8U/XYPoAwk4yD/Q7mkeoATMP5XEtV2ZJtA/igXMsSwR0j89sfcZO4XTP/RcI4JJ+dQ/pwhP6ldt1j9etHpSZuHXPxJgprp0Vdk/wQvSIoPJ2j96t/2KkT3cPytjKfOfsd0/5A5VW64l3z9LXcBh3kzgP/oVtK/WneE/Qtl369sw5D8+sfBMZazmP38XOXiURuk/EUyvLp5W7D+ugCXlp2bvP6Hazc1YO/E/6vQIqV3D8j84D0SEYkv0P4Ipf19n0/U/0EO6Omxb9z95gIlsUfn3P6I7mAfVuvc/yvamolh89z/zsbU93D33PxptxNhf//Y/QyjTc+PA9j8S/USeUhT2P3VB62eBQfU/1IWRMbBu9D82yjf73pvzP5gO3sQNyfI/+FKEjjz28T9blypYayPxP8sB8kh8LPE/TSOUOvVO8T/PRDYsbnHxP14CuMoFFPE/puucBwW58D+n4gH4+X/xP/PDjPdLV+2/ViOoFPnb7L9+rxBYjlHsv6g7eZsjx+u/gS54Prkq678yLdwwdKPqv4gxg7S9x+i/zTLp6ukd5b9W8Z6MMejgv7xfqVzyZNm/3NwUoIH50L++/b9rFEfBv/poRt9CpqK/tp8XBfvhrj9GkbjQBY2/P9z3d5mGOME/6YECvw+hwD/2C43kmAnAP2wgbS3eV74/Vna7AS7ttz9AzAnWfYKxP1dEsFSbL6Y/juCZ+nW0kj+wH7PQKtl7vxK4ebGFUKC/JUFVhFQ2rb/gX2xnGOy3v5UPV0aDnsC/O+/3WPpGxb/cLQYqAJvIvxwJApycbcu/W+T9DTlAzr+xn/vzEw/Qvy+Y2/u+qs6//PC/D1Y3zb/LSaQj7cPLv5yiiDeEUMq/NotDR7G/yL9E9VITxt3Gv1VfYt/a+8S/GzgKibCRwr/3SpJkQQjAv7C7NICk/bq/auFEN8bqtb8lB1Xu59ewvwg5WAzhaqe/Oc1hVxZ+mL9W7SEtb6Fzv/QhpxN0JpA/sF9L+aGaoj9kLsPoCSKtP5R+Hey41LM/52XZ42wYuT84TZXbIFy+P06aqGnqz8E/TWXZejrDxD88cRvMC9DHPzvrggAWzMs/OQjoEHrHzz86Ym/LubzRP37Yt8nOU9M/NYTjMd3H1D/nLw+a6zvWP6DbOgL6r9c/UIdmaggk2T8DM5LSFpjaP7revTolDNw/borpojOA3T8kNhULQvTeP2DZ5eMFZeA/bDRKOWzO4T9yj66O0jfjP78gRFZaIuU/WlW6DGQy6D/tiTDDbULrP4q+pnl3Uu4/jnkOmECx8D/Yk0lzRTnyPyauhE5KwfM/b8i/KU9J9T+84voEVNH2PygWOqxuevc/vLqr/SlB9z/kdbqYrQL3PwwxyTMxxPY/NezXzrSF9j+cuTQ5XzH2P9WIr52VyPU/4LX44xAA9T9A+p6tPy30P6Q+RXduWvM/BYPrQJ2H8j9lx5EKzLTxP+TrJzGaYPE/ZQ3KIhOD8T/nLmwUjKXxPye26L5emPE/kvR565Uv8T8AMwsYzcbwP/B0CuFdivE/rgjA+AJL7b9t1Q5Iw9Tsv3p221eOUey/pAJEmyPH6798cUmIERLrv5yxJTLzGuq/yPl/dgk36L9fbUBPmafkv+or9vDgceC/49RXJVF42L8DUsNo4AzQv1I8u7C+hb6/kL8Zkh3tdb/8eI4HVf+yPx7E6yuzwrs/oU71fQegwT+s2H+jkAjBPzGpFzLbC74/HP9lBiuhtz8IVbTaejaxP+JVBV6Vl6U/cgNEDWqEkT+ESQVDrUyAv5qmJKiL6KC/tPqH/+u9rb9yp3Urpkm1v4BRJ1dWtLu/OtKxneUiwr/gsVKwXMvGv/gY1obq9cq/OPTR+IbIzb+852a1kU3Qv8krKndJ9dC/MVgcAZU70L8vCR0WwQPPv/1hASpYkM2/FCRTes0DzL8kjmJG4iHKv+ALUk7q1Me/vB7aKXtLxb+YMWIFDMLCv3ZE6uCcOMC/c0gV2abhur8+n8Hou0u1vxPs2/Cha6+/p5k0EMw/pL9SHVkTBeWSv5xFaVRrqGy/lnRidMJ5kT8ACakpSUSjP7XXIBmxy60/PVNMhIwptD+POgh8QG25P+EhxHP0sL4/ogTANVT6wT9L+J0xLpzEPxxfTpQOaMc/4MCwYTM4yz8OfafnLOrOP6MczzYTTtE/vv93eWIi0z91q6PhcJbUPydXz0l/CtY/3gL7sY1+1z+RriYanPLYP0ZaUoKqZto/+gV+6rja2z+usalSx07dP2Zd1brVwt4/GM0AMDWx4D8jKGWFmxriPyuDydoBhOM/fhnUYsFw5T8wzAd0yJnnP8fHsVc9Luo/Y/wnDkc+7T97GE9iKCfwP8Uyij0tr/E/E03FGDI38z9cZwD0Nr/0P6qBO887R/Y/KEmg1ePo9j/VOb/zfsf2P/70zY4CifY/KLDcKYZK9j9zLEeyFAT2P677wRZLm/U/58o8e4Ey9T9MKgZgoL70P61urCnP6/M/DrNS8/0Y8z9x9/i8LEbyP/vVXRm4lPE/fff/CjG38T//GKL8qdnxP4E6RO4i/PE/XKiq3+6z8T/J5jsMJkvxPzUlzThd4vA/OAcTysGU8T9pTfP5uT7tvykaQkl6yOy/dz2mV45R7L+gyQ6bI8frvweZDTcxCOu/3Xki9D6K6b8Kwnw4Vabnv/Onl7NIMeS/+MyaqiD3378KSgbur4vXv1CO42J+QM6/9hB10znTur/sEGLgR7mUP3rUEAtUTbM/BDkxV2D/uj8svcR2TFbBP7oImLNMLr4/4YcQCyhVtz/O3V7fd+qwP3BnWmeP/6Q/iCbuH15UkD+YA7EdxayCv/yUz56RgKG/Oeky9vFVrr+tHssmqZW1v8LIfFJZALy/azkXv4Q1wb91DvDU3GrEv4R0rQe/T8i/IlROGjb4zL+p79CquBHQv0ndzuMGe9G/4rdY+n7b0b9J5EqEyiHRv7AQPQ4WaNC/77xirelHz7+j35kTJBjNv4DyIe+0jsq/xw4pDuTRx78tOv+V7gbFv5Nl1R35O8K/8CFXSwfivr/DeANbHEy5v47Pr2oxtrO/s0y49IxArL9I+hAUtxShv1aBCVst0Y6/SBkjAnh8Rb84xx3VEM2SP0+yBlrw7aM/BoF+SVh1rj/mJ3scYH60PzgPNxQUwrk/ivbyC8gFvz/2btcBviTCP59itf2XxsQ//1mVfGpUxz+zNXA45lrKP+LxZr7fDM4/Ddcuomzf0D8nNSplabjSP7XSY5EEZdQ/aH6P+RLZ1T8gKrthIU3XP9LV5skvwdg/hYESMj412j89LT6aTKnbP+/YaQJbHd0/kMtuTfwn3z/QwBt8ZP3gP9sbgNHKZuI/4vDgSsAV5D+OoxRcxz7mP0FWSG3OZ+g/7Ah8ftWQ6j+gu6+P3LnsP9FuH1kgOu8/s9HKBxUl8T8A7AXjGa3yP0kGQb4eNfQ/mCB8mSO99T8ofAb/WFf2P2ySmLFuS/Y/GHThhFcP9j9AL/Af29D1P4Vu1I8AbvU/wD1P9DYF9T/5DMpYbZz0PzLcRL2jM/Q/GOO5pV6q8z97J2BvjdfyP91rBjm8BPI/luE1807r8T8WA9jkxw3yP5kketZAMPI/JVzb00c48j+RmmwAf8/xP/3Y/Sy2ZvE/ahePWe398D/9A1a8/ZrxPyaSJvtwMu2/5F51SjG87L+kK8SZ8UXsv5yQ2Zojx+u/br2mRWHD6r/pumVFI+vov2a4JEXlEue/h+LuF/i6478gQklzfwrfvzK/tLYOn9a/pHhA9DtnzL+U5S72tCC3v05MRvgbGqU/5qAH8wS1uT8uoTNmE4TAPyTHBIiidcM/NobUiihVvz88fp8FDL+3PzZ2aoDvKLA/Ytxq9qUloT9AxQzAzpZvP2SH0jyYZZq/pVPTKAVfrL/msZ4Zn8W1v/w/0k1cTLy/CvXBPIZbwb8TyppS3pDEvx6fc2g2xse/KXRMfo77yr/HFqlxmHzOvzflONktP9G/1tI2Enyo0r/7Q4d9tMHSv2JweQcACNK/qbzjV3oZ0b+5pJ03/2fPvyTQc78Jncy/i/tJRxTSyb/vJiDPHgfHv1ZS9lYpPMS/u33M3jNxwb8/UkXNfEy9vxWp8dyRtre/3/+d7KYgsr9WrZT4dxWpv9i12i9E05u/BMhgj1DYh78AHxouVYRmP9sZ2TVfIJQ/pFtkipeXpD9XKtx5/x6vP478qbQz07Q/4ONlrOcWuj8yyyGkm1q/P0rZ7s0nT8I/8Xjd7bfnxD+1fHD7nl7HP22AAwmG1ck/uGYmlZIvzT94kY4NxnDQP4/vidDCSdI/rU2Fk78i1D+qpU+ppqfVP2BRexG1G9c/FP2mecOP2D/GqNLh0QPaP39U/kngd9s/6fzbOo7t3D8Bs6TlWsDfP4e0NsiTSeE/RsjtMr+64j/yeiFExuPkP58tVVXNDOc/UeCIZtQ16T/7krx3217rP65F8Ijih+0/W/gjmumw7z+D1atV+OzwP+2KRq0BI/I/N6WBiAar8z+Fv7xjCzP1PymvbCjOxfU/a8X+2uO59T8y8/R6rJX1P2Dh5gi2QPU/mLBhbezX9D/Sf9zRIm/0PwtPVzZZBvQ/RR7Smo+d8z9+7Uz/xTTzP+ebbesclvI/rctr22wf8j8v7Q3N5UHyP7AOsL5eZPI/MjBSsNeG8j9ZTp3011PyP8aMLiEP6/E/M8u/TUaC8T+fCVF6fRnxP3+gcLz9mvE/4dZZ/Ccm7b+go6hL6K/sv2Bw95qoOey/Hj1G6mjD679B4RIgn0Dqv/TNa+wkj+i/p7rEuKrd5r8t02aIEabjv55YwoMr096/5Aq39jNa1r94elfTeMLLv/a9gXITobW/wPFWg5WFqD9NCkWrtGO/P32X+WarVMM/4gWjcxAJxD/YgQgxAj7AP7j729zn5bg/s/OmV8tPsT9Z1+OkXXOjP0gd52mSHIE/fJHg3yjKlb+xWFp6TRGqv2o0YkLDnrS/ZjyXx980vL82ImYmfuXBvzmmAGmMsMW/PSqbq5p7yb89rjXuqEbNvx0ZaJjbiNC/bdfAHsxg0r9iyJ5A8dXTv1odiTANf9O/DDN0dJIZ0r+/SF+4F7TQv+O8lPg5nc6/UOhqgETSy7+1E0EITwfJvxk/F5BZPMa/f2rtF2Rxw7/llcOfbqbAv5OCM0/ytru/ZtnfXgchtr8xMIxuHIuwv/sNcfxi6qW/P69Pz2wsl7+4DrjDc9+Avw2CXi7kM3k/e2yUlq1zlT/yBMK6PkGlP6bTOaqmyK8/NtHYTAcotT+IuJREu2u6P9mfUDxvr78/nkMGmpF5wj+mm7hs7PHEP2mfS3rTaMc/I6Peh7rfyT/dpnGVoVbMP+RL7ngfAtA/+qnpOxzb0T8XCOX+GLTTP+vMD1k6dtU/oXg7wUjq1j9VJGcpV17YPwbQkpFl0tk/v3u++XNG2z9X5BHT7IXdPzhN7b5cLOA/P6hRFMOV4T9VUi4sxYjjPwEFYj3MseU/rLeVTtPa5z9gaslf2gPqPwwd/XDhLOw/vc8wguhV7j81QbLJdz/wP4oaTFL7U/E/5PPl2n5o8j86zX9jAn3zP3Ne/S3zqPQ/KOLSUUM09T91c+H3KCz1P9RaKcXKVfU/HdY2QbHu9D9mUUS9l4f0P6/MUTl+IPQ/+UdftWS58z9Ew2wxS1LzP4w+eq0x6/I/1rmHKRiE8j9G10O1A3byP8n45aZ8mPI/ShqImPW68j8iAs7oMNjyP45AXxVob/I//H7wQZ8G8j9nvYFu1p3xP9T7EpsNNfE/Aj2LvP2a8T+eG4393hntv1zo20yfo+y/G7UqnF8t7L/DVSUYvXTrv9F2egSpGOq/S2CzCsdw6L/+TAzXTL/mv7BVJNnmm+O/pF09Jda+3r/uDzKY3kXWv4CETRbOmcu/INJt+L1Ptb/qWNe1aIWkP8AqdfvDP8I/z42/Z0Mlxj+gREFffpzEP5fAphxw0cA/NXkYtMMMuj8xceMup3ayP1LSXFMVwaU/FAnLI3FTij+Mm+6CuS6Rv7xd4cuVw6e/7LYla+d3s7/svlrwAw67v3jjxzoQUsG/e2difR4dxb9/6/y/LOjIv4FvlwI7s8y/vvmYoiQ/0L9+FmcvCSHSv65z7SeLxNS/qoJcKeBM07/eAlo2ouLRvxCDV0NkeNC/hgaqoEwczr/xBqW60EfLv1YHoNRUc8i/vAeb7tiexb8iCJYIXcrCvxERIkXC67+/3BEYecpCur+zEg6t0pm0vwfB9OAj662/nm5NAE6/or+UUntp/q+Tv82qHvAtzXO/WPrX4s6Sgz/0pN9eGoaYP0SuH+vl6qU/fL5L7SY5sD/fpQfl2ny1Py+Nw9yOwLo/Qro/aiECwD+fugDeOYXCP1q+k+sg/MQ/HcIm+Qdzxz/YxbkG7+nJP5PJTBTWYMw/mQycyPEmzz9kZEmndWzRP4HCRGpyRdM/lyBALW8e1T/jn/tw3LjWP5VLJ9nqLNg/SPdSQfmg2T+3FX/AfkvbP8fLR2tLHt4/70AIC4x44D+yKTsUxC3iP2XcbiXLVuQ/EY+iNtJ/5j+8QdZH2ajoP3D0CVng0eo/HKc9auf67D/NWXF77iPvPz2GUsZ6pvA/k1/sTv668T+B98TfycHyP1wYvjJWoPM/QvKV2MmD9D+8Dg6k5fT1P/cKoOIl+vU/JTPFyagr9j/4cHFb+d31P0DsftffdvU/i2eMU8YP9T/T4pnPrKj0Px5ep0uTQfQ/Ztm0x3na8z9WO+fyCsjyP2HVU0wDqvI/YgS+gBPv8j/kJWByjBHzP1f0jwnB8/I/wzIhNviK8j8xcbJiLyLyP5yvQ49mufE/Ce7Uu51Q8T+D2aW8/ZrxP1hgwP6VDe2/Fy0PTlaX7L/W+V2dFiHsvx6No26XCOu/Kq74WoOs6b86z01Hb1Dov1PfU/XuoOa/NNjhKbyR47+uYrjGgKrev/QUrTmJMda/ko5DWSNxy78t5ll+aP60vyw/HViQ6J0/avwC2XvbwD8ihIVo2/XIP16D30rsL8U/Vv9ECN5kwT+y9lSLnzO7P63uHwaDnbM/S83VAc0OqD+CetfuJ8WRPyxL+UuUJom/vGJoHd51pb9yOemTC1Gyv2hBHhko57m/t6QpT6K+wL/QIqp4KYTEvzoXfMAtKci/pQtOCDLOy7/gJCk554TPv9KsK8Oj09K/i0XSccGT1L/QL0vTBjHTv7pY1D08yNG/ooFdqHFf0L+gMKdib+rNvwoxonzzFcu/bzGdlndByL/WMZiw+2zFvzwyk8p/mMK/RGUcyQeIv78QZhL9D9+5v+VmCDEYNrS/Yc/8yUAarb/70OgxUcihv4YhpS2fG5C/uOA0Y9FtV7+rs4Cuq4uKP6ABtMSIApw/lVd9G42Upj8lk3qF+o2wP4h6Nn2u0bU/2WHydGIVuz+R2UhPhxjAP1Td21xuj8I/D+FualUGxT/Q5AF4PH3HP4zolIUj9Mk/RuwnkwprzD8K8Lqg8eHOP80eqRLP/dA/6nyk1cvW0j8E25+YyK/UPyTHuyBwh9Y/2HLniH771z+JHhPxjG/ZPyb9tFjd49s/NrN9A6q23j8XAUj8wtLgP8Kzew3K++I/dGavHtEk5T8iGeMv2E3nP87LFkHfduk/gH5KUuaf6z8sMX5j7cjtP01FXj86lO8/g0Oocqmo8D9fZKHFNYfxPzyFmhjCZfI/GaaTa05E8z8JEbnZ06v0P3XWHSnpfvY/H5gXH5UR9z+oyoO0pfn2P9MLrHVBzfY/G4e58Sdm9j9mAsdtDv/1P6591On0l/U/+PjhZdsw9T9BdO/hwcn0Pyp9nWJm8fI/1Up3BxCF8j/OQuxBSCrzP30xOEwjaPM/jOZRKlEP8z/4JONWiKbyP2ZjdIO/PfI/0aEFsPbU8T8+4JbcLWzxPwV2wLz9mvE/E6Xz/0wB7b/TcUJPDYvsv2ajzNiF+Ou/d8QhxXGc6r+G5XaxXUDpv5QGzJ1J5Oe/qXGbE5GC5r+4Wp96kYfjv7RnM2grlt6/8SW8r5kl1r8YgNuUVrzLv3RofZTzWra//MXlJDj3kD/KMxoB5pe+P/sZbO6vTso/lSWapqupxj8kMchepwTDP3p57C1Gv74/pJBInj11tz/Op6QONSuwP+h9Af5YwqE/6GHN9T5yeT+4ShyBksuWvyb31V/a+am/XeSOv/VGtL81zTJP/pC7vwZba2+DbcG/dgRzsb0Zxb8lBrwMJVPLv9uVliDLuNC/qCjPugPI07+gwOvZ4EfUvwqIkqzjH9O/XF48mmOr0b9Hh8UEmULQv19gnd6cs82/NrKvswfiyr+JW5pYmg/Iv+9blXIeO8W/VlyQjKJmwr94uRZNTSS/v0O6DIFVe7m/GLsCtV3Ss7/Id/HRy1Ksv2J53TncAKG/NQHiznjAiL8ujGBDREdhP3+2FD1EwpA/SF6IKvd+nz/nANtLND6nP81nqR3O4rA/L09lFYImtj8V8SGBqVe7P0T8I867IsA/BwC326KZwj/BA0rpiRDFP4UH3fZwh8c/QAtwBFj+yT/5DgMSP3XMP70Slh8m7M4/O4uUloax0D9UNwRBJWjSP22V/wMiQdQ/ivP6xh4a1j8Zmqc4EsrXP38uIkZvqdk/luTq8Dt83D+kmrObCE/fPyeLiPXIoOE/0j28BtDJ4z+F8O8X1/LlP9pZQBnI5+c/kpsyv+Ck6T9P3SRl+WHrPwcfFwsSH+0/xmAJsSrc7j8/0X2roUzwPxrydv4tK/E/+RJwUboJ8j+tymWeBf/yP3Jn86pxzPQ/k78pDMF09j/iwDIXakD3P008Ku2Pwfc/rqbmj4m89z/1IfQLcFX3P0CdAYhW7vY/iRgPBD2H9j/TkxyAIyD2P1UvanhHg/U//b5T0sEa8z9JwJrCHGDyP0O4D/1UBfM/HRa7kod+8z/B2BNL4SrzPy4XpXcYwvI/m1U2pE9Z8j8HlMfQhvDxP3TSWP29h/E/hxLbvP2a8T/P6SYBBPXsv4+2dVDEfuy/wNpKL2CM67/R+58bTDDqv+Ac9Qc41Oi/7j1K9CN457/8Xp/gDxzmv25+7mU7quO/6ZaOZggN37/1MEABmsXWvyCW4zdX/My/iA5bL27Cub+geLYQOfViPxN2ZsDB8bo/Lpwj3Oylyj9e7divUcDJP+74BmhNG8Y/iAQ1IEl2wj83IMawiaK9P2I3IiGBWLY/EZ38IvEcrj/KlmkHwBGfPxA5n43cmV4/86+1dYQ+m7+IqSJaUzOsv589tTyyY7W/ysbOGUbqwL802JHHcx3Hv8/9AvzkO82/sBE6GCut0b98pHKyY7zUv7U7BUIA/NO/NBZEDvkh078BZKT2io7Rv+uMLWHAJdC/pmttl+t5zb9+vX9sVqjKv1APkkHB1se/ImGkFiwFxb/1srbrljPCv6sNEdGSwL6/dg4HBZsXub9MD/04o26zvzAg5tlWi6u/ySHSQWc5oL+Ijfim3p2Dv87JgDotkXc/lkR9PnBtlD95XS7Isn2hP2ox6D4M3Kg/djzYtaE3sT/ZI5StVXu2P3022H4SbLs/+R7/TPAswD+7IpJa16PCP3cmJWi+GsU/OCq4daWRxz/0LUuDjAjKP64x3pBzf8w/cjVxnlr2zj+VHALWoLbQP8DxY6x++dE/1k9fb3vS0z/0rVoyeKvVPwoMVvV0hNc/4fAOql5B2j8GzCCJmhTdP2duIvNVO+A/JLAUmW744T/c8QY/h7XjP5kz+eSfcuU/UnXrirgv5z8Jt90w0ezoP8f4z9bpqeo/fzrCfAJn7D88fLQiGyTuP/S9psgz4e8/1n9MNybP8D+0oEWKsq3xP2j4yCz6GfM/j1D/jUnC9D+wqDXvmGr2P3Dp3z/tKfc/3GTXFROr9z8v0TG2ZB34Py+JvBMUKPg/Gzg8op7d9z9js0kehXb3P64uV5prD/c/KHEg6KKs9T/RAApCHUTzP701vn0pO/I/ty0zuGHg8j/OwYsMyzTzPyeLSHiBG/M/YglnmKjd8j/QR/jE33TyPz2GifEWDPI/qcQaHk6j8T8Jr/W8/ZrxP4wuWgK76Oy/S/uoUXty7L8aEsmFOiDrvywzHnImxOm/OlRzXhJo6L9IdchK/gvnv1iWHTfqr+W/bYtLypxn47/woRK4CK3fvwA8xFKaZde/NKzr2lc8zr9AzA5wkmi9v5xPcMHTc4i/Vriyf51Ltz9Rvcm72tLIPym1F7n31sw/ucBFcfMxyT9SzHMp74zFP+bXoeHq58E/9safM82FvD8c3vujxDu1P5Dqryh446s/5DHQEs6emj8BjftdoUpkv3qZYkhy/Km/OhJVBJ11ub9FqmeCwufCv97P2LYzBsm/e/VJ66Qkz7+Fjd0Pi6HSv5t5D6MyedS/ybYeqh+w07/28y2xDOfSvw/bUZgef9G/jZKVvecI0L/udj1QOkDNv8XITyWlbsq/lxpi+g+dx79qbHTPesvEvz2+hqTl+cG/HiAy86BQvr/Ew1addq24v3Jne0dMCrO/lcja4eHDqr9elI2T5OOevx4vy8YKgIC/v6aoKVw/gz+CZbEE0yiYP8c7R/r7WKM/2cQ1co6dqj8fEQdOdYyxP290aGGtkrY/5XuOfHuAuz+sQdrLJDfAP29FbdkLrsI/KkkA5/IkxT/sTJP02ZvHP6dQJgLBEso/YlS5D6iJzD8lWEwdjwDPP++tbxW7u9A/0C85nC730T9ACr/a1GPTP/ACFJGiJNU/8teXrWdg1z/pSxzgTFjaP8pRWJLubNw/vBObyYwG3z+cy78KX0DhP1MNsrB3/eI/EE+kVpC65D/JkJb8qHfmP4DSiKLBNOg/PRR7SNrx6T/0VW3u8q7rP7GXX5QLbO0/atlROiQp7z9wmmGmRnPwP2SJnq6CZ/E/hOHUD9IP8z+sOQtxIbj0P8yRQdJwYPY//xGNaHAT9z9qjYQ+lpT3P9YIfBS8Ffg/eCCArGMz+D942AoKEz74P3iQlWfCSPg/iMmRtLP+9z/8stZX/tX1P6NCwLF4bfM/MqvhODYW8j8so1ZzbrvyP39tXIYO6/I/2DYZ8sTR8j8xANZde7jyPwY6uuVvkPI/cHhLEqcn8j/ettw+3r7xP4tLEL39mvE/R3ONA3Lc7L9nKPLvKBDsv3ZJR9wUtOq/hmqcyABY6b+Ui/G07Pvnv6SsRqHYn+a/ss2bjcRD5b9yDEgQkRDjv+eUFoVnJ9+/BEdIpJoF2L87wvN9WHzPv/tEYVhbh8C/rh6H43rSmr+i+v4+eaWzP3jeb5vI/8Y/8HxWwp3tzz+AiIR6mUjMPxiUsjKVo8g/rJ/g6pD+xD9Dqw6jjFnBP6htebYQabs/1YTVJggftD+y0OusZ2CfP8FFo9MnfZK/35YM1a0Wsb+e+Hp6ImS9v+uhrnGC0MS/g8cfpvPuyr+PdkhtsobQv1gJgQfrldO/sPQoC1It1L/dMTgSP2TTvwtvRxksm9K/OWkD+jOB0b9jMPszHtjPvzaCDQmJBs2/DdQf3vM0yr/fJTKzXmPHv7J3RIjJkcS/hMlWXTTAwb+tNtJkPt29v1Ta9g4UOri/AX4buemWsr9LQ4DGfuepvywVkzVUQp2/dKE7zW3Eer+L6BC2IbaKP2iG5co15Js/DkJSv9mHpD+8NoPrl7apP6QiO87OorE/qvesCEePtj8f7FDeIHy7P0pw+ll9NMA/i2rMROqqwj/GZJ4vVyHFPwdfcBrEl8c/QVlCBTEOyj99UxTwnYTMP75N5toK+84//SPc4ru40D8dIUVY8vPRPzoers0oL9M/cHkKxk/i1D9olBYswczWP5bYcs8ZL9k/hlBY1XIc2z+tSvGsbZbdPxPnanxPiOA/zChdImhF4j+Iak/IgALkP0CsQW6Zv+U/+O0zFLJ85z+0Lya6yjnpPxmjash99+o/x/a7Q2a17D9vSg2/TnPuPwxPL52bGPA/gXKqkVpd8T+jyuDyqQXzP8kiF1T5rfQ/6npNtUhW9j+OOjqR8/z2P/m1MWcZfvc/ZDEpPT//9z/Bt0NFsz74P8BvzqJiSfg/wCdZABJU+D/wHEOT3dX3P8/0jMdZ//U/d4R2IdSW8z+mIAX0QvHxP6AYei57lvI/MRktAFKh8j+K4ulrCIjyP+Krpte+bvI/PHVjQ3VV8j+UPiCvKzzyPxOpnl9u2vE/Degqvf2a8T8DuMAEKdDsv8FfcEYDpOu/0IDFMu9H6r/goRof2+vov+/CbwvHj+e//OPE97Iz5r8MBRrkntfkv3eNRFaFueK/8pYPEVB53r/yEpZ1lX/XvyTsfZAsXtC/2SO7eG1awr/ICivzhbWkv9B5lvyp/q8/mf8Ve7YsxT9VMIM74SzRP0lQw4M/X88/4lvxOzu6yz94Zx/0NhXIPwxzTawycMQ/9zSn+myuvD90b4MaCTewPx5Q/dIp/Y0/JDeIS31vob/CnCbwv/i0v/1zhCzRmsC/lpn1YEK5xr8yv2aVs9fMv2Xy62QSe9G/L4Uk/0qK1L/Eb0JzceHTv/KsUXpeGNO/IOpggUtP0r9k97RbSYPRvylcIgizvM+/fI3dwdfMzL9U3++WQvvJvyUxAmytKce/+oIUQRhYxL/L1CYWg4bBvz1Nctbbab2/4/CWgLHGt7+PlLsqhyOyv2hwwKm5AKm/aG8T/Ml0m78OXjcQym+Av7LSMYK6LGE/YkdQUScGiT8qqRiv5TydP/rwDu5JWqk/b9IpCPyHsT8pzIsOvmy2P57AL+SXWbs/idrp3DgjwD/L1LvHpZnCPwbPjbISEMU/SMlfnX+Gxz+CwzGI7PzJP7u9A3NZc8w//bfVXcbpzj8d2VOkGbDQPz7WvBlQ69E/XNMlj4Ym0z/kcqXESsnUP2SsPtPlfNY/HEU/XdJs2D9BT1gY98vZP5qBR5BOJtw/FAUs3H+g3z9CRAiUWI3hP6i9wMiFSuM/URESRG4I5T/5ZGO/VsbmP6a4tDo/hOg/TgwGtidC6j/7X1cxEADsP6OzqKz4ve0/Swf6J+F77z+eW7Z0MlPxP7+z7NWB+/I/5gsjN9Gj9D8IZFmYIEz2Px1j57l25vY/iN7ej5xn9z/yWdZlwuj3PwlPB94CSvg/CgeSO7JU+D89HPiSN+D3P/1NJDiED/c/ozZDN7Uo9j9LxiyRL8DzPxqWKK9PzPE/iPtADt9w8j/ixP15lVfyPzqOuuVLPvI/lFd3UQIl8j/sIDS9uAvyP0Tq8Chv8vE/nrOtlCXZ8T+PhEW9/ZrxP5ihxnTM0ey/ql6er+WW67/SwAA7Rxnqv/wiY8aom+i/SfrtYaEj579YG0NOjcflv2Y8mDp5a+S/ew5BnHli4r/5mAidOMvdv/jLHagnS9e/UKaekmz60L/d8sx8NRHGv0yqmgMJ0q6/Wv4ue2GyqD+9ILxapFnDP+ZAVitYQ9A/CQyBxvI60T+sIzBF4dDOP+m6CQVgwsg/Jtj3FK6Gwj/Q6stJ+JW4P5JKUNMoPag/gGn9O78eVL/ggaTLuhqpvxKMtM4/yri/pGvLG5GDwr9CkTxQAqLIv9m2rYRzwM6/O26PXHJv0r+rrUzUo17Uv9nqW9uQldO/Bihr4n3M0r81ZXrpagPSv2GiifBXOtG/fniFy93Az7/EmK16JpPMv5zqv0+Rwcm/bjzSJPzvxr9AjuT5Zh7EvxPg9s7RTMG/y2MSSHn2vL9xBzfyTlO3vx6rW5wksLG/hZ0AjfQZqL+9BwxvQmKivyImtoUIZ5q/mDD+sRISir/uiToeREaBPxCiOXdNT54/klDsYaQkqT87ghhCKW2xP6egahQ1SrY/HJUO6g43uz/JRNlf9BHAPws/q0phiMI/RDl9Nc7+xD+HM08gO3XHP8AtIQuo68k/+ifz9RRizD89IsXggdjOPzyOy2V3p9A/XYs0263i0T96iJ1Q5B3TP7I/VvLJtdQ/apj7ufVJ1j8g64wlgqLXP9Y9HpEO+9g/s1fQiOy22j8O/3J/vTLePy/TCjtH1+A/3CZcti+V4j+Feq0xGFPkPy3O/qwAEeY/2iFQKOnO5z+CdaGj0YzpPy/J8h66Sus/1xxEmqII7T8s2RftdUHvP7xEwlcKSfE/3Zz4uFnx8j8D9S4aqZn0PyRNZXv4QfY/rIuU4vnP9j8XB4y4H1H3P4GCg45F0vc/7f16ZGtT+D+OG62Sker3P0tN2TfeGfc/DH8F3SpJ9j/LsDGCd3j1Px4I4wCL6fM/jwtMalyn8T86pxGIIifyP5NwzvPYDfI/6zmLX4/08T9EA0jLRdvxP57MBDf8wfE/9pXBorKo8T9PX34OaY/xPwt4SSvcl/E/BjCfU1zh7L/womHt5CvsvxcFxHhGruq/QmcmBKgw6b9oyYiPCbPnv5Ar6xprNea/uI1Npsy35L8pq1eh5Lniv2/KizbQ/t6/kD5oKteJ2L9Z4mkSM1nTv2ejBVETf8y/NrY+KsBEvL8AlnZjkyldP+tqWsUMLr0/rH2TnrnzzD9ICpwcf6vRP5L4rZzX8cw/0RWcrCW2xj8QM4q8c3rAP6Cg8JiDfbQ/OMzIGs81oD8QlPdt64eQv0wwYETdXrC/bHtCrb+bvL9SYxILUWzEv+yIgz/Cisq/Q1f6uZlU0L8R6jJU0mPTv74oZjzDEtS/7mV1Q7BJ078co4RKnYDSv0jgk1GKt9G/dx2jWHfu0L/UlOiOCMXPvzQCod8oe8y/4vWPCOCHyb+0R6LdSrbGv4eZtLK15MO/WuvGhyATwb9YerK5FoO8v/8d12Ps37a/WpYdQ6jrsr8EHAUtSVSwv1tD2S3Ueau/UD59fGbRoL+/PrwhQ+2Hv7Z7fK4Ta4M/ivgJZ6Fynj8psMnV/u6oPwcyB3xWUrE/AIwpjS0ttj+bae3vhRS7PwivyOKvAMA/SamazRx3wj+Do2y4ie3EP8edPqP2Y8c/AJgQjmPayT87kuJ40FDMP32MtGM9x84/XENDJ9We0D98QKycC9rRP3c+c3QtJtM/SFlvULGr1D9ZtX27nDLWP2kRjCaIudc/f22akXNA2T+Oyaj8XsfaP2t7MoQFo9w/mF5HYtse4D8QkPej2d/hP7jjSB/CneM/YDeamqpb5T8Ni+sVkxnnP7XePJF71+g/YjKODGSV6j8Lht+HTFPsP2SrL7MlLe8/2C3OOuI+8T/6hQScMefyPyHeOv2Aj/Q/QjZxXtA39j86tEELfbn2P6UvOeGiOvc/KI4lfdR79z83iMBjLjL4P5pMjjc4JPc/WH663IRT9j8asOaB0YL1P9jhEicesvQ/mBM/zGrh8z+Z2YLKYKrxP+pS4gFm3fE/RByfbRzE8T+c5VvZ0qrxP/WuGEWJkfE/TnjVsD948T+nQZIc9l7xP8KIPWw6ZfE/gcI2B5mR8T91vncy7PDsvxKsuMD8ROy/WkmHtkVD67+Eq+lBp8Xpv6sNTM0ISOi/1G+uWGrK5r/80RDky0zlv3LkfGI8WeO/gh5r3L8e4L+cd7GNYFjav1seNZL5t9W/Md5tj32m0L+QC1jpPZDEvygNx7Uqzqi/AgrpHFFSsD82zVrK24XGPxu4gbQkq9E/0+TcXv9gzD9mWbZUtWvFP+2bH5XW7Lw//MG4F0qGsD9o6F+cYdCRP9CYM7Z+CJ6/nMYxwld4s7/nptbWj26/v6TDvfVjssW/zjMQAICty7//UTEFTtTQv+Udw7KuktO/DH65o9BH078y3q+U8vzSvy8enrK8NNK/Xlutualr0b+LmLzAlqLQv3Krl48Hs8+/ih4Eo1N/zL8pAWDBLk7Jv/xScpaZfMa/z6SEawSrw7+h9pZAb9nAv8YotU4vpry/ba6cONAOur8bNIQicXe3v4yPRAAv+rK/efB6TEgeq7/ewWyYMkigv/1MepFzyIW/GqB2FPQ3hT+4t8ROVgeeP8EPp0lZuag/0uH1tYM3sT/NOxjHWhK2Pxo+zPX88bo/kDJwy9bevz+JE4pQ2GXCP8MNXDtF3MQ/BgguJrJSxz9AAgARH8nJPwpRas/zRcw/QGRpNg7fzj+4O7ROFLzQP1PFM4KhCNI/GzzjhSF40z8wmPHwDP/UP0D0/1v4hdY/UlAOx+MM2D9nrBwyz5PZP3gIK526Gts/JP40Sxiy3D8qNh3sII7eP/y7PBZpFOE/4NxqtsHh4j+UoDWIVKbkP0L0hgM9ZOY/6kfYfiUi6D+Xmyn6DeDpP13N2rY2yOs/nn1HedUY7z/2FtodujTxPxdvEH8J3fI/PsdG4FiF9D9cYfdd2iH2P1k4iULfJPY/ljrr10QM9j+WtCxbn8z2P6DCHgxDNvg/oj9BThj79j9or5uBK431PynhxyZ4vPQ/5hL0y8Tr8z+oRCBxERvzP24bOTq80/E/m/6ye6mT8T/1x2/nX3rxP02RLFMWYfE/plrpvsxH8T+jjyih8zfxP3Ol7RAHP/E/RLuygBpG8T/3DCTjVYvxP+RMUBF8AO2/fzqRn4xU7L8aKNItnajrv8bvrH+mWuq/71EPCwjd6L8XtHGWaV/nvz8W1CHL4eW/ux2iI5T447/LV5CdF77gv56zfA0nt9y/Z90NIS4w17+m//iKx+rQv8ZDyOnBSsW/iRA9e+l/sb8cmll0w1aeP7DutJqlVcA/HmUIMrF0zj95QKiOSmDMP4ajnesDXsU/HGa+bo6wvD/IZM/8yGWvP0CQFk5j5Y0/iBzEVRdzoL+w7oa/wy+0v3znFer9EsC/rFdo9BkOxr/ax7r+NQnMvwSchgQpAtG/T7mJjkoR0r91GYB/bMbRv5t5dnCOe9G/v9lsYbAw0b/lOWNS0uXQv6AT1ii2VtC/nqHKX0Ybz7/fOmdmfoPMv0OoH7eeOcm/RF5CT+hCxr8XsFQkU3HDv28gGqKr5MG/RDIqJ8x9wL/qaqep6Vm9v6FoQ+ifILi/VlE8DpW1sr8LdGpoFJWqv9yKuGj9fZ+/cgZcqKOSg7/YYaq+diCGP8HVeooHCp4/WW+EvbODqD+fkeTvsByxP5jrBgGI97U/gkUpEl/Suj8QB0/RTby/P8l9edOTVMI/XDjtHKfYxD+SS+yDwXHHP8Be6+rbCso/8XHqUfajzD8nhem4ED3PPypM9I8V69A/8h5Xu5FE0j8Ce2UmfcvTPxfXc5FoUtU/KDOC/FPZ1j84j5BnP2DYP0zrntIq59k/XUetPRZu2z9zo7uoAfXcPznZWl0Wp94/evgDKp484D9cGTLK9gniPz46YGpP1+M/J1uOCqik5T8fsXNsz2znP80Exee3Kuk/l5/yfOaz6z/aT18/hQTvP50aGlSMK/E/eKsU+TbX8j9ZPA+e4YL0P8jkTp1PtfQ/BOewMrWc9D/54JhSEGf1P/7uigO00PY/CP18tFc6+D/sB9sgWP72P3y7kF4gafU/OBKpyx728z/2Q9VwayXzP7d1ARa4VPI/eKctuwSE8T9NqoP17EnxP6ZzQGGjMPE//jz9zFkX8T9UrNhFwBHxPyXCnbXTGPE/9ddiJecf8T/G7SeV+ibxP2xXEb8ShfE/Udso8AsQ7b/uyGl+HGTsv4m2qgwtuOu/DDRwvaXv6r80ltJIB3Lpv1z4NNRo9Oe/g1qXX8p25r8HV8fk65fkv3ckYkQq2+G/lNytst653b/a/pgceHTXvxohhIYRL9G/robe4FXTxb9YlmlpEZGyv9yCp7sjEpo/faaRGGZjvz+X6H/xMEvLP0oTPKy9PMw/06L99wA3xT+4ZH6HiGK8P5wUJQLx9q0/kE9tYwMqiD+0bG5Q7+Ghv8UW3Lwv57S/iHvA6LNuwL+46xLzz2nGv+JbZf3rZMy/jvRZecTa0L+zVFBq5o/Qv9m0RlsIRdC//Cl6mFT0z79H6mZ6mF7Pv5GqU1zcyM6/3GpAPiAzzr8oKy0gZJ3Nv5vrYdUPo8y/GIOBZhlkyb+zHICrNWDGv+OfKVlej8S/FiPTBoe+wr9Gpny0r+3Av7JBQtAQR72/aCo79gXct78aEzQc+3Cyv39YpA0qCqq/0BiOJthJnr9QAadjuP6Av1iFroBj4ok/f+d86/3qnz85RlELZXKpP1kMcpCld7E/nnU7mxg2tj/T3gSmi/S6P90yb9F0BMA/FEZuOI+dwj9DWW2fqTbFP3hsbAbEz8c/qX9rbd5oyj/YkmrU+AHNPw+maTsTm88/nlw00RYa0T/aXdlb7ZfSP+q558bYHtQ/ABb2McSl1T8PcgSdryzXPyHOEgibs9g/Niohc4Y62j9Ghi/eccHbP1riPUldSN0/xLK2cpHo3j8uWsA3Ck7gP9hV+d0rMuE/unYnfoT/4j+hl1Ue3czkP4S4g741muY/a9mxXo5n6D98bCC2JqzrPzKOFQB8A+8/+VcFpWgt8T/V6P9JE9nyPzKRFPi/RfM/cJN2jSUt8z/qGL9tNwL0P2Eb9/oka/U/Zynpq8jU9j9xN9tcbD74PzXQdPOXAfc/xYMqMWBs9T9bN+BuKNfzPwR1thUSX/I/xKbiul6O8T/gDUfwuy3xP/1VVG8wAPE/Vx8R2+bm8D8FyYjqjOvwP9beTVqg8vA/p/QSyrP58D93Ctg5xwDxP97Ra7eZG/E/4qH+ms9+8T/AaQHPmx/tv1xXQl2sc+y/90SD67zH67+VMsR5zRvrv3falYYGB+q/nzz4EWiJ6L/FnlqdyQvnv8ZcMe16ROW/5e0mosch4r8H/jiuKP7dv04gJBjCuNe/jUIPgltz0b+TyfTX6VvGv1eaZZLzcLS/yLNhixy0hj8bBz61+h26P/g3OqJBccQ/G8UIXAR1yD8jol0E/g/FP1RjPqCCFLw/bMR6BxmIrD8AD8R4o26CP968GEvHUKO/3j4xupuetb+QD2vnacrAv8B/vfGFxca/7e8P/KHAzL/tH0GqwLLOvzfgLYwEHc6/g6AabkiHzb/NYAdQjPHMvxkh9DHQW8y/ZeHgExTGy7+voc31VzDLv/rYE28Ttsu/vegwbi2/y7+5a2l4dGvKvxaei1Ele8e/5BN85kH/xL8UlyWUai7Dv2KNINzANsG/eAM63nYCvb8v7DIEbJe3v6Yxaps2JbK/Ohd3PC9lqb9AljOE4v+cv2X44z2a1Xy/JjSDyioqjT+cfD8m+uWgPxZP0jvgYqo/yJCyKOPvsT8L+nszVq62P0FjRT7JbLs/mNEYXesWwD/9Zu66kfvCPyp67SGslMU/YY3siMYtyD+QoOvv4MbKP7+z6lb7X80/98bpvRX5zz+rQE2RXWTRP8CcW/xI69I/0PhpZzRy1D/mVHjSH/nVP/ewhj0LgNc/Bw2VqPYG2T8caaMT4o3aP2AE0y0TLNw/8NpoojjR3T/IgbYsSXHfP5wW0umeduA/uUfTQIlI4T83s+6RuSfiPx7UHDIS9eM/AvVK0mrC5T+AxQEOiljoPzbn9lffr+s/7QjsoTQH7z9WlfD1RC/xP6A92lIw1vE/psIkPQIb8j/o8CMfViHzPy4fIwGqJ/Q/yVVVozlv9T/PY0dU3dj2P9pxOQWBQvg/fpgOxtcE9z8OTMQDoG/1P6T/eUFo2vM/NrMvfzBF8j8XTsHDqGvxP3nanghgRfE/0Rdh6PTY8D+35TiPWcXwP4j7/f5szPA/WBHDboDT8D8oJ4jek9rwP/g8TU6n4fA/Z4ewaaAZ8T9Y7Ot2jHjxPy742a0rL+2/zOUaPDyD7L9m01vKTNfrvwPBnFhdK+u/nq7d5m1/6r/kgLtPZx7pv6qK4Uh3j+e/jtk8e9bF5b8rEHY+mHLiv3wfxKlyQt6/w0GvEwz917/WNldPUxHSv0uFxQzrfsi/yzm59V62ub/wRzuPPneDvzz0SzIfJ7M/kQ7ppaQuuz9nFMMMFZvBP3ChvRD76MQ/8GH+uHzGuz8AAgOhBnarP4CcNRyHZnk/BA3DRZ+/pL/xZoa3B1a2v5yjFeYfJsG/yhNo8Dshx79qluF/tEXMv7RWzmH4r8u//xa7Qzway79L16clgITKv5aXlAfE7sm/4VeB6QdZyb9Nr8rFZC3JvyyhmBRY58m/DJNmY0uhyr8ctQRo74fKvxY4PXI2NMm/Drt1fH3gx78YuZU8MZLFvxYLeCFOnsO/Rm4c43MUwb8Q3TAt97e8vww3AjBYRbe/ApHTMrnSsb/u1UlrNMCov64T2eHstZu/Ge55tMOtd79MOTgPFr6PP3yFwFZ11qE/9VdTbFtTqz83FfPAIGiyP3t+vMuTJrc/seeF1gbluz9zqKfwvFHAP9z1DsjpB8M/EZttpK7yxT9IrmwLyYvIP3bBa3LjJMs/pdRq2f29zT+CI8HGzTDQP5R/zzG5t9E/qNvdnKQ+0z+5N+wHkMXUP86T+nJ7TNY/QsS/fF/f1z/MmlXxhITZP1xx62WqKds/50eB2s/O3D92HhdP9XPeP4B61mGNDOA/3unb60TR4D+Tv1I/P4/hP0mVyZI5TeI/mhDkRUcd4z94HuNl7QTlPzhA2K9CXOg/72HN+Zez6z+mg8JD7QrvPwrqn62gZvA/pZqJ7iA68T/qyIjQdEDyPyz3h7LIRvM/ciWHlBxN9D8ykLNLTnP1Pziepfzx3PY/QqyXrZVG+D/GYKiYFwj3P1cUXtbfcvU/7scTFKjd8z9+e8lRcEjyP9QYPvn+IPI/JkncOS2B8T/oUjN9ZqXwPzgYrqM5pvA/CS5zE02t8D/ZQziDYLTwP6pZ/fJzu/A/em/CYofC8D/wPPUbpxfxP8022VJJcvE/nIayjLs+7b85dPMazJLsv9RhNKnc5uu/ck91N+06678NPbbF/Y7qvz9lP9ZBmem/5gL/YBzU57/khOn4Uljmv4C7IrwUBeO/OOS3/qxj379Eo3qSMVLZv7AeLCiuYtO/+1RvvqAhy78o2QxZyvu+v4gh7NRM0Z6/+EsCTwLNlT+wWrsOjPWqP5HH+npLgrU/5+GX7tCJvT+LYL7Rdni7Pzz/gtL62ao/4DbGjY7faz8oXW1Ady6mvwKP27RzDbe/pDfA5NWBwb/SpxLv8XzHvzvNbjfsQsm/h41bGTCtyL/RTUj7cxfIvx0ONd23gce/aM4hv/vrxr+Dd09rqV7Hv2JpHbqcGMi/QlvrCJDSyL8iTblXg4zJv3yB2GGxUMm/dwQRbPj8x79xh0l2P6nGv2kKgoCGVcW/QcR731ulw787ceRgDOzAv2w8msR5Zby/a5Zrx9rytr9e8DzKO4Cxv6eUHJo5G6i/IpF+P/drmr/g4w8r7YVyvzOf9qkAKZE/WI5Bh/DGoj/QYNSc1kOsP6WZM1le4LI/6QL9Y9Getz8fbMZuRF28P6rqx7zbjcA/manrNh0Jwz8XGgUz6PjFP5+KHi+z6Mg/X+Lr9OWCyz+N9epbABzOP2piQ2cphNA/e75R0hQL0j8khKzLq5LTP65aQkDRN9U/PjHYtPbc1j/IB24pHILYP1PeA55BJ9o/4rSZEmfM2z9siy+HjHHdP/thxfuxFt8/QpwtuOtd4D8eveXt6ivhP9SSXEHl6eE/imjTlN+n4j9BPkro2WXjP3x6Vk/hQOU/9Hr0plyD6D9ge5L+18XrP8KI3nvXpe4/pnLunz9Z8D/ooO2Bk1/xPy3P7GPnZfI/bv3rRTts8z+1K+snj3L0P/dZ6gnjePU/odgDpQbh9j+q5vVVqkr4Pw8pQmtXC/c/oNz3qB929T82kK3m5+DzP9rfiNX9zPI/o1k1+0im8j9nvj0PBG3xP6mtRtBZh/A/ukojuBmH8D+LYOgnLY7wP1t2rZdAlfA/K4xyB1Sc8D/8oTd3Z6PwP3fyOc6tFfE/Q4HGLgZs8T8KFYtrS07tv6cCzPlbouy/QvAMiGz267/f3U0WfUrrv3rLjqSNnuq/o4B8mCvc6b8h5GBAt1novzowlnbP6ua/1mbPOZGX47+pmzoT23Dgv1ZNFDKW5Nq/UmOzPXbn1L+e8qSSrNTNv0Y8MN6aIMK/gOhnfiNIsL98nJUVPIGgvwDy2ZZLjEy/YJm9cbM5nz9cARmg5KuvP/yaqcN33bc/cvwCBO89qj+A04SMO8hDP0qtFztPnae/FLcwst/Et7+wy2rji93Bv8JDDw3g1ca/DAT87iNAxr9YxOjQZ6rFv6KE1bKrFMW/2E0GwvrVxL+4P9QQ7o/Fv5cxol/hSca/dyNwrtQDx79XFT79x73HvzUHDEy7d8i/3k2sW3MZyL/Z0ORlusXGv9JTHXABcsW/jo8jIQqwxL8Be1AZ3krDv3VtN6AstcC/yZsDXPwSvL/H9dReXaC2v7xPpmG+LbG/X1PvyD52p7+YDiSdASKZv1qzS0MtvGq/wiFRTPZykj80l8K3a7ejP65pVc1RNK0/FB508ZtYsz9Yhz38Dhe4P47wBgeC1bw/4SzoiPrJwD+C4UwONCnDP9PN4aEb+sU/XT77nebpyD/ZrhSasdnLP3iKbjkzoc4/jxovjx3r0D8Z8cQDQ5DSP6nHWnhoNdQ/NJ7w7I3a1T/BdIZhs3/XP01LHNbYJNk/2CGySv7J2j9o+Ee/I2/cP/HO3TNJFN4/gaVzqG653z8FvoQOSq/gP02pz8jcgeE/FGZmQ4tE4j/KO92WhQLjP9RvtiqtwuM/mtZftloB5j9ViOZiiyXpP8GIhLoGaOw/LgqwWp/S7j/qeFIzsn7wPyynURUGhfE/cdVQ91mL8j+zA1DZrZHzP/kxT7sBmPQ/OmBOnVWe9T8KE2JNG+X2PxIhVP6+Tvg/WPHbPZcO9z/ppJF7X3n1P4BYR7kn5PM/nuZr+dF+8z/lzpbQH5LyPw4j8PpGbvE/aghaI01p8D88fZjM+WfwPw2TXTwNb/A/3agirCB28D+uvucbNH3wPyp2YlgynfA/7TwnqmoP8T+5y7MKw2XxP3qjY0rbXe2/FpGk2Oux7L+xfuVm/AXsv05sJvUMWuu/6llngx2u6r9azw7bQebpv17Fwh9S3+i/kttC9Et957+15TddnTjkv7NwB2MNOuG/avet0fp23L9oDU3d2nnWv2Qj7Oi6fNC/wnIW6TX/xL9M0zC6dP69v6IvVql89LW/lipya+7Zq79M7G8Ix5WXv0D6CIydEIE/JHM8SjJTpD+o+YI146GpPyDOg8dw+2G/cv3BNScMqb8q34WvS3y4v7pfFeJBOcK/inqcxBfTw7/VOommWz3DvyD7dYifp8K/CxaLZz8Hw7/rB1m2MsHDv8n5JgUme8S/qev0Uxk1xb+H3cKiDO/Fv2jPkPH/qMa/R8FeQPNix788GoBVNeLGv1GQ7IouqcW/+rQSN34Bxb+j2TjjzVnEv1DSUdFI/cK/4r3GfiBIwL8WgoZxyHq7vyNVPvbfTba/F68P+UDbsL8YEsL3Q9GmvwOMyfoL2Je/x553MIBsYL9QpKvu67yTPxSgQ+jmp6Q/jnLW/cwkrj+CorSJ2dCzP8YLfpRMj7g//HRHn79NvT8ZbwhVGQbBP7ojbdpSZcM/kYG+EE/7xT8a8tcMGuvIP5hi8Qjl2ss/3lcQu1umzz8XXt072o3RP6A0c7D/MtM/MAsJJSXY1D+74Z6ZSn3WP0q4NA5wItg/1o7KgpXH2T9eZWD3umzbP+479mvgEd0/eRKM4AW33j+E9JCqFS7gP8nf22SoAOE/EssmHzvT4T9XOXBFMZ/iPwsP55grXeM/c9R8dgo+5D9TAfh6p8XmP+eKRh2G2+k/IAJ1VOO/7D9natz/NfPuP1rpoVVEk/A/cK21qHiq8T+027SKzLDyP/YJtGwgt/M/PDizTnS99D9+ZrIwyMP1P3JNwPUv6fY/fFuyptNS+D+huXUQ1xH3PzJtK06ffPU/p6221dAq9D9i3++RO7fzPz0G7L9YjvI/1bKPL2Bw8T9qXzOfZ1LwP72vDeHZSPA/jsXSUO1P8D9f25fAAFfwPy/xXDAUXvA/sSunCjmb8D9jhxSGJwnxPy4WoeZ/X/E/6DE8KWtt7b+DH323e8Hsvx4NvkWMFey/vPr+05xp679Y6D9irb3qvxvYDgOw9+m/kVLQK7gy6b/nhu9xyA/ov726BK3PAeW/u0XUsj8D4r98oUdxXwnev3i35nw/DNi/dM2FiB8P0r8ScNYdtDPKv2rXDXzxGsa/xT5F2i4Cwr8vTPlw2NK7v+YaaC1TobO/6IMU2pUjp78APWnLK1KMv5zKv+j/9JE/EGgUOXh0dL+VTWww/3qqv0AH26y3M7m/EPE8mgtmwb9bsSl8T9DAv2HsQb6QfsC/QN4PDYQ4wb8g0N1bd/LBv/7Bq6pqrMK/3rN5+V1mw7+9pUdIUSDEv5yXFZdE2sS/fInj5TeUxb9ce7E0K07Gv72126Ci+sW/ZtoBTfJSxb8N/yf5QavEv7YjTqWRA8S/nylTibOvwr/uEO0+tcC/v/kipS6woLq/VCmeojeLtb+mL5cWv3Wwv8/QlCZJLKa/eQlvWBaOlr+iKY52THNIv+MmBpHhBpU/dF/gwq5opT9pe1cuSBWvP/Em9SEXSbQ/NZC+LIoHuT9s+Yc3/cW9P1GxKCE4QsE/8mWNpnGhwz+MGvIrqwDGP9altHtN7Mg/VRbOdxjcyz+oODw7SvDPPxySEON5DNI/JnghXbzV0z+2TrfR4XrVP0AlTUYHINc/z/viuizF2D9Z0ngvUmraP+WoDqR3D9w/c3+kGJ203T/+VTqNwlnfP0cW6AB0f+A/jAEzuwZS4T/S7H11mSTiPxjYyC8s9+I/TOLwmtG34z9+U6pd6PTkP6cO43bMB+g/2skbkLAa6z+YWb4cPkXtP6HKCKXME+8/dxk4qI+j8D+azev9OL3xP/jhGB4/1vI/OxAYAJPc8z+APhfi5uL0P8FsFsQ66fU/BJsVpo7v9j/klRBP6Fb4P+mBD+MWFfc/ezXFIN9/9T/i70hTV9z0P2rp54RqrvM/ApaL9HGQ8j+bQi9keXLxPzDv0tOAVPA/QOKC9bkp8D8Q+EdlzTDwP+ANDdXgN/A/sSPSRPQ+8D864eu8P5nwP9nRAWLkAvE/pWCOwjxZ8T9WwBQI+3ztv/KtVZYL0ey/jZuWJBwl7L8qideyLHnrv8Z2GEE9zeq/Jpqw16kO6r/GJUvsEyDpv6AIjDfeLOi/yI/R/AHL5b/GGqECcsziv5BL4RDEm9+/jmGAHKSe2b+Kdx8ohKHTv/buZZ61p9C/RkUDm6g2zb+irDr55R3Jv/ETclcjBcW/UnuptWDswL9PxcEnPKe5vwSUMOS2dbG/YsU+QWOIor8ebrbDOWl9v86dFivX6au/WC8wqiPrub+wT5Sjhsa8vyVpjceqX72/5UwpZZHTvr9SmGIBvCPAvzKKMFCv3cC/EHz+nqKXwb/wbcztlVHCv89fmjyJC8O/7IXfPivTw79CmqeL/KzEv+1fhH82ccW/0f/wYmakxb96JBcPtvzEvyJJPbsFVcS/ym1jZ1Wtw7/ugFRBHmLCv4q/766KJb+/1sPD65fGub8wyrxfH7G0vwaha6dNN6+/rq1dj1wMpb/ohhS2IESVv5EowtRny0A/cqlgM9dQlj++oA2UqQ2mPyVCbK/hArA/Yas1ulTBtD+jFP/Ex3+5P9p9yM86Pr4/iPNI7VZ+wT8qqK1ykN3DP8RcEvjJPMY/k1mR6oDtyD/rLYMwjxHMP7gMtF0cHdA/gYImI3Ex0j9D+JjoxUXUPz2SZX6eHdY/x2j78sPC1z9XP5Fn6WfZP+EVJ9wODds/bOy8UDSy3D/7wlLFWVfeP4aZ6Dl//N8/Cjg/V9LQ4D9QI4oRZaPhP5cO1cv3deI/3PkfhopI4z+pZsYPDC7kPz2zi3LJVeY/Zm7Ei61o6T/3kn0eQlvsP/ipgaJJH+4/98CFJlHj7z/+60RVrNPwP7f9gVCEzfE/3rE1pi3n8j8AZun71gD0P8NEe3VZCPU/BXN6V60O9j9HoXk5ARX3P07Qbvf8Wvg/M0qptVYY9z90e+TVo4j1P5vM40l8zvQ/MHmHuYOw8z/KJSspi5LyP2LSzpiSdPE/935yCJpW8D/BFPgJmgrwP5IqvXmtEfA/YkCC6cAY8D/qZBRHxCDwP8KWMG9Gl/A/ThzvPaH88D8aq3ue+VLxP8RO7eaKjO2/YTwudZvg7L/8KW8DrDTsvw1ACcwfhOu/Dnc7YhDT6r8mPirdiZ/pvwIhayhUrOi/3QOscx6557/QZJ5MNJTmv87vbVKkleO/0Ho9WBSX4L+dCxq8CDHbvy7yxH7yQda/2qXgLZE11L+FWfzcLynSvzINGIzOHNC/toFndtogzL8U6Z7UFwjIv2xQ1jJV78O/i28bIiWtv784Poren3u3v0sgbTqSjqy/qPk4QPKtqr/SFft0TU64v5D5lhI0wrm/Tt0ysBo2u78Owc5NAaq8v8ykauvnHb6/jIgGic6Rv7/W2AnIqpnAvy3t0RR8c8G/hQGaYU1Nwr/bFWKuHifDvzIqKvvvAMS/pwMsfGFRxL/NHNFsE9rEv41uLNF5psS/NZNSfcn+w7/et3gpGVfDvz3YVfmIFMK/J27yHmCKvr+4ZOKof+y4vxRr2xwH17O/yuKoIR2Drb9s75oJLFijvyj4GeN1WpK/IOke0MS2Xz8BLLvVzJqXPwPiOmWksqY/ksasRx97sD/OL3ZSkjm1PxOZP10F+Lk/SQIJaHi2vj+/NWm5dbrBP2HqzT6vGcQ//J4yxOh4xj9QDW5ZtO7IP7IOr7B9W8w/HP3JnRNC0D/lcjxjaFbSP6jorii9atQ/cV4h7hF/1j9NrKmfgGXYP92CPxSmCto/ZlnViMuv2z/xL2v98FTdP4AGAXIW+t4/hW5L851P4D/NWZatMCLhPxJF4WfD9OE/WTAsIlbH4j+Q2kMClKnjP0bLjFtpqeQ/+hJth6q25z8jzqWgjsnqP1TjQKRNNe0/VfpEKFX57j+riCRWrl7wPy6UJhiyQPE/rp8o2rUi8j8wqyqcuQTzPx2Wf04iEfQ/REozpMsq9T9Jed7qHzT2P4qn3cxzOvc/tQrNnxFf+D97EkOIlhv3P8iv3w6O7vU/YlyDfpXQ9D/2CCfunLLzP4+1yl2klPI/KGJuzat28T+8DhI9s1jwP4eO2jz01u8/J7pkHBvl7z/J5e77QfPvP3IaWfnKHvA/S0x1IU2V8D/EZtwZXvbwP5D1aHq2TPE/qAUfAH6X7b+oPFGWbubsv6pzgyxfNey/q6q1wk+E67/S18kVep7qv2E5ShnKK+m/PRyLZJQ46L8Z/8uvXkXnv/ThDPsoUua/2MQ6otZe5L/bTwqoRmDhv7K1s1ttw9y/G6k/Ds7P2b/GXFu9bMPXv3IQd2wLt9W/IMSSG6qq07/Id67KSJ7Rv/BWlPPOI8+/Rr7LUQwLy7+hJQOwSfLGv/aMOg6H2cK/sOizbvcFub/RpL8nLvShv55j2Yy+crW/sm08+6OYt7/PLtgIsgy5v31XaKJUwLq/LID4O/dzvL/ZqIjVmSe+v4bRGG8827+/Gn1UhG/HwL9ykRzRQKHBv8il5B0Se8K/cREkqcA/w79cp9N4jDHDv0dkAzSWpsO/obhBkz1QxL9J3Wc/jajDv/EBjuvcAMO/iy9XsfPGwb/GHPWONe+9v3DaO7uDULi/8gv62e78sr+IJOab7M6rvy0x2IP7o6G/UPcorynkjb9IrB1iNY91P85Ro4ivuZk/TSNoNp9Xpz8CS+3fXPOwPz60turPsbU/gh2A9UJwuj+5hkkAti6/P/Z3iYWU9sE/mSzuCs5VxD8z4VKQB7XGP9SVtxVBFMk/fO/aMGylzD+A7d/dCmfQP0pjUqNfe9I/C9nEaLSP1D/UTjcuCaTWP5fEqfNduNg/Y8btwGKt2j/tnIM1iFLcP3hzGaqt990/BkqvHtOc3z9JkKJJ/KDgP5F77QOPc+E/1WY4viFG4j8WpxEZ/izjPzbm/+dYH+Q/iLcVg6cE5j+7ck6cixfpP+Ith7VvKuw/tjMEKlkP7j+2SgiuYNPvP9swBhm0y/A/XjwI27et8T/eRwqdu4/yP2FTDF+/cfM/4V4OIcNT9D9hesn2Fjv1P4QufUzAVPY/zq1BYOZf9z8U3EBCOmb4P8Xa3FrWHvc/kD9/Q6fw9T8o7CKzrtL0P72YxiK2tPM/VkVqkr2W8j/t8Q0CxXjxP4KesXHMWvA/iPPEZbSY7z8qH09F26bvP8pK2SQCte8/+s+dq9Ec8D8moe/sCI/wPzqxyfUa8PA/BkBWVnNG8T9GcMv2rZftv0an/Yye5uy/Rt4vI4817L9IFWK5f4Trv6GKo11MWOq/OZpd5yPU6L96F6ug1MTnv1X66+ue0ea/MN0sN2ne5b8LwG2CM+vkv+Mk1/d4KeK/Uqye7gpq37/+X7qdqV3dv6kT1kxIUdu/VMfx++ZE2b8Cew2rhTjXv6wuKVokLNW/W+JECcMf079RLrhyAqLQv1qeGLiynsu/FeDAimD5xb9LeUM6XcHAvwYuaF9FgLq/EtedRFJCtr/+JU1O9gC2v65O3eeYtLe/W3dtgTtoub8LoP0a3hu7v7nIjbSAz7y/ZPEdTiODvr8KDdfzYhvAv2Ahn0A09cC/uDVnjQXPwb8qtcul6x/CvxRLe3W3EcK/xKs1+xhzwr+5asizDXrDv10nfQFRUsO/BUyjraCqwr/chlhpXnnBv2TL9/4KVL2/D4k+K1m1t7/XrBiX1iKyv1BmIxa8Gqq/5OUq/JXfn79k/h2YZxOHvxTPGchcmIE/QM4olBAinT9wWiJi+buoP5CsNc7Bf7E/Kh7MRcpotj/Lj2K90lG7P66AfJptHcA/eblH1vGRwj9J8hISdgbFPxMr3k36esc/JsLuV9pTyT/IQztweQvOP3BeRLQr2tA/ARtrsJqu0j9vydqoq7TUPzg/TW4AydY/+7S/M1Xd2D/EKjL5qfHaP3XgMeJE9dw//rbHVmqa3j/Gxq7lxx/gPwyy+Z9a8uA/VJ1EWu3E4T+Wc98vaLDiP7uyzf7CouM/fl3W9GqZ5D9EF/eXiGXnP3bSL7FseOo/DG3DK10l7T8ShMevZOnuP4rN5Rm2VvA/Ctnn27k48T+M5OmdvRryPwzw61/B/PI/kPvtIcXe8z8QB/DjyMD0P5MS8qXMovU/Ex70Z9CE9j/DEsf0tH73P5sJgc9QP/g/sld0xmAm9z8ye6MCkwX2P7Oe0j7F5PQ/MsIBe/fD8z+05TC3KaPyPzYJYPNbgvE/tSyPL45h8D+MWK+OdFrvPy2EOW6baO8/zq/DTcJ27z+CheJd2BrwP849jqoBiPA/r/u20dfp8D98ikMyMEDxP+Tad+3dl+2/4xGqg87m7L/kSNwZvzXsv+Z/DrCvhOu/cj19pR4S6r8JTTcv9o3ov7YSy9wUUee/kfULKN9d5r9t2ExzqWrlv0i7jb5zd+S/6/mjR6vy4r+ZsQw/83vhv3CLmpbCdeC/rmVE4UpW3r+KhpjKoYPbv2qn7LP4sNi/Q8hAnU/e1b8k6ZSGpgvTvwEK6W/9ONC/ulV6sqjMyr81baH3mFXFv5Qm6pK+VsC/qGRoh8mtvb/cI4CZNViov9JcmPbIMqW/+n3A0CbLs787l3JgIhC4v+m/AvrEw7m/mOiSk2d3u79EESMtCiu9v/I5s8as3r6/ULEhsCdJwL/4wsPSSg7Bv+NYc6IWAMG/zu4icuLxwL9B82fCmz/BvzWy+nqQRsK/cnGSwxT8wr8ZlrhvZFTCvyzeWSHJK8G/Anr6buC4vL+vN0GbLhq3v2T1h8d8e7G/AFPRULWzqL8z/X5KblKdv8aotubjeoK/4KiQxxSvhT9A/eu6huyePwsRo3ViCao/kquERZUVsz+wSrXZHne4P1K8S1EnYL0/8hZx5JckwT+8TzwgHJnDP42IB1ygDcY/1OWONd73xz9sQrxVOLXKPyPEz6Uk6s8/vwtjPYfh0T9QyIk59rXTP9uEsDVlitU/bEHXMdRe1z/5/f0tQzPZPygbSDmhFts/7JC6/vUq3T+E+nUDJz3fP4noBTwmceA/z9NQ9rhD4T8ZQK1G0jPiPzp/mxUtJuM/Xr6J5IcY5D/Yu5+ThbPlPwF32Kxpxug/NDIRxk3Z6z9rvYaxaP/tP3DUijVww+8/uHXH3LvD8D84gcmev6XxP7uMy2DDh/I/O5jNIsdp8z+/o8/kykv0Pz+v0abOLfU/wLrTaNIP9j9ZJvk/BPH2P75NxML00Pc/nfyjFukT+D9URhP3zT33P9RpQjMAHfY/VY1xbzL89D/UsKCrZNvzP1bUz+eWuvI/2ff+I8mZ8T9YGy5g+3jwP5G9mbc0HO8/M+kjl1sq7z9oEhbQuUTvP4VS8RF7F/A/dtosaPqA8D8mRqStlOPwP/HUMA7tOfE/gUUk5A2Y7b+BfFZ6/ubsv4KziBDvNey/quCcYxlQ679C8Fbt8Mvpv9j/EHfIR+i/8A3rGFXd5r/M8CtkH+rlv6jTbK/p9uS/g7at+rMD5L8EoVnOkVXjv9J/5gVMyeG/QJCQevdf4L9cQXXeRe3dvzhiycecGtu/GoMdsfNH2L/yo3GaSnXVv9LExYOhotK/YMsz2vCfz78ZDdysnvrJv5BlIIu/zcS/60HqpoDtwb9VmWPVfvu5v4BlEqcar4C/VBjafL2SeD8nuJr2WaKev5n9GtNY2rC/xN8H2atruL90CJhyTh+6vx4xKAzx0ru/zlm4pZOGvb98gkg/Njq/v1rN1p7r3L+/MPk1PoPAv78FJZXdGqS/v7s6mokeDMC/sPksQhMTwb+muL/6BxrCvyvgzTEo/sG/eTVb2TPewL+eKP3etR28v0zmQwsEf7a/dtF8iGgGsb+GzmflUgKov0L0q3Op75u/yC0hcrRqf7/AujZ1nnSIPzq+2z6lB6E/PwRCVG0prT8oJdS0mqW0Pzx3nm1zhbo/4Og05Xtuvz84rWUuwivCPwLmMGpGoMQ/0YWgHru3xj9GoY7vRWzHP7jCiVOWFsw/N6LOUcGl0D8RuYHG4ujSP6J1qMJRvdQ/LjLPvsCR1j++7vW6L2bYP0urHLeeOto/22dDsw0P3D9nJGqvfOPdP/HgkKvrt98/ws7bUy3G4D87q118uLnhP75LaSyXqeI/4IpX+/Gb4z8EykXKTI7kP5gbgahmFOc/wda5wUon6j/L9kWzbBXtP8oNSjd02e4/aBKn3b1O8D/pHamfwTDxP98tIevdEfI/hJ/Xs3/x8j8kEY58IdHzP8mCREXDsPQ/R4VwsCmj9T8gyk6SI5/2P/cOLXQdm/c/wRqlhVf/9z+D6PjH/I73P/HX2v9n0/Y/d1jhY2009j/5exCgnxP1P3ifP9zR8vM/+sJuGATS8j985p1UNrHxP/oJzZBokPA/i/G5zUTs7j81Tg7AG+zuP3l9nzTHQO8/LO+Pz3MQ8D8dd8sl83nwP5uQkYlR3fA/Zx8e6qkz8T8fsNDaPZjtvx/nAnEu5+y/IB41Bx827L96k3ar6wnrvxCjMDXDhem/qLLqvpoB6L9AwqRIcn3mvwrsS6BfduW/ZdYYazjG5L/liOFGwmfkvyBIZUeBYeO/HoHT/g2k4b8X/ij5dCvgvwwdpttAhN2/6D36xJex2r/JXk6u7t7Xv6B/opdFDNW/gaD2gJw50r+8gpXU5s3Ov3tZfkj7Ycm/f1EgihwExb88Xeq6QoTDv2qoC7uOyq+/4PD2RagAoD+k4s5VeFerPwuHzFXn55E/ObcEACLfkr+/+uqqFdOrv+/M6SpNG7e//VAt69d6ur+seb2Eei68v/foxvipub2/zBQmmEGdvb+iQIU32YC9v3hs5NZwZL2/bwSZoUKxvb9Zgr4SLL+/vyMA8sGK5sC/QSrj8+unwb/JjFyRnpDAvz7X/06Lgru/65RGe9njtb89D8hSt62wvxRK/nnwUKe/VuvYnOSMmr8QCtUWod95v5DWKBDQC5A/XLF6HbAnpD+ye3AZvCSwP7yeIySgNbY/yMHWLoRGvD+yCo88aL7AP3tDWnjsMsM/ziWyB5h3xT9GQaDYIizGPzfBQwEIQ8g//0JXUfR3zT9aYrVQcFbRP2BmoE8+8NM/8iLHS63E1T993+1HHJnXPw6cFESLbdk/mVg7QPpB2z8qFWI8aRbdP7XRiDjY6t4/IMdXmqNf4D8fVmb/HkvhP1TQqcW0cOI/XTCoei1n4z9xFl/s+1XkPx0NGwDgnOU/D5vxM2KO6D+Io+tTRJnrP1kxbE/24+0/nBTZ4Dmj7z/z+yK5PrHwP5Rt2YHgkPE/9Hc+vGR58j/OvByeXnXzP6UB+39YcfQ/f0bZYVJt9T9Ui7dDTGn2PzDQlSVGZfc/AlZWxYQG+D+fR1wadLL3Py9X7jzvAPc/jn9uBaJB9j/op+7NVIL1P8wzBPQS9vQ/G47eDD8K9D+csQ1JcenyPx/VPIWjyPE/nfhrwdWn8D9AODb7Dw7vPziz+Ojbre4/iugomdQ87z/Uiy6NbAnwP8UTauPrcvA/Edt+ZQ7X8D/caQvGZi3xP7wafdFtmO2/vFGvZ17n7L++iOH9Tjbsv0lGUPO9w+q/4FUKfZU/6b94ZcQGbbvnvxB1fpBEN+a/h7BNzwic5b8IYxarkj3lv4gV34Yc3+S/O+9wwHBt4786KN93/a/hv97Xgu/k7d+/uvjW2Dsb3b+WGSvCkkjav3g6f6vpdde/UFvTlECj1L8yfCd+l9DRvxo6987c+82/1VH92yHayL/WbCCe3prGv1RbKWartL2/xzuglj88l79gyVUhLruqPz5BAX5Mzrk/r/GMKIqcsD9+iGJMH6udPwjXuiWob3y//vmfr3nxpb+BTEQtfyq0v4aZwmNh1rq/YjAW8v95u783XHWRl127v/XQW4c+Qru/6AoaIwhzu7/aRNi+0aO7v0oRI6ExWL2/OY9IEhtmv7+SBrdBArrAvxfkXUkJQ8C/24UCv2Dnur8xN9wyRVq1vwRNEx0GVbC/oMWUDo6fpr9t4gXGHyqZv+DzXNalel+/8LxmzeVLlj+NpBn8ukenP0j1v4jBtLE/VBhzk6XFtz9fOyaeida9P/mgg4aSxcE/zMXD8HQ3xD9C4bHB/+vEP7r8n5KKoMU/gkER/2WkyT9KwyRPUtnOP4EinE8fB9I/XuOld5Wh1D9D0OXUCMzWP8+MDNF3oNg/YEkzzeZ02j/rBVrJVUncP3zCgMXEHd4/CH+nwTPy3z/KHedeUePgPy5bYlMI0eE/ZNWlGZ724j+eT+nfMxzkP3+18niiFOU/wVTnBGY25z+sc8FeyB7qP8Cw3Hz74ew/CJRJDj+h7j97r+qpmUvwP1b0yIuTR/E/LTmnbY1D8j8DfoVPhz/zP97CYzGBO/Q/tAdCE3s39T+OTCD1dDP2P2WR/tZuL/c/RJEHBbIN+D8snTcTeKP3P4CdY+kuMvc/2sXjseFy9j847mN6lLP1P5MW5EJH9PQ/8T5kC/o09D/fdk7pqpPzPz+grHneAPM/wcPbtRDg8T9A5wryQr/wP4QVdFzqPO8/PBjjEZxv7j8YQSPpyzHvP3sozUplAvA/bbAIoeRr8D+HJWxBy9DwP1K0+KEjJ/E/WoUpyJ2Y7b9avFtejufsv4Dpb7G4Aey/GPkpO5B96r+yCOTEZ/nov0gYnk4/dee/bmZJ9Caa5r8qPUsPYxPmv6nvE+vstOW/Vl0OgtM25b9Ylnw5YHnjv1bP6vDsu+G/qhCyUPP8379q1AfWNrLcv0b1W7+N39m/KBawqOQM17//NgSSOzrUv+BXWHuSZ9G/wUVbmV1uzb9rfFaBerHJv1pxZrcHwsW/L5ZL7nOes7/Ete1nEP2DP3oFjBjau68/mU6OCzg8vT95waZ7Gr+8P+lxMiZYjbM/tER8oSu3pD+0LJ20N51yP3D5VLTdD6C/R8yeL7E5sb8+hvKTM7a2vxJm8xhn+bq/BqCxtDAqu7/32W9Q+lq7v+oTLuzDi7u/3k3sh428u78yHq2gIP+8vx2c0hEKDb+/zna+Aujqv796NAUvNky6v/R0J/2TAbW/jxW9zqn4r78pQSujK+6lvyd19Mok+5O/JFxgf60hcT80o6SK+4ucP7CXuNrFZ6o/224P+MZEsz/lkcICq1W5P/K0dQ2PZr8/BGwUjLm7wj9CgcOq3KvDP7ecsXtnYMQ/EkDLrNfQxT/Iwd78wwXLP8gheSZYHdA/pOKCTs630j+Bo4x2RFLVP5N9BF5k09c/HzorWtOn2T+u9lFWQnzbPzuzeFKxUN0/zG+fTiAl3z8sFmOlx3zgP3F0diP/ZuE/O2Bep/FW4j9x2qFth3zjP6tU5TMdouQ/uk28G3cK5j9Um9/rfhbpPzifGTXPz+s/4xKaNXYR7j+zcFNbwhXwP4q1MT28EfE/ZPoPH7YN8j86P+4AsAnzPxKEzOKpBfQ/7MiqxKMB9T/CDYmmnf31P5xSZ4iX+fY/dJdFapH19z+88hIMfJT3P9J8pWu5V/c/KwxZXiGk9j+HNNkm1OT1P+RcWe+GJfU/QIXZtzlm9D+drVmA7KbzP/jV2Uif5/I/9bmY3kIx8j+80nfdVbbxP+PVqSKw1vA/yvKxvcRr7z/+WgMS60fuP2Z6YGS9I+8/R4rXELz27z8UTade3WTwP/xvWR2IyvA/yP7lfeAg8T/479W+zZjtv/cmCFW+5+y/UJxJ+Yq767/oqwODYjfqv4C7vQw6s+i/vmYqjRbU579WVRriChXnv8zJSE+9iua/TXwRK0cs5r9yBBr7wkLlv3Q9iLJPheO/c3b2adzH4b9yr2QhaQrgv+DQpbHrmdy/9NCMvIh22b/W8eCl36PWv64SNY820dO/1Zxcq0wB0b8cPtoshObMv8KXVpU8SMu/uo53++u2wL/YodvseBCjvypTYyLg/5M/0SDhB0Nesj+vbCkHjry/P7VIYGfVcMQ/2kFMeeivvz9K8tcjJn62P3NFx5zHmKo/4ky944VqkD94I31ktvORv9lCgm+9TaO/8vPFrJ+hrb+I0gT1wPqzvxarphOyJLm/+eKDGbZzu7/sHEK1f6S7v95WAFFJ1bu/ESs3oA+mvL/9qFwR+bO+vxjjB58Lsbm/ubJyx+KotL+S06exFyGvv3qNQZxP/6K/cB1tGx52i7/k+is6AhGFP89E8aMIZqE/8VNFXvzirD/jdz/L3A20P9dFXGc7qrk/zBN5A5pGvz8/IdWTuWvCP7U8w2REIMM/KlixNc/Uwz9dwJiqNTLHPxVCrPohZ8w/8OFfJQfO0D/KomlNfWjTP6djc3XzAtY/iiR9nWmd2D9x50njLq/aPwGkcN+dg9w/jmCX2wxY3j+PDt/rPRbgP9Rs8ml1AOE/G8sF6Kzq4T9LZVr72tziP4HfncFwAuQ/8WyX8/dq5T+AurrD/3boP1mO2Rbyruo/Io+GqFba7D8ukNdKdxnvP20PUPOvvvA/mrt40N7X8T90AFey2NPyP0tFNZTSz/M/IooTdszL9D/8zvFXxsf1P9IT0DnAw/Y/rliuG7q/9z/q+ZThfpP3P2LSgGS9SPc/eVLOCmHV9j/Wek7TExb2PzGjzpvGVvU/jstOZHmX9D/q884sLNjzP0ccT/XeGPM/okTPvZFZ8j//bE+GRJrxP12Vz0732vA/zRXC0u1T8D8R0O8en5rvP9WjJjOwQu4/tLOd364V7z+VwxSMrejvP7vpRRzWXfA/crpG+UTE8D8+SdNZnRrxP5ZagrX9mO2/lJG0S+7n7L8gTyNBXXXrv7pe3co08em/CmcLJgYO6b+jVft6+k7ovzxE68/uj+e/blZGjxcC57/vCA9roaPmv46rJXSyTuW/kOSTKz+R47+PHQLjy9Phv45WcJpYFuC/GB+9o8qx3L8WkZkS5DbZv4bNEaPaOta/Xu5ljDFo078EGRz1X73Qv1anjHjYXs6/bVLJ/52ex79VWBF/oFe3vwhkUezzd5e/XsvPEDgBnj/dPnwDmd60P15FYgFyHsE/VmsGgZfNxz/TCDNmPOnFPwnheDtbUME/gnJ9IfRuuT8DIwnMMT2wP5k3JIbOJKE/+BmCI7FDiz8UVRmjrxd8v3e3TWOwrZu/1IzqbroqqL/5HhdWTj+xv373uHQ/aba/DtBakzCTu7/iXxQaBe67v/c3wZ/+TLy/tdqGp3BVub82kzd0ahG0vwmOSbNVaqy/IPIPe5gxob/bWFkLbeOHv8oWjdWH/4Q/l+GcLZ94oD+AfdZlXLGrP60MCM8MdbM/oNoka2sRuT+XqEEHyq2+P7Tc1E0h4ME/KfjCHqyUwj+cRLNsJtHDP6RAZqiTk8g/XMJ5+H/IzT8SokYktn7RP+1iUEwsGdQ/yiNadKKz1j+t5GOcGE7ZP8CUaGyKtts/UVGPaPmK3T/aDbZkaF/fPzZlbrDrmeA/fMOBLiOE4T/BIZWsWm7iP1hqVk/EYuM/FYxyy3jL5D+nfOxmsGLnP299mfgUjuk/Pn5Ginm56z8Gf/Mb3uTtP7uGCjC8EPA/Ec7ufbBC8T9kFdPLpHTyP4IGnkX7mfM/WUt8J/WV9D8wkFoJ75H1PwrVOOvojfY/4BkXzeKJ9z8tNUYhrJr3P/InXF3BOfc/BrLuvP789j8lwcN/U0f2P4LpQ0gGiPU/3hHEELnI9D86OkTZawn0P5ZixKEeSvM/9IpEatGK8j9Ps8QyhMvxP6zbRPs2DPE/CgTFw+lM8D/LWIoYORvvP8ixGJAL4+0/6tjwgPk07j8F7dpaoAfvP+P8UQef2u8/ZIbk2c5W8D/oBDTVAb7wP7STwDVaFPE/NMUurC2Z7b9Z8kL/V7Psv/AB/YgvL+u/WGfsvvVH6r/xVdwT6ojpv4pEzGjeyei/ITO8vdIK6L8P40PPcXnnv6wZwzUVGOe/qlIx7aFa5b+si5+kLp3jv6vEDVy73+G/qv17E0gi4L9QbdSVqcncv0/fsATDTtm/UVGNc9zT1b/1EsvTfQfTv3Vb4S26utC/HhYbBFCGzr/bb9pDgpPCv+eGwf7xu7C/wtfJ+zftir/GIZ7/RwGkP+hcF//uXrc/ZNQv/5xewj9d+tN+wg3JP7Twv4+E+ss/7sgFZaNhxz8moUs6wsjCP8jyIh/CX7w/d4BDH7yhtT/pp6EAy3ewP7ie/8Ozm6Y/NNt3DaOPmD8AyIOX9D5vPzTpluflv5C/piUPMdWzor/D1lJutwetvytsFKkwDLO/13vZn8wZtL9en/cKKI+2v5+iNuE5wrO/dGS4q/Wbrb+MyH5zOGOiv4qyFO3sqYy/Fr3R8wc5gD9aFlxq/o2ePxWnZ228f6o/d6HQ0jzcsj9qb+1um3i4P2A9Cgv6FL4/KZjUB4lUwT+es8LYEwnCP55/lS0EHcY/IP+CfJBVyj+kQkf23SnPPzZiLSNlL9I/ESM3S9vJ1D/v40BzUWTXP9GkSpvH/tk/rWVUwz2Z3D+f/q3xVJLeP5Zd6vZhM+A/3rv9dJkd4T8jGhHz0AfiP2l4JHEI8uI/9Wr/tm4W5D+9a6xI00HmP4xsWdo3beg/VW0GbJyY6j8ibrP9AMTsP+puYI9l7+4/X0WpuryU8D+1jI0IscbxPwfUcVal+PI/XRtWpJkq9D9nUcO6F1z1Pz6WoZwRWPY/GNt/fgtU9z9wcPdg2aH3P4B9N1bFKvc/lgfKtQLu9j90Bzksk3j2P9AvufRFufU/L1g5vfj59D+KgLmFqzr0P+eoOU5ee/M/Q9G5FhG88j+g+Tnfw/zxP/whuqd2PfE/WUo6cCl+8D8/aQUJqVDvP95chjp0We0/3kT7oAqL7T+Lpp04mTruP1MmGNaR+e4/NDaPgpDM7z8LI4OXx0/wP15PIbG+t/A/Kd6tERcO8T/RL9uiXZntvyilHEcqbey/qGfNV+WB679CVr2s2cLqv9lErQHOA+q/cjOdVsJE6b8KIo2rtoXov7JvQQ/M8Oe/yMDOrgQk57/H+TxmkWblv8gyqx0eqeO/x2sZ1arr4b/GpIeMNy7gv4i764eI4dy/hy3I9qFm2b+Jn6Rlu+vVvyOPih2Rw9K/ufbuqVMQ0b9+MyxINHvJv8S0bgLnmbu/pNFMBjh3rL8gnMN7IKprv/Fd1PbzAak//3qy+kTfuT9vY/38x57DP2aJoXztTco/sNcifol+0D/ksJKO63LNPx+J2GMK2sg/XWEeOSlBxD+lcrp9iFjBP7wM09wfh70/KzQxvi5duD+fW4+fPTOzPyIG2wGZEqw/CVWXxLa+oT/kj04dUquNP1i8kj0/kXA/gDw6gt3Rd7/UO2u/J9mAv0BJ4YtZpoO/0CVo3aFmcr8AmEzehKpEP/hzDQ+/UX8/oMG08CKojT9SWDZdZUGVP3lpfnm+Kpw/ptD4dBxOqT8/NpnWbEOyPzQEtnLL37c/KNLSDip8vT+cU9TB8MjAP9DTiUudO8Q/f6rYgQFpyD8CKsbQjaHMP7zU2Q8NbdA/WyIUIhTg0j824x1KinrVPxOkJ3IAFdg/+GQxmnav2j9UHAW2izfdP4IohTigkd8/9SiGllKy4D+tvckQ1ZvhP2NSDYtXheI/tVqYBeos5D9HFs2k2xjmPykdLwcQCug/EiSRaUT76T/zKvPLeOzrP9wxVS6t3e0/017NAu357z8FBEhFvRjxP1tLLJOxSvI/rJIQ4aV88z8C2vQumq70P1Qh2XyO4PU/pWi9yoIS9z+yq6igBqn3P9Sd0/14IPc/Jl2lrgbf9j875zcORKL2Px52LqGF6vU/fJ6uaTgr9T/Zxi4y62v0PzXvrvqdrPM/khcvw1Dt8j/sP6+LAy7yP31DM8QZSfE/TL3zXH9N8D8+bmjryaPuP+Nh6RyVrOw/dc2xGaLr7D8Ep2sp+5LtPy90SvA4QO4/H4Lrsl7w7j+Cb8z9gb7vP7K/IVXASPA/1JkOjXux8D+fKJvt0wfxP26ah5mNme2/9Geu8NS77L+MVp5FyfzrvyZFjpq9Peu/vjN+77F+6r9XIm5Epr/pv/AQXpmaAOm/VPw+TyZo6L/kZ9on9C/nv+OgSN+AcuW/5Nm2lg2147/iEiVOmvfhv+FLkwUnOuC/wQkDemf53L+/VOahu5fZvw2LvKcqqda/JDgRFiUn1L9SDdwXKL/Ov/BQPYwYcMS/tZbTBpEZub+PlRYPjHanv9AS0HtPMHo/DJoK7p8Crj8NmU32ml+8P3byyvry3sQ/bBhvehiOyz8znwn9nh7RP2TMD9wZwtE/AXFljVLrzj9BESR7K3XKP/ck0+sy4Mc/sTiCXDpLxT9rTDHNQbbCPyVg4D1JIcA/veceXaEYuz8Ik8NciqS3P37DxpBYHrU/Uo4/MVK2sj+/qv/1NZK0P384CmJu97I/JRvrBrU8tD/ywZAaFou1P3D6pH+8/7Y/fzjZZoPLuD+Odg1OSpe6P5q0QTURY7w/qfJ1HNguvj8M9ZA7ytW/P3T5Y5qPuMA/Ynj/FjqGwT9S95qT5FPCP4a//7jfEsQ/bkvYUAZGxz8CuERJINDKP91UCSWL7c4/KWr7uQuT0T/qKXLhUa/TP1qjBEk5K9Y/wA+ofHO02D/96bCEmSfbPzPEuYy/mt0/OU9hyvIG4D+8n0dd/i3hP716zKU4e+I/N82v59tl5D+xH5Mpf1DmP11+OcdYPOg/QIWbKY0t6j8njP2LwR7sPwqTX+71D+4/+sxgKJUA8D9r0JFZL/nwPzuQaoRVpvE/WgBNPqzP8j9QUa9rpgD0P6aYk7maMvU/+N93B49k9j9KJ1xVg5b3P+bn2VbCKPc/tbKApwrQ9j/LPBMHSJP2P3C8o03FG/Y/y+QjFnhc9T8oDaTeKp30P4Y1JKfd3fM/X9LjA9/p8j8yTKScRO7xPwLGZDWq8vA/qH9KnB/u7z9Gc8vN6vbtP+tmTP+1/+s/DFZokjlM7D+dLyKikvPsPy0J3LHrmu0/0EH3p9hF7j/CT5hq/vXuP9KoCXlzsO8/WVzAErlB8D9I5PtoOKvwPxVziMmQAfE/Jehx9A2r7b+8dlWjGSXtv3RFbzOtd+y/DzRfiKG467+mIk/dlfnqvz8RPzKKOuq/1/8uh3576b/2iDyPgN/ovwAP5qDjO+e//0dUWHB+5b8AgcIP/cDjv/65MMeJA+K//vKefhZG4L+IKn1UUL/dv+PH3Ly8Kdu/QmU8JSmU2L+YApyNlf7Vv/ef+/UBadO/izybzdvpyr/A75yR18q4vzjbruj5VKK/73xgzWuNkD8Xa6DypYGxPx636PHw374/foGY+B0fxj92pzx4Q87MP7hm8Hu0vtE/YkDW8L3K1D9/LHlbTX7SP9dhnvRqftA/ZdfrWd1nzj8d65rK5NLLP9b+STvsPck/Qf3WYgAgxz95ldh859zFP7It2pbOmcQ/TI1EM8bowz+Am6QVuNbEP4jknKlKqcU/eFzWFerPxD/dL6mfGnfFP0MDfClLHsY/+q3G+hHrxj8CzWBu9dDHPwns+uHYtsg/DwuVVbycyT8WKi/Jn4LKPx5JyTyDaMs/JWhjsGZOzD8kKuqPnS3NPxSphQxI+80/4MzC7PUqzz/7qHO7xifRP+7uXwdawdI/5zRMU+1a1D/aejifgPTVP7PK7SLHodc/Adl9tyTJ2T/CbF0BkADcP4gAPUv7N94/JEqOSrM34D9C9qA2d3XhPwKuyOy57OI/vz/Hyc2e5D85kqoLcYnmP7TkjU0UdOg/fOal6dVf6j9e7QdMClHsP0b0aa4+Qu4/lP1liLkZ8D8IAZe5UxLxP+rao6lrB/I/+ezG+O9y8j8zuPlJ9lrzP+jFdouYifQ/oNPzzDq49T+enhaSj+j2P26vZAtZZPc/EkM81Nc79j+Qj9Ewol32P3AcgV+JR/Y/befTqj6G9T88YZRDpIr0Pw/bVNwJj/M/4VQVdW+T8j+xztUN1ZfxP4NIlqY6nPA/poStfkBB7z9KeC6wC0rtP+lrr+HWUus/pd4eC9Gs6z80uNgaKlTsP8SRkiqD++w/VGtMOtyi7T9wD6RfeEvuP2MdRSKe++4/VCvm5MOr7z8B+V7QsTrwP/KAmiYxpPA/3WHhgHIH8T+OgRvGU8LtvyUQ/3RfPO2/vJ7iI2u27L9ULcbSdjDsv40RIMt5dOu/JgAQIG616r+97v90Yvbpvxx9g2JGBem/HLbxGdNH57+Ty8LbN5Llv770klSp3+O/GyprtlFg4r/J+JrqhxXhv+yOlT18ld+/Ryz1pej/3L+lyVQOVWrav/xmtHbB1Ne/WwQU3y0/1b+2oXNHmqnSvzwFd25iG8e/IYFU0+Qtsb/2pXsZTaCdP37I6U54arQ/1VO6q262wD+FEGb2SF/HP302CnZuDs4/Oi7X+sle0j83Qam6XLbVP3GgP3DxhtU/AbuqK0DC0z/dRALkw3fSP3EYpsvdNtE/juSmWFGV0D9WYU/LiefPP435UOVwpM4/SFPpTWN2zj99YUkwVWTPP9q3VIkjKdA/QVpMK0oZ0D9O/wQZVRTQPwFp7l3tZ9A/tNLXooW70D9Mb93aIivRP9B+qpQUntE/VY53TgYR0j/YnUQI+IPSP1utEcLp9tI/4Lzee9tp0z9hzKs1zdzTP+XbeO++T9Q/45FA+ncT1D8dXLEBSmbVPy0se06KrNY/BFAaGFhU2D844G5HTAXaP2Nww3ZAtts/zlbdWMLd3T9GdV7RlgrgPyc/TnZMJuE/Cgk+GwJC4j/q0i3At13jPyxsVr/BTeQ/thRuPE1Y5T8Z50vWO9HmPzdXpS8Greg/sKmIcamX6j+TThIMU4PsP3ZVdG6HdO4/Li5r6N0y8D+fMZwZeCvxPxQ1zUoSJPI/pTcAHgbU8j+2SSNtij/zPwtwplVA5vM/v30jl+IU9T94i6DYhEP2Pzaolfk3Jvc/LUQ5JtZh9j+xr/pd+Qz1P4ND+F7XC/U/Vtf1X7UK9T/E48W0NDT0P5Jdhk2aOPM/ZddG5v888j84UQd/ZUHxPwbLxxfLRfA/tIkQYWGU7j9TfZGSLJ3sP/dwEsT3peo/PWfVg2gN6z/MQI+TwbTrP1waSaMaXOw/7fMCs3MD7T99zbzCzKrtPwyndtIlUu4/BOvx2T0B7z/2+JKcY7HvP6mV/Y2qM/A/mB055Cmd8D8WMl6BYBHxP/YaxZeZ2e2/jKmoRqVT7b8lOIz1sM3sv73Gb6S8R+y/VlVTU8jB678K7+ANUjDrv6Td0GJGceq/Rp9f8IZF6b/lH34EMI/nv7bUo2KK4+W/oY3HdjGW5L9OXPeqZ0vjv/sqJ9+dAOK/qPlWE9S14L+rkA2PFNbevwkubfeAQNy/YcvMX+2q2b+/aCzIWRXXvxsGjDDGf9S/TMkPiqzo0L/tzVIP6UzDvwglGCrkIaO/onaN9O13sz/VD9BEhH7CP1Z/Fcm2/8g/4O5aTemAzz82L9DoDQHTP7kIkDlyVtY/YxQGhZWP2D8rFLdiFQbXP2B+4fIuPNY/fErif6Ka1T+YFuMMFvnUP7Ti45mJV9Q/pAxHNACC1D+/E3cl+fjUP9gapxbyb9U/8yHXB+vm1T+wZjXiHG3VP2HQHie1wNU/FDoIbE0U1j8ZeIr+ym3WP52HV7i84NY/IJckcq5T1z+kpvEroMbXPyi2vuWROdg/cdfyuIkd2D/HiYCyRWPXPx48DqwBqdY/c+6bpb3u1T+pojHdgSTWP1Lp5X6Jn9g/pr8eECZY3D/ohUSbxRnePxoWmcq5yt8/Smoe/S/54D8tNA6i5RTiPw3+/UabMOM/7cft61BM5D/Rkd2QBmjlPxrubC1abOY/QDsSJttL5z9kiLceXCvoP8xN8SXPPOk/MhygU5vQ6j+sboOVPrvsP6i2fi7Qpu4/xl5wSAJM8D86YqF5nETxP6tl0qo2PfI/U4I5Qxw18z9ilFySoKDzP3Kmf+EkDPQ/g7iiMKl39D+WNdCiLKD1P57ny02SlfY/odEOwUbf9T+lu1E0+yj1P/e5ZZ/jUfQ/gA7NMv1b8z9Sosoz21rzPxrgt74q4vI/6Fl4V5Dm8T+80zjw9erwPxyb8hG33u8/u45zQ4Ln7T9fgvR0TfDrP/51daYY+ek/0++L/P9t6j9kyUUMWRXrP/Oi/xuyvOs/g3y5Kwtk7D8VVnM7ZAvtP6IvLUu9su0/NAnnWhZa7j+muJ6R3QbvP5jGP1QDt+8/Rmpwi5Qz8D9AutehIpbwP04C24FOG/E/X7Ruad/w7b/0QlIY62rtv43RNcf25Oy/JmAZdgJf7L++7vwkDtnrv1V94NMZU+u/4/8bndDC6r/UWweMdZ3pv3ki9ALbFui/JvEjNxHM5r/Vv1NrR4Hlv4OOg599NuS/MF2z07Pr4r/eK+MH6qDhv4r6EjwgVuC/dJKF4KwW3r/KL+VIGYHbvyrNRLGF69i/hGqkGfJV1r/fBwSCXsDTv2xb+7TfAs6/gC1dYN/8vr94RTps9T9/vy3l1bLgFLs/XjsrYszHyj9yVThzf6TQPzgNW7UY5dM//cR997El1z/h8VzGb2HaP1rkHBqAQds/drAdp/Of2j+UfB40Z/7ZP7BIH8HaXNk/tG+Zwc7I2T/Qdsmyxz/aP+p9+aPAtto/BIUplbkt2z9iJha+uHTbP9Q3T/B8Gds/hqE4NRVt2z85CyJ6rcDbP3yQBNxkI9w/Ax2ld5sn3D9ZzzJxV23bP6+BwGoTs9o/AzROZM/42T9Z5ttdiz7ZP6+YaVdHhNg/Bkv3UAPK1z9c/YRKvw/XP8VFKL0BO9k/hH9T9Hwi3j9HXOkLF/zgP32FA3kO3+E/GYLxOZ364j8a871yNB/kP/y8rRfqOuU/3IadvJ9W5j+9UI1hVXLnPxJwg5vyiug/OL0olHNq6T9cCs6M9EnqP4JXc4V1Kes/qqQYfvYI7D/ohnQPUSHtP7AzfrnT3u4/Y491qCZl8D/VkqbZwF3xP0mW1wpbVvI/upkIPPVO8z8S35W3tgH0PyHxuAY7bfQ/MQPcVb/Y9D9CFf+kQ0T1PwMnAqLsBPY/BBFFFaFO9T8I+4eIVZj0PwzlyvsJ4vM/Ds8Nb74r8z/HL5IY8UHyP0xtnwcBq/E/a9ypyCCQ8T87VmphhpTwPxygVfTXMe8/wZPWJaM67T9fh1dXbkPrPwN72Ig5TOk/a3hCdZfO6T/6UfyE8HXqP4srtpRJHes/GwVwpKLE6z+p3im0+2vsPzu448NUE+0/zJGd06267T9da1fjBmLuP0qGS0l9DO8/OpTsC6O87z8X0UZnZDbwP+dWdl8bj/A/htJXgjwl8T/HTRg7JQjuv17c++kwgu2/9GrfmDz87L+O+cJHSHbsvyaIpvZT8Ou/vBaKpV9q678wE4Xjc8fqvwvahTNLDOq/UbK38CQS6b+Yiumt/hfov9UAioLhxOa/WUauvGps5b/ei9L28xPkv2LR9jB9u+K/5hYbawZj4b9tXD+ljwrgv99Dx74xZN2/jjFdmrHB2r/ozrwCHizYv0JsHGuKltW/nQl80/YA078eJNdVZjTKvxK/FKLsX7e/yCkTns2jlj/MKY+46VjBP3nuW71Z3c8/OevlgSPJ1D+kpNx/ZAXYP0QhJ962MNs/3p1xPAlc3j+C4llbuAPfP5fLu12kmN4/stLrTp0P3z/N2RtAlobfP+fgSzGP/d8/AvQ9EUQ64D+P99WJwHXgPzAHSsquXOA/dIQ0f+5i4D9GEU3/nUvgPy+KVmZMYt8/1PESzlwt3j/pK44cnUjdPz/eGxZZjtw/lZCpDxXU2z/qQjcJ0RnbP0H1xAKNX9o/lqdS/Eil2T/sWeD1BOvYP1SMqJg5+dk/ObeNfrt93j/SiuA0uNLhP7FYww8bzOM/6IHdfBKv5D8luA4CxKflP957Xeg4Rec/xEVNje5g6D+iDz0ypHzpP4PZLNdZmOo/Jz8/AgyJ6z9LjOT6jGjsP3LZifMNSO0/liYv7I4n7j++c9TkDwfvP+HAed2Q5u8//t97fOmC8D9vw6s55XbxP+DG3Gp/b/I/VMoNnBlo8z/FzT7Ns2D0P8478itRzvQ/3k0Ve9U59T/sXzjKWaX1P0yiwjnzZfU/7+hVLgey9D+UOKBvPAf0P3IkAVBkUfM/dw5Ewxib8j93+IY2zeTxP3viyamBLvE/kqW+kf4x8D82mOO4CfTvPyGluNb4hO4/xpg5CMSN7D9sjLo5j5bqPwyAO2tan+g/AQH57S4v6T+S2rL9h9bpPyG0bA3hfeo/so0mHTol6z9EZ+Ask8zrP9JAmjzsc+w/YhpUTEUb7T/y8w1cnsLtP4PNx2v3ae4/6lP4AB0S7z/cYZnDQsLvP+g3HUM0OfA/08489ziT8D9HhPol3xzxPy/nwQxrH+6/xnWlu3aZ7b9eBIlqghPtv/iSbBmOjey/kCFQyJkH7L+5xauPznDrvxg5PZ63weq/ckFdzJYP6r/seHMVxiPpvzNRpdKfKei/eynXj3kv57/AAQlNUzXmvwfaOgotO+W/bILRFwEm5L/xx/VRis3iv3cNGowTdeG/+VI+xpwc4L8AMcUATIjdvwm8DXVe19q/EEdW6XAm2L/otCGMLwXUv2HYUZqWUNK/Xj20eb6nx78i87NP6S+yvzcoAahU36U/xI3a+54HxD+9aNpmtEvRP6drwOPwrNU/Bh9RVaIX2T9f0uHGU4LcP3WrRMvp0d8/vA73cwk64D+9x0sCHovgP7+AoJAy3OA/wjn1Hkct4T/E8kmtW37hP21SBPrl3eE/rmXbHTpm4j8xb/hjU8jhPwSj1pfbLeE/19a0y2OT4D9RFSb/1/HfP/d84mbovN4/Ke0Eu1qv3T9/n5K0FvXcP9RRIK7SOtw/KQSup46A2z+AtjuhSsbaP+rSKHRxt9o/CO/HCPrY3j+2pv15VwDiP+tVl+8xlOQ/JVWdEx+c5j9dfreAFn/nP5Wn0e0NYug/9bvJ0dUI6j+TzuwC84brP3OY3Keoouw/HMFVcKSn7T9FDvtoJYfuP2hboGGmZu8/R9QirRMj8D/aenUp1JLwP24hyKWUAvE/AMgaIlVy8T+Sbm2eFeLxP3734cqjiPI/7/oS/D2B8z9k/kMt2Hn0P3yGK1FnL/U/jZhOoOua9T/ZQTijRX31P+ZE+EpUvfQ/8Ee48mL98z9dCtdYVUzzPwJaIZqKofI/qKlr27/28T9P+bUc9UvxP98hAP7bnfA/xBeG4iDP7z/E6wvJiWLuPyYujWBVlOw/xp2c6uTg6z9rkR0csOnpPxCFnk178uc/m4mvZsaP6D8oY2l2HzfpP7k8I4Z43uk/ShbdldGF6j/a75alKi3rP2jJULWD1Os/+aIKxdx77D+LfMTUNSPtPxpWfuSOyu0/rC849Odx7j86CfIDQRnvP6BYgbdwyO8/7AA5ahI/8D+IVbF47JnwPyhvLBoUEvE/mIBr3rA27r8wD0+NvLDtv8adMjzIKu2/XiwW69Ok7L8EHZVwLBzsv4qa/Rcwbeu/5KIdRg+76r89qz107gjqv4g/LzpnNem/zhdh90A76L8W8JK0GkHnv1zIxHH0Rua/oaD2Ls5M5b/oeCjsp1Lkvy5RWqmBWOO/dymMZlte4r+6Ab4jNWThv4ZJPeepLuC/Ex7DQmas3b+MGCAMhcDVv5R4FnXxf9S/w1ekEktQ07/zNjKwpCDSv466dsGvLsa/uNtxvpd7rr8gM/eIj8OrP30QGLStgMU/FMGwaDYbzj/pE+mlTHjSP0HHeRf+4tU/t+RJL5EY2T+6VvNLurrZP73InGjjXNo/wTpGhQz/2j/HrO+hNaHbPyUDOz/Wfdw/a5tj7Oeb3z+ZUI+bRiPiP7+G6yKUreI/wDRgMBkQ4j+SaD5koXXhP2ScHJgp2+A/OND6y7FA4D8UCLL/c0zfP7hvbmeEF94/umAJU9Rb3T8OE5dMkKHcP2TFJEZM59s/xSYCkzg03z+Uwhq/9i3iP8ZxtDTRweQ/+yBOqqtV5z+SUXcXI2zpP8d6kYQaT+o/AaSr8REy6z8B8uaZ/LXsP8K/hKHnae4/DUNs3jzG7z8YyIjr3lLwP6xu22efwvA/PhUu5F8y8T/Su4BgIKLxP2Ri09zgEfI/+AgmWaGB8j+Kr3jVYfHyPx1Wy1EiYfM/LyNeIl/d8z846qF8/ZP0P24yer6Wi/U/auGtDJiU9T9z5G20ptT0P4DnLVy1FPQ/jOrtA8RU8z+W7a2r0pTyP9ErWIOj5vE/dHuixNg78T8by+wFDpHwP4M1bo6GzO8/ytQCEfF27j8YdJeTWyHtP2ATLBbGy+s/ohKEPhBo6j/G6zEKXTLpP584rM8ESec/LxJm313w5z/A6x/vtpfoP1DF2f4PP+k/4p6TDmnm6T9weE0ewo3qPwJSBy4bNes/Msw3x43b6z9A3YN/JoHsP1Huzze/Ju0/YP8b8FfM7T9wEGio8HHuP4AhtGCJF+8/19NGSIDM7z+ih63rxUXwPz7cJfqfoPA/ClpeDkkH8T8AGhWw9k3uv5io+F4CyO2/MDfcDQ5C7b/Ixb+8Gbzsv/v7vZGoGOy/VQTev4dm67+vDP7tZrTqvwkVHhxGAuq/IgbrXghH6b9p3hwc4kzov7C2Ttm7Uue/946AlpVY5r88Z7JTb17lv4M/5BBJZOS/yBcWziJq478R8EeL/G/iv1XIeUjWdeG/naCrBbB74L+aOU2y8t7Xv8oY209Mr9a/+Pdo7aV/1b8p1/aK/0/Uv1m2hChZINO/2b2JbbWi0b8SODkJobXEv3jRe91cl6i/tZ72NOXTsD+tquAJi9zAP2wRAu3tscc/IHgj0FCHzj/kHU+TOF/SP+mP+K9hAdM/7QGizIqj0z/xc0vps0XUP2BhbYrgP9U/pvmVN/Jd2D/qkb7kA3zbP9B+FBY8Z98/qaoGmm3S4j/Tp/sn7vTiP1H6x/zeV+I/Iy6mMGe94T/1YYRk7yLhP8mVYph3iOA/NJOBmP/b3z/Y+j0AEKfeP/ghgPGRwt0/m148HXeP3z963jcEllviP6yN0Xlw7+Q/3jxr70qD5z8U7ARlJRfqPwZOURsnPOw/PHdriB4f7T91oIX1FQLuPxMoBGIjY+8/6frQNIeL8D/8iz6mr83wPwBoVynaMPE/ge1WTZq48T8Ac1ZxWkDyP4H4VZUayPI/AH5VudpP8z+BA1XdmtfzPwCJVAFbX/Q/qz0pBS/g9D/Ak7X2qVn1P2ACyh/PXPU/Cn4n9pHn9D8Mh6PFByz0PxaKY20WbPM/Io0jFSWs8j8vkOO8M+zxPzmTo2RCLPE/Pk3ZrfGA8D/EOUfeTazvPxHZ22C4Vu4/Xnhw4yIB7T+nFwVmjavrP/S2mej3Veo/PVYua2IA6T+J9cLtzKrnP0TDn/IoqeY/fTNCJkFK5z+LRI7e2e/nP5xV2pZyleg/qmYmTws76T+7d3IHpODpP8qIvr88huo/25kKeNUr6z/qqlYwbtHrP/m7ougGd+w/Cs3uoJ8c7T8X3jpZOMLtPyjvhhHRZ+4/NwDTyWkN7z/wvK7/KL3vP3iOOvA4PvA/d76dYN2d8D99lkCwCATxP2izvoE8Ze6/AEKiMEjf7b+Y0IXfU1ntv2xdfgshxOy/xmWeOQAS7L8hbr5n31/rv3t23pW+req/1X7+w5376b8whx7yfEnpvwKl2ECDXui/Sn0K/lxk57+SVTy7Nmrmv9gtbngQcOW/HQagNep15L9k3tHyw3vjv6u2A7CdgeK/8I41bXeH4b/O2RGNTQ7av/y4nyqn3ti/LJgtyACv179cd7tlWn/Wv4tWSQO0T9W/vDXXoA0g1L/qFGU+Z/DSv4j8ahEu5tC/WrX7UJI8w7+IxoX8IbOiv5SjhFj97pw/YPZjHIXmtD/hYVNxpUjBP1GuqO6/S8c/WZL7JxKQyD9idk5hZNTJP1V/P6vVA8w/8FfIgvwf0T838PAvDj7UP3yIGd0fXNc/LoZvHZYW2z+BmYEJxWLgP8IEfpiUgeM/5sgLLUg84z/evy/JpJ/iP7LzDf0sBeI/hCfsMLVq4T9WW8pkPdDgPyePqJjFNeA/iKOGqMv63z9d+lRJNYniP4up7r4PHeU/vViINOqw5z/tByKqxETqPyO3ux+f2Ow/ckorHysM7z+nc0WMIu/vP3DOr/wMafA/EK8QFSUI8T859k6EZ3PxP/Yxlqyzi/E/sW3d1P+j8T9SaZT76g3yP9Lukx+rlfI/AcKI17AE8z85lh+wjTrzP3JqtohqcPM/qj5NYUem8z/jEuQ5JNzzP0OlJVBhD/Q/4ZmJoL728z9F64gfhUrzP7MsmX53w/I/vS9ZJoYD8j/KMhnOlEPxP9Y12XWjg/A/FD4gLhWM7z9g3bSwfzbuP6p8STPq4Ow/9hvetVSL6z9Du3I4vzXqP4paB7sp4Og/2PmbPZSK5z8gmTDA/jTmP8sGxC+uCeY/fiQmNw+t5j/rtOFwfUvnP4OxoLud6ec/fkXfV1OL6D9jRUW46zDpP3RWkXCE1uk/gmfdKB186j+UeCnhtSHrP6KJdZlOx+s/sJrBUeds7D/Bqw0KgBLtP9C8WcIYuO0/4c2lerFd7j/v3vEySgPvPw2mFrfRre8/BoPuS4028D8Fs1G8MZbwP5YtBzFyEPE/0UxoU4J87r9p20sCjvbtv+dL5wMjZu2/OMdes3i97L+Sz37hVwvsv+zXng83Weu/R+C+PRan6r+g6N5r9fTpv/vw/pnUQum/nmuUZSRw6L/mQ8Yi/nXnvysc+N/Xe+a/cvQpnbGB5b+4zFtai4fkv/6kjRdljeO/Rn2/1D6T4r/+edZnqD3cvzBZZAUCDtu/Xjjyolve2b+OF4BAta7Yv732Dd4Of9e/7NWbe2hP1r8etSkZwh/Vv0yUt7Yb8NO/fnNFVHXA0r8sO0y1pinQv54yvpiDw8G/lAN/Z5dBs79r2PCERluWv5guDUroJ6A/sEFmbR2ysz/CCQzgwTq2P753SIPUD7s/cmz1mw3Ewz8AnUb2MADKP8fmSygqHtA/wCvaZ8hP0z9B03b+mK/XP8B6E5VpD9w/mfP4B+wR4T9zB7Cv+ifkP/fpGzKig+M/bYWXlWrn4j9AuXXJ8kziPxLtU/16suE/5CAyMQMY4T88FnKO1LbiP27FCwSvSuU/m3SleYne5z/NIz/vY3LqP/3S2GQ+Bu0/M4Jy2hia7z9uo4KRF+7wPwq4D0iTX/E/+wyAxOXK8T/VkOvxVNTxP/9/QXGkqPE/Km+X8PN88T9UXu1vQ1HxPzYJi/+IR/E/cN0h2GV98T+osbiwQrPxP+GFT4kf6fE/GVrmYfwe8j9SLn062VTyP4oCFBO2ivI/euk8cW6I8j9psWj1bj3yP1Z5lHlv8vE/WtKON+da8T9k1U7f9ZrwP+CwHQ4Jtu8/+radXSY27j/5gCKDscDsP0UgtwUca+s/j79LiIYV6j/aXuAK8b/oPyj+dI1bauc/cJ0JEMYU5j+1xK4T+ePkP1RK6GwzauU/BWhKdJQN5j+4hax79bDmP3mgUAtmUec/602DWXHq5z+UCapB64noP42d6N2gK+k/iDEnelbN6T86RvyR/XHqP0pXSEqWF+s/WmiUAi+96z9oeeC6x2LsP3mKLHNgCO0/iJt4K/mt7T+YrMTjkVPuP6e9EJwq+e4/ts5cVMOe7z+Ud6Kn4S7wP5KnBRiGjvA/rsTNsdsc8T865hElyJPuv6RrgfdkBu6/BCBxm2Vn7b8CMT9b0Lbsv145X4mvBOy/uUF/t45S678SSp/lbaDqv2xSvxNN7um/xlrfQSw86b84MlCKxYHov4AKgkefh+e/xuKzBHmN5r8Mu+XBUpPlv1KTF38smeS/mWtJPAaf4782GptCA23ev2T5KOBcPd2/lNi2fbYN3L/Et0QbEN7av/aW0rhprtm/InZgVsN+2L9SVe7zHE/Xv4Q0fJF2H9a/sRMKL9Dv1L/h8pfMKcDTvxTSJWqDkNK/xfNasj7azr8vmI8Sd9/Gv3Exbi8UCsC/hJWZmGJpsr9IZhMKFM2cv0D14P4kgH6/mKNoyYggpT/wslYZiwi3PwiK/OZowME/lLpNQYz8xz+Q8cKRltHPP0kgft+bSNQ/x8cadmyo2D/RxOfuhkTdP6lNcAYTweE/hyjAtFRv5D8MCyw3/MrjP/9K/2EwL+M/0H7dlbiU4j+h2+3bl2/jP1XhKElOeOU/hpDCvigM6D+0P1w0A6DqP+bu9andM+0/CCxjN/+17z+S6G0hawfwPx47KqfWM/A/5bw0jAtS8D8Ub/wCH2/wP3bMYWuHhPA/oLu36tZY8D/Lqg1qJi3wP/WZY+l1AfA/tPF1sTXs7z8TzVGx9yvwP0yh6InUYfA/g3V/YrGX8D+9SRY7js3wP/QdrRNrA/E/nB85Diga8T/9ABzGHs/wP+vIR0ofhPA/2JBzzh858D+MsT6lQNzvPw72iDDLZO4/J/wIgOjk7D8/AonPBWXrP9XDJNhN9ek/ImO5Wrif6D9qAk7dIkrnP7eh4l+N9OU/qzdjDPOa5D+l9DsaGz/kP9uNDKq4yuQ/j6tusRlu5T8/ydC4ehHmP/LmMsDbtOY/CIy/pU5X5z94OfLzWfDnP+rmJEJlieg/oWGzxzgq6T+e9fFj7svpP5mJMACkbeo/lB1vnFkP6z8SR7NrD7PrPyBY/yOoWOw/MmlL3ED+7D9AepeU2aPtP1CL40xySe4/YJwvBQvv7j9trXu9o5TvPyFsVgM2J/A/dl7Xp76K8D/HW5QyRSnxPwRaR+p1pO6/vz8Lj6cH7r9zkv/USGLtv8+aHwMosOy/KqM/MQf+67+Eq19f5kvrv92zf43Fmeq/N7yfu6Tn6b+SxL/pgzXpv+zM3xdjg+i/HNE9bECZ579hqW8pGp/mv6eBoebzpOW/7VnTo82q5L8z3a8OL07gv2ofNifDcd+/TrBmjFJh3r84QZfx4VDdvyDSx1ZxQNy/B2P4uwAw27/s8yghkB/av9aEWYYfD9m/vhWK667+17+jprpQPu7Wv40367XN3dW/dMgbG13N1L90TDEj/H7TvyQlz2ZQ19C/n+KocvaVy78Ee7MXTH3FvzCWJCPZ376/EDWCbpJnsr/AT3/nLr2Xv9g0CuvrI5o/TO5kr0EBsz/GPJgm+0PAP7iL0VOcA8k/XG2FwJ7h0D/cFCJXb0HVP1y8vu0/odk/AHnW69Si3j/Bp+cEOnDiP5tJ0LmutuQ/Hiw8PFYS5D/v6jAjb13kPyxWVZzy8+U/ZqzfA8g56D+XW3l5os3qP1RY0/ZYQuw/bv1LAjCb7D+KosQNB/TsP6NHPRneTO0/vOy1JLWl7T8CPmKVieztPwdLrqjqJO4/5Q0vbPdb7j+L7lvIEhLuP+HMB8exuu0/NquzxVBj7T8E0dVjWUntP3R5AxUTte0/5iExxswg7j9Xyl53hozuP8lyjChA+O4/CFM7uTNa7z8Sc/WZCsTuPx6Tr3rhLe4/K7NpW7iX7T810yM8jwHtP0Hz3Rxma+w/51znZWuK6z90R/TxxxPqP41NdEHlk+g/uwYnLeop5z8HpruvVNTlP1BFUDK/fuQ/ormBhnYm4z+UJMkgPZrjP2XRMOc9K+Q/Fu+S7p7O5D/JDPX1/3HlP3oqV/1gFeY/LUi5BMK45j/dZRsMI1znPwYlYY5C9uc/eNKT3E2P6D+1JX6x0CjpP7K5vE2Gyuk/rE376Tts6j+o4TmG8Q3rP6F1eCKnr+s/nAm3vlxR7D/pR2pFIfTsP/hYtv25me0/CWoCtlI/7j8Ye05u6+TuPyaMmiaEiu8/rmAKX4of8D+O9Z0oKJfwP+DyWrOuNfE/WjesfcOa7r/nKpmlPQTuv0D833ygW+2/mwQAq3+p7L/1DCDZXvfrv08VQAc+Reu/qh1gNR2T6r8DJoBj/ODpv14uoJHbLum/tzbAv7p86L+2l/mQ4arnv/xvK067sOa/Q0hdC5W25b83nUkejqziv6zl4dBVJOK/IC56gx2c4b+TdhI25RPhvwa/quisi+C/egdDm3QD4L/cn7abePbev8Iw5wAI5t2/qsEXZpfV3L+TUkjLJsXbv3jjeDC2tNq/YnSplUWk2b9KBdr61JPYv5B2TPkDcNa/r7e9Nkkh1L/VrkKIGlLRvw72j7WKi8y/zrgoq7kix7+BLYtGkXPBv+T5c9jbbra/hjGjRyrto7+4QoaGjA2EP7WtTdEB7LI/ySXgFaI1wj/KdBlDQ/XKP+NhKThy2tE/ZQnGzkI61j/ksGJlE5raP5GWYnSRAOA/fpiD6mUL4z+1+wGac2XlP7HmEJ0oUeY/934bLylp6D8SpNQZ08zoP7IpvMGJJ+k/zM40zWCA6T/mc63YN9npPwAZJuQOMuo/HL6e7+WK6j82Yxf7vOPqPxSd2ppoNOs/9l9bXnVr6z/TItwhgqLrP85lSLt3cus/JET0uRYb6z95IqC4tcPqP0qwNRZ9puo/vFhjxzYS6z8sAZF48H3rP56pvimq6es/D1Ls2mNV7D/Yhr427unrP+OmeBfFU+s/78Yy+Ju96j/75uzYcifqPwUHp7lJkek/ESdhmiD76D8bRxt792ToP+cEguQUIec/0phfs8TC5T+WSSmChl7kP79jilRf5+I/kukOjZiB4j+EVFYnX/XiP+wUVSTDi+M/nzK3KyQv5D9RUBkzhdLkPwRuezrmdeU/tIvdQUcZ5j9nqT9JqLzmPxjHoVAJYOc/lRDQKCv85z8HvgJ3NpXoP3drNcVBLuk/xn2HNx7J6T/BEcbT02rqP7ulBHCJDOs/tzlDDD+u6z+wzYGo9E/sP61hwESq8ew/pvX+4F+T7T/ASCEfMzXuP89ZbdfL2u4/3mq5j2SA7z88Vb663hfwP6eMZKmRo/A/+IkhNBhC8T92d3d3d3fuv/qGtW9Y++2/u/5asAVb7b9uLZIPzp/sv1QQ0BSs7uu/OvMNGoo9678h1ksfaIzqv86PYAtU2um/KZiAOTMo6b+EoKBnEnbov1BetbWCvOe/lzbnclzC5r8oc5BbAhjlv5y7KA7Kj+S/EATBwJEH5L+ETFlzWX/jv/iU8SUh9+K/bN2J2Ohu4r/gJSKLsObhv8q7JB8HWOG/4Jhz8PCi4L/s64SDtdvfvxqmIiaJcd6/RGDAyFwH3b9yGl5rMJ3bv828y/wRK9q/wN9JJ47W2L/D4dgMURLXv+EiSkqWw9S/MVhJwOzT0b/tpiYk45bOv3adusfshcm/0g+E+zV3w7+AvmVCJXa6v/53DwpqXqi/9IerVTVAlT/ff92vT8+2P/IOKAVJJ8Q/711hMurmzD95Vs2vRdPSP/b9aUYWM9c/eqUG3eaS2z/lD4gh2ZzgPzxtxC0m0OI/b0UKAd7G4z/Qs7uKrZnkP85CeC+2LuU/YB7Mv+6J5T/y+R9QJ+XlP4XVc+BfQOY/F7HHcJib5j+pjBsB0fbmPzpob5EJUuc/EV9O3awG6D/sdAgUALLoP8o3idcM6eg/Gt00rtzS6D9vu+Cse3voP8SZjKsaJOg/mI+VyKAD6D8KOMN5Wm/oP3zg8CoU2+g/64ge3M1G6T+kmofT0Q/pP7K6QbSoeeg/vdr7lH/j5z/I+rV1Vk3nP9QacFYtt+Y/3joqNwQh5j/qWuQX24rlP/V6nvix9OQ/bqtvD2Qa5D/xrBxjvrfiP46uVPnzaOE/fxmck7rc4T90hOMtgVDiP3VYeWFI7OI/J3bbaKmP4z/akz1wCjPkP4qxn3dr1uQ/Pc8Bf8x55T/u7GOGLR3mP6IKxo2OwOY/Uigole9j5z8j/D7DEwLoP5WpcREfm+g/BVekXyo06T92BNetNc3pP9TVkL1raeo/0GnPWSEL6z/K/Q321qzrP8WRTJKMTuw/wCWLLkLw7D+6ucnK95HtP7ZNCGetM+4/sOFGA2PV7j+rdYWfGHfvP24mbp90EfA/wCMrKvuv8D8RIei0gU7xP1DcCsWtUO6/1OtIvY7U7b9X+4a1b1jtv7IG5ClBnuy/ZDUbiQnj679KGFmO5zHrvzD7lpPFgOq/Ft7UmKPP6b/7wBKegR7pv+OjUKNfbei/y4aOqD2857/2ewJX0wvnvwxZUSi9Vua/Ijag+aah5b83E+/KkOzkv07wPZx6N+S/ZM2MbWSC4797qts+Ts3iv5GHKhA4GOK/pmR54SFj4b++QciyC67gv6Y9Lgjr8d+/1ffLqr6H3r/yQkFk2hrdv/dHVx7Lp9u/+kxt2Ls02r9WZD428djYv0uHvGBthNe/XYjSn5Yy1r9HlYbXLOnUv5BKkk6GBdO/1UVcIAt90L/LIs4K/rbLvzvyfLDaesW/4ofqgCnLub+80+9MzpegvwZo9We2ZqI/BlJtjp2yuj//92/07xjGPwJHqSGR2M4/AEtxJxnM0z8J1ey0cxvYP05XynLs49s/WOujAnuR3T/Amy+p6n7fPxSm3ScttuA/Jfkmg6OM4T8RvW/V0evhP6KYw2UKR+I/NHQX9kKi4j/GT2uGe/3iP1krvxa0WOM/6wYTp+yz4z81RqSMkJbkP2oPNVWOv+U/t0w2jZcv5j9cVCGhQTPmP7EyzZ/g2+U/BhF5nn+E5T/gbvV6xGDlP1AXIyx+zOU/wb9Q3Tc45j9qrlBwtTXmP3XOClGMn+U/ge7EMWMJ5T+NDn8SOnPkP5guOfMQ3eM/pU7z0+dG4z+vbq20vrDiP7yOZ5WVGuI/xa4hdmyE4T9QL75w0zDhP6YDofAsv+A/cEkpmtw34T9itHA0o6vhP/6bnZ7NTOI/r7n/pS7w4j9i12Gtj5PjPxP1w7TwNuQ/xRImvFHa5D94MIjDsn3lPyhO6soTIeY/3GtM0nTE5j+Oia7Z1WfnP7HnrV38B+g/JJXgqweh6D+UQhP6EjrpPwbwRUge0+k/dZ14lils6j/kLZpDuQnrP97B2N9uq+s/2VUXfCRN7D/V6VUY2u7sP9B9lLSPkO0/yhHTUEUy7j/EpRHt+tPuP745UImwde8/h700IN4d8D/YuvGqZLzwPyq4rjXrWvE/KUGeEuQp7r+tUNwKxa3tvzBgGgOmMe2/tW9Y+4a17L+nDm2jfOHrv1o9pAJFJuu/QCDiByN16r8mAyANAcTpvwzmXRLfEum/88ibF71h6L+ELTrcacHnv9IkVxnuFue/6QGm6tdh5r//3vS7wazlvxW8Q42r9+S/LJmSXpVC5L9AduEvf43jv1hTMAFp2OK/bjB/0lIj4r+EDc6jPG7hv5rqHHUmueC/sMdrRhAE4L8DyjmV75fevwTPT0/gJN2/CNRlCdGx278L2XvDwT7av7K+fFtn9Ni/koJekUu+178dyQsaeCLWv50cKf4av9S/J7ISJL2807+7yj8EFnDSv+rSm9CEDNG/89ayGTC3zL80UT/THmHEv+WWlxkbFri/5C3CMuKnnb8CAG0AVISiP4aLHY1M7rk/hEsCjTdNxT9I0XXTSKPNPxOyaxWK1dI/eqkPZhXh1T/UnWVmDUHXPyuSu2YFodg/hIYRZ/0A2j/cemdn9WDbP5i3JtZpm9w/vG7O9tpR3T/fJXYXTAjePwXdHTi9vt4/KpTFWC513z+mpba8zxXgP2Qt+jt0JuE/mfaKBHJP4j+tYeNCInbjP6jLDZSmk+M//am5kkU84z9SiGWR5OTiPy5OVS3oveI/nvaC3qEp4z84whkNmVvjP0Xi0+1vxeI/UAKOzkYv4j9cIkivHZnhP2hCApD0AuE/cmK8cMts4D/+BO2iRK3fPw4zVpLmTN8/laNsoiz73j8cFIOycqneP0+xrqpPqN8/x3aQrKKC4D9ktUu5tBnhP6i8xyjrsuE/Ov0j47NQ4j/qGobqFPTiP5s46PF1l+M/T1ZK+dY65D8AdKwAON7kP7KRDgiZgeU/Y69wD/ok5j8WzdIWW8jmP8fqNB68a+c/QNMc+OQN6D+ygE9G8KboPyIugpT7P+k/lNu04gbZ6T8EiecwEnLqP3Y2Gn8dC+s/84WjyQaq6z/tGeJlvEvsP+mtIAJy7ew/5EFfnieP7T/f1Z063TDuP9pp3NaS0u4/O3YutSN87z+gVPugRyrwP/FRuCvOyPA/Qk91tlRn8T8CpjFgGgPuv4a1b1j7hu2/CsWtUNwK7b+O1OtIvY7sv7a42VVGCOy/nRb2HLgk679QRS18gGnqvzUoa4FeuOm/HAuphjwH6b+sb0dL6Wbovz3U5Q+Wxue/r82r2wgi57/Fqvqs8mzmv9yHSX7ct+W/8mSYT8YC5b8IQucgsE3kvx4fNvKZmOO/NfyEw4Pj4r9L2dOUbS7iv2K2ImZXeeG/BiYOBgrE4L+HKBljggrgvxRWSID1od6/FFteOuYu3b8aYHT01rvbv1UHCUWAjtq/6ePeSyEr2b92KozUTY/XvwBxOV1689W/86PLJAmV1L9+ObVKq5LTvwfPnnBNkNK/QKNkndtX0b/eVoHTlOjPvzxnOWxyIc2/gh683JpIxr+ZMZEsE+W7vzpMVD/hcaa/lpXztMfMlT/r8CN6VB+2P0YTXEX8/8I/bZEkVeh9yj9O96myfLzPP//vqlk2PtE/VuQAWi6e0j+v2FZaJv7TPwjNrFoeXtU/X8ECWxa+1j+Kgq4eUUfWP1ZjvUISzNY/explY4OC1z+g0QyE9DjYP8mWfkW0Gtk/KSmg1q9s2z+Ru8Fnq77dP/imcXxTCOA/gzkRvLnz4D9IIaaFqpzgP53/UYRJReA/fC213wsb4D8I1uKpfIHgPyTsORWn1t8/Piyu1lSq3j9UbCKYAn7dP+6WGTPgidw/dgcwQyY43D/9d0ZTbObbP4foXGOylNs/2iNpU9DU2z/vkJmmlyHdP85OyU0Jg94/qgz59Hrk3z9DZRRO9qLgP6l8EEgRPeE/rpPPmJzR4T/1mksI02riPzqix3cJBOM/fqlD5z+d4z+It9A9vT7kPznVMkUe4uQ/7PKUTH+F5T+dEPdT4CjmP1AuWVtBzOY/Aky7YqJv5z+yaR1qAxPoP0FsvuDYrOg/sBnxLuRF6T8jxyN9797pP5J0Vsv6d+o/BCKJGQYR6z91z7tnEarrPwLerE9USuw//XHr6wns7D/3BSqIv43tP/WZaCR1L+4/WDOtQZTY7j+U1oBZ14TvP7jrwSGxNvA/Cul+rDfV8D9c5js3vnPxP9sKxa1Q3O2/XhoDpjFg7b/iKUGeEuTsv2c5f5bzZ+y/6ki9jtTr67+swGLPgUvrv5Qef5bzZ+q/RU229bus6b/WsVS6aAzpv2cW834VbOi/+XqRQ8LL57+J3y8Ibyvnv6JTT28NeOa/uTCeQPfC5b/ODe0R4Q3lv+bqO+PKWOS/+8eKtLSj478SpdmFnu7ivyiCKFeIOeK/jWmKnpSC4b8PbJX7DMngv5BuoFiFD+C/JeJWa/ur3r+qPbMAUVDdv/hPlS6ZKNy/QUVfBveX2r/LiwyPI/zYv1XSuRdQYNe/4BhnoHzE1b9IK25L92rUv9LAV3GZaNO/XFZBlztm0r/n6yq93WPRv8d7iTahP9C/6gfLBSC4zb9KGIOe/fDKv6ooOzfbKci/ecyKPwu0v7/ogUdl0Q+uv5SOMPgXOWU/iAGlvkFLrz8QfeP+eKG+P3+bNJnOtsM/L4Tgmb52xj/dbIyarjbJP49VOJue9ss/QD7km462zj93E0hOP7vQP6g/xha2k9E/yOatG+3Z0D/cV6yOSUbQPwIPVK+6/NA/EmUqpHs60j9y90s1d4zUP9qJbcZy3tY/OhyPV24w2T+U+upHOcvaPxrIe5OSVts/wO187lxL2z+GGSokX/DaP7ATzE5uIto/S2vz4x912T/U2wn0ZSPZP1xMIASs0dg/5Lw2FPJ/2D9rLU0kOC7YP6DKWvM6TNk/KvJBm1uf2j8LsHFCzQDcP+Ztoek+Yt0/xivRkLDD3j/RdAAckRLgP75TmO9Jw+A/Kj7My/5k4T+Z3OHYKffhP/pxU3iEieI/QHnP57oi4z+DgEtX8bvjP8uHx8YnVeQ/EI9DNl7u5D8oVBuRZYnlP9hxfZjGLOY/i4/fnyfQ5j88rUGniHPnP+zKo67pFug/z1cte8Gy6D9ABWDJzEvpP7GykhfY5Ok/IWDFZeN96j+TDfiz7hbrPwO7KgL6r+s/dGhdUAVJ7D8TNrbVoersPwzK9HFXjO0/dvArzgQ17j+yk//lR+HuP+w20/2Kje8/0YKIohpD8D8jgEUtoeHwP3R9ArgngPE/tG9Y+4a17b84f5bzZzntv7yO1OtIvey/QJ4S5ClB7L/ErVDcCsXrv0i9jtTrSOu/osjrSL2O6r/+82Ep6LHpv5BYAO6UEem/Ib2eskFx6L+zIT137tDnv0OG2zubMOe/gPyjMSiD5r+W2fICEs7lv6y2QdT7GOW/w5OQpeVj5L/YcN92z67jv+9NLki5+eK/FK0GNx9B4r+WrxGUl4fhvxeyHPEPzuC/mbQnTogU4L9Nhj/qaerevwlgMjigoN2/l6bfwMwE3L8i7YxJ+Wjav60zOtIlzdi/NnrnWlIx17/CwJTjfpXVv5+yEHLlQNS/KUj6l4c+07+z3eO9KTzSvy+Z2gcqMdG/PjAATTnUz78fLkuKHkbNv/0rlscDuMq/4CnhBOkpyL/BJyxCzpvFv6mOmoUzVsK/BiGk646wtb/jkkww29Kavyuv+6ZCjqA/XP/8/oHErj8PUdYAIeK0P3IiLgIBYro/z/OFA+Hhvz+Z4m6C4LDCP0rLGoPQcMU/9bPGg8AwyD/qR4snpEzIPyyWWjES2cY/a+QpO4BlxT/kZqwFhrTGP6OL7yd9WMs/crAySnT8zz+x1v4RF8/RPzikj11wWtI/tuVtv3EZ0z/BJtmBK9LUPzyw46SlDtY/xSD6tOu81T9NkRDFMWvVP9UBJ9V3GdU/Kj0VnLt41T9ncUyTpcPWP2dT6o8fHdg/RxEaN5F+2T8iz0neAuDaPwKNeYV0Qdw/3UqpLOai3T+9CNnTVwTfP01jhL3kMuA/OkIckZ3j4D+r/4dP7IzhPxqenVwXH+I/izyzaUKx4j/62sh2bUPjP4hXU8ei2uM/0F7PNtlz5D8VZkumDw3lP1ttxxVGpuU/oHRDhXw/5j/ne7/0stjmP3YOyOtud+c/Jiwq888a6D9eQ5wVqrjoP87wzmO1Uek/QZ4BssDq6T+vSzQAzIPqPyL5Zk7XHOs/kqaZnOK16z8CVMzq7U7sPyf6gL856ew/lK2qWnWR7T/QUH5yuD3uPwr0UYr76e4/RJcloj6W7z/qGU8jhE/wPzwXDK4K7vA/jRTJOJGM8T+O1OtIvY7tvxHkKUGeEu2/lfNnOX+W7L8aA6YxYBrsv50S5ClBnuu/ISIiIiIi67+lMWAaA6bqv5jQdML40em/Sv+rIcEW6b/aY0rmbXbov2zI6Koa1ue//SyHb8c1579dpfjzQo7mv3OCR8Us2eW/il+WlhYk5b+gPOVnAG/kvxnud3IxueO/nfCCz6n/4r8d840sIkbiv5/1mImajOG/Ud70Uh3W4L925+VpQULgv2LBsvJ1Dd+/7Adge6Jx3b94Tg0Ez9XbvwOVuoz7Odq/jdtnFSie2L8YIhWeVALXv6NowiaBZtW/9DmzmNMW1L9+z5y+dRTTv4/OUJuz59G/f032Oaag0L/emDexMbPOv76Wgu4WJcy/nZTNK/yWyb+Akhhp4QjHvzgYg8nDy8S/xMSS07TJwr9QcaLdpcfAv3rKeHcOD72/hxKIafZRrL/Yb9hmNlKhv180o5DZSYm/rVYbeia1gj/Y8GxCE1qfPywb5qPJrKo/+N5K00TWsj9QsKLUJFa4P0eEdS/cyr0/HmtzH8YlvD8A4ooB4Ky/P9AfkEijm8E/j5ZCsGepxD97xCxcWFXGPx2Nc8rLEsg/s5x2S5ftyj/JHk3QCl/OP3HQkSo/6NA/MtYAhrcE0j+5RheW/bLRP/DjBjwm8NI/LRg+MxA71D+otJKE45rVP4RywitV/NY/XzDy0sZd2D8/7iF6OL/ZPxqsUSGqINs/+mmByBuC3D/WJ7FvjePdP7bl4Bb/RN8/yFEIXzhT4D+2MKAy8QPhP6YPOAaqtOE/nF9Z4ARH4j8M/m7tL9niP3ychPpaa+M/6zqaB4b94z/VNdemipLkPxo9UxbBK+U/YkTPhffE5T+mS0v1LV7mP+1Sx2Rk9+Y/MVpD1JqQ5z92Yb9D0SnoPxmww/N4y+g/M/LCPV5q6T9ThfgHQQjqP24YLtIjpuo/j6tjnAZE6z+qPplm6eHrP8jRzjDMf+w/6GQE+64d7T8E+DnFkbvtPySLb490We4/QR6lWVf37j+e93dG8p7vPwOxFaTtW/A/VK7SLnT68D+mq4+5+pjxP2c5f5bzZ+2/60i9jtTr7L9uWPuGtW/sv/NnOX+W8+u/d3d3d3d367/6hrVvWPvqv36W82c5f+q/pnrhdML46b8EpldV7Rvpv5QK9hmae+i/Jm+U3kbb57+30zKj8zrnvzpOTbZdmea/UCuch0fk5b9mCOtYMS/lv6Ex9Aq8d+S/IjT/ZzS+47+kNgrFrATjvyY5FSIlS+K/oQK7xymj4b8W7kKSDwvhv1yRmdYlPeC/RGngNXje3r/Mr42+pELdv1r2OkfRptu/5Dzoz/0K2r9ug5VYKm/Yv/nJQuFW09a/hBDwaYM31b8ChSGQSuXTv/EDxy49ntK/4YJszS9X0b/td63iFCvQv7Ir4MkCAM6/yyhzREumy7/qoOD4FffIv3TYI3g0jMa/AYUzgiWKxL+OMUOMFojCvxveUpYHhsC/TxXFQPEHvb9qbuRU0wO5v8qELN22RLS/9ZhClYgyrb9XKCxwo9uhv93eViz5Eoq/mOMCaJtIgz+EKRf/CymgPxKaLSTxf6s/vSmM0epktD/yffjivSi8PxSOPKnJ7MA/+7smVbqYwj/i6RABq0TEP80X+6yb8MU/tEXlWIycxz/6DuSdgX7JP2QBJ6IjE8w/zfNppsWnzj99l8QwjJ7QP6RmaB+A6dE/5JqfFmo00z8hz9YNVH/UP6CRmseK29U/e0/Kbvw81z9XDfoVbp7YPzbLKb3f/9k/EolZZFFh2z/xRokLw8LcP80EubI0JN4/rMLoWaaF3z9EQIwAjHPgPzIfJNREJOE/Iv67p/3U4T8cIRVk8m7iP42/KnEdAeM//F1AfkiT4z9s/FWLcyXkP9yaa5iet+Q/HxRbhnJK5T9nG9f1qOPlP6wiU2XffOY/8inP1BUW5z9hG9yg07TnP1Z4qVVSWug/TtV2CtH/6D9EMkS/T6XpPzuPEXTOSuo/rsBaokTw6j/OU5BsJ47rP+rmxTYKLOw/CHr7AO3J7D8mDTHLz2ftP0SgZpWyBe4/YjOcX5Wj7j+FHavrjkXvP2zn8TQX6e8/dnmM/+Bd8D+ICZNMvfvwP5qZmZmZmfE/QJ4S5ClB7b/ErVDcCsXsv0i9jtTrSOy/zMzMzMzM679Q3ArFrVDrv9TrSL2O1Oq/WPuGtW9Y6r/bCsWtUNzpv5yCau79O+m/TrGhTcaA6L/gFUASc+Dnv3F63tYfQOe/At98m8yf5r8t1PBJYu/lvyh1cKNGNuW/qnd7AL985L8qeoZdN8Pjv618kbqvCeO/8iaBPDZw4r/CHoNvesHhvwjC2bOQ8+C/TGUw+KYl4L8mEQ55eq/ev65XuwGnE92/Op5oitN327+Yrqck2NbZv2rXBl11B9i/WhrAQXJs1r9CuALEXkHVvy1WRUZLFtS/E/SHyDfr0r9SwT0/bZ/Rv2F9dJnSR9C/53JW52/gzb8G68ObOjHLv3vGUDFXmMi/C3NgO0iWxr+YH3BFOZTEvyTMf08qksK/sXiPWRuQwL98Sj7HGBy9v5ajXdv6F7m/tvx879wTtb/qAhxt/YSwv3QtYKiz3KW/q3mTBp0Llb8ceZY51CJaP81Ixo33T5g/qBe1PbP2qT8G4EawLL+0Pzw0s8H/grw/aOEK+gyIwD9OD/Wl/TPCPzU931Hu38M/IWvJ/d6LxT9biLrzwfHHP8x6/fdjhso/Nm1A/AUbzT+eX4MAqK/PP66qPLbAItE/mmTXH75t0j+KHnKJu7jTP7bSbCCsA9U/9wakF5ZO1j8yO9sOgJnXP3BvEgZq5Ng/LqgxAIdA2j8JZmGn+KHbP+ojkU5qA90/w+HA9dtk3j+mn/CcTcbfP8AuEKLfk+A/rg2odZhE4T+e7D9JUfXhP5zi0OffluI/DYHm9Aop4z98H/wBNrvjP+u9EQ9hTeQ/XVwnHIzf5D/M+jwpt3HlPz2ZUjbiA+Y/qIb0TS6e5j+g48ECrUPnP5VAj7cr6ec/jJ1cbKqO6D+E+ikhKTTpP3lX99Wn2ek/cbTEiiZ/6j9mEZI/pSTrP15uX/Qjyus/VMssqaJv7D9GIijRDRTtP0/7cdjWsu0/N8W4IV9W7j8gj/9q5/nuPwdZRrRvne8/eJHG/nsg8D9s9mkjQHLwP4gJk0y9+/A/mpmZmZmZ8T8aA6YxYBrtv50S5ClBnuy/ISIiIiIi7L+mMWAaA6brvylBnhLkKeu/rVDcCsWt6r8xYBoDpjHqv7RvWPuGtem/OH+W82c56b8JWE2B8oXov5q860Wf5ee/KyGKCkxF579GBjJ2dKTmv6+47DvR9OW/MLv3mEk75b+yvQL2wYHkvx1CVpoe0eO/QktHsUI9479sT8NM5Xfiv7LyGZH7qeG/4Xo53n3Z4L+PHtL0mOPfv2JHMS02FN6/LXCQZdNE3L//mO+dcHXav4KWmieVLNm/aDTdqYEB2L8sMguCT8PWvzzuQdy0a9W/Tap4NhoU1L9eZq+Qf7zSv20i5urkZNG/fN4cRUoN0L8eNac+X2vNvz6tFPMpvMq/EWGN9GqiyL83yOtTF4XGv3U96Js0YcS/s7Lk41E9wr/wJ+ErbxnAv1w6u+cY67u/1iS0d1Ojt79ZD60Hjluzv6rzSy+RJ66/nsg9TwaYpb8qO1/e9hCavwWLOrPMf3m/5LejsCFHlj8+hCr7NquqP1KWAY9uGbU/huptoEHdvD+6NNlKUCPAP6Biw/ZAz8E/Vg9ORWDQwz/HAZFJAmXGPzH0002k+cg/ouYWUkaOyz8K2VlW6CLOP/EDGtL3W9A/4b20O/Wm0T/Nd0+l8vHSP74x6g7wPNQ/quuEeO2H1T+apR/i6tLWP8o+cSHYHdg/CXOoGMJo2T9Ip98PrLPaP4bbFgeW/ts/xg9O/n9J3T+8vsg4g6XeP04+/G96A+A/PB2UQzO04D8q/CsX7GThPxnbw+qkFeI/HaSMa82+4j+OQqJ4+FDjP/3gt4Uj4+M/bX/Nkk515D/eHeOfeQflPxKqnpcooOU/DUChTKdF5j8H1qMBJuvmP2tPjbakkOc/YaxaayM26D9WCSggotvoP05m9dQggek/RMPCiZ8m6j88IJA+HszqPzF9XfOcces/KdoqqBsX7D8eN/hcmrzsPxSUxREZYu0/DPGSxpcH7j8BTmB7Fq3uP6XKmjPIUe8/jZThfFD17z86LxRjbEzwPy+Ut4cwnvA/iAmTTL378D+amZmZmZnxP/NnOX+W8+y/d3d3d3d37L/6hrVvWPvrv3+W82c5f+u/A6YxYBoD67+GtW9Y+4bqvwrFrVDcCuq/jtTrSL2O6b8R5ClBnhLpv5bzZzl/lui/VWOXecvq579wSD/l80nnv3CyPDB1pOa/uP5zMdT55b85AX+OTEDlv25mHA8rnuS/3bJOR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9tkk0022fI/GV100UUX8z9XVVVVVVXzP5VNNtlkk/M/0kUXXXTR8z8QPvjggw/0P0422WSTTfQ/jC666KKL9D86juM4juP0P5cCtX6lQPU/VKDWrxSo9T8QPvjggw/2P83bGRLzdvY/ink7Q2Le9j9GF1100UX3PwS1fqVArfc/wFKg1q8U+D988MEHH3z4PzqO4ziO4/g/9isFav1K+T+yySabbLL5P0yBWr9SoN6/n4TVhidh3b/xh1BO/CHcv0WLyxXR4tq/mI5G3aWj2b/skcGkemTYv6cOVyP/GNe/tMkmm2yy1b+9hPYS2kvUv8k/xopH5dK/1vqVArV+0b/gtWV6IhjQv9jhauQfY82/7FcK1PqVyr8DzqnD1cjHvxxESbOw+8S/Lrrooosuwr+QYBAlzcK+v75MTwSDKLm/5jiO4ziOs78gx3Ecx3Gsv3BnSMzbGaK/QB988MEHj7/gPymHxLx9P4Z+PAAAAKA/ItWTb2dIrD/glXVvZ0i0Py5BISebbLo/PnZmb2dIwD/gSzxLgVrDP4ohEiebbMY/L/fnArV+yT9n7cocx3HMP1NF1fDBB88/oM5vYt7O0D+W+nTM2xnSP4omejbZZNM/gFJ/oNav1D92foQK1PrVP2yqiXTRRdc/YdaO3s6Q2D9XApRIzNvZP0sumbLJJts/IZm6HMdx3D/cQviGxLzdP5bsNfHBB98/J8u5rV8p4D8EoNhi3s7gP+B09xdddOE/vUkWzdsZ4j+aHjWCWr/iP3fzUzfZZOM/U8hy7FcK5D8vnZGh1q/kPyszlFZVVeU/JcmWC9T65T8hX5nAUqDmPxv1m3XRRec/FYueKlDr5z8mJo7fzpDoP9xdcpRNNuk/lJVWSczb6T9JzTr+SoHqPwAFH7PJJus/tjwDaEjM6z9sdOccx3HsPyOsy9FFF+0/2OOvhsS87T+QG5Q7Q2LuPw4ffPDBB+8/CrV+pUCt7z+CpUCtXynwP3/wwQcffPA/fTtDYt7O8D96hsS8nSHxP2mTTTbZZPE/posuuuii8T/jgw8++ODxPyF88MEHH/I/X3TRRRdd8j+dbLLJJpvyP9tkk0022fI/GV100UUX8z9WVVVVVVXzP5RNNtlkk/M/0kUXXXTR8z+P4ziO4zj0PzxDYt7OkPQ/eTtDYt7O9D/YrxSo9Sv1P5RNNtlkk/U/UOtXCtT69T8OiXk7Q2L2P8omm2yyyfY/iMS8nSEx9z9EYt7OkJj3PwAAAAAAAPg/vp0hMW9n+D96O0Ni3s74PzbZZJNNNvk/HnzwwQcf4L+P+1tL5P7ev+L+1hK5v92/NwJS2o2A3L+JBc2hYkHbv90ISGk3Atq/LwzDMAzD2L+CDz744IPXv9YSub+1RNa/KBY0h4oF1b/B7vNdW6bTv8ypw9XIP9K/2GSTTTbZ0L/EP8aKR+XOv9u1ZXoiGMy/9SsFav1Kyb8GoqRZ2H3GvyAYREmzsMO/No7jOI7jwL+WCAZR0iy8v0KBWr9SoLa/atFFF110sb80Q2LezpCov4DUrO0MiZm/AO7E38EHT7/MhbDPkJiXP4SZL9evFKg/D3hDo4susj9eI+9av1K4P6bOmhLzdr4/+DwjZZNNwj+iEvlArV/FP0fozhzHccg/oR/Msskmyz+Nd9aGxLzNP7xncK1fKdA/sJN1F1100T+mv3qBWr/SP5zrf+tXCtQ/kheFVVVV1T+IQ4q/UqDWP35vjylQ69c/cpuUk0022T8qRdL9SoHaP+TuD2hIzNs/n5hN0kUX3T9WQos8Q2LePxHsyKZArd8/5EqDCB984D/BH6K9nSHhP570wHIcx+E/fMnfJ5ts4j9Ynv7cGRLjPzNzHZKYt+M/6BgnRxdd5D/irin8lQLlP95ELLEUqOU/2NouZpNN5j/ScDEbEvPmP1J0GdCQmOc/B6z9hA8+6D+/4+E5juPoP3Qbxu4Miek/LFOqo4su6j/iio5YCtTqP5fCcg2Jees/TvpWwgcf7D8EMjt3hsTsP7xpHywFau0/caED4YMP7j8U1PqVArXuPw5q/UqBWu8/BAAAAAAA8D8CS4Fav1LwP/+VArV+pfA/7aKLLrro8D8qm2yyySbxP2iTTTbZZPE/posuuuii8T/kgw8++ODxPyJ88MEHH/I/YHTRRRdd8j+ebLLJJpvyP9tkk0022fI/GV100UUX8z/W+pUCtX7zP5KYtzMk5vM/P/jggw8+9D988MEHH3z0P7zooosuuvQ/GF100UUX9T/V+pUCtX71P5KYtzMk5vU/TjbZZJNN9j8M1PqVArX2P8hxHMdxHPc/hA8++OCD9z9CrV8pUOv3P/5KgVq/Uvg/uuiiiy66+D+atzMk5u3gv0I58YdQTuC/2HVd13Vd378tedieSh7ev398U2Yf39y/03/OLfSf278lg0n1yGDav3iGxLydIdm/yok/hHLi178ejbpLR6PWv3OQNRMcZNW/xpOw2vAk1L8YlyuixeXSv9UTwSBKmtG/386QmLcz0L/YE8EgSprNv+yJYBAlzcq/BgAAAAAAyL8bdp/v2jLFvzLsPt+1ZcK/jcS8nSExv780b2dIzNu5v2S/UqDWr7S/sPyRfqVArb8mpjoPPvigvyg+jX9av4K/SBzQPUNijj+uXcs++OCjPyZaEdevFLA/bgW9juM4tj+4sGhGF128PwUuCn+lQME/qwPgWr9SxD/j+cJ00UXHP89RzUjM28k/u6nXHMdxzD+iAeLwwQfPP8csdmLeztA/vVh7zNsZ0j+zhIA22WTTP6mwhaDWr9Q/n9yKCtT61T90R6x00UXXPy7x6d7OkNg/6JonSczb2T+gRGWzySbbP1vuoh3Hcdw/FJjgh8S83T/MQR7ywQffP8P1La5fKeA/oMpMY97O4D9+n2sYXXThP1p0is3bGeI/Nkmpglq/4j+i/rk32WTjP5yUvOxXCuQ/mCq/odav5D+SwMFWVVXlP8OKwAvU+uU/esKkwFKg5j8w+oh10UXnP+gxbSpQ6+c/nWlR386Q6D9UoTWUTTbpPwrZGUnM2+k/vxD+/UqB6j94SOKyySbrPy6AxmdIzOs/5beqHMdx7D+a747RRRftPxrzdobEvO0/FIl5O0Ni7j8OH3zwwQfvPwq1fqVAre8/gqVArV8p8D9wsskmm2zwP66qqqqqqvA/66KLLrro8D8pm2yyySbxP2eTTTbZZPE/pYsuuuii8T/jgw8++ODxPyF88MEHH/I/XnTRRRdd8j8bEvN2hsTyP9ivFKj1K/M/lE022WST8z9BrV8pUOvzP3+lQK1fKfQ/vp0hMW9n9D/7lQK1fqX0P1gK1PqVAvU/Faj1KwVq9T/SRRdddNH1P4/jOI7jOPY/S4Fav1Kg9j8IH3zwwQf3P8W8nSExb/c/gVq/UqDW9z8++OCDDz74PxLzdobEvOG/unQ06i4d4b9k9vFNmX3gvx3wXmMHvN+/cPPZKtx83r/E9lTysD3dvxb6z7mF/tu/av1KgVq/2r+8AMZIL4DZvw8EQRAEQdi/ZAe819gB17+2CjefrcLVvwkOsmaCg9S/XBEtLldE07+vFKj1KwXSvwMYI70AxtC/qTY8CasNz7/d57u2TE/Mv/JdW6Yngsm/CdT6lQK1xr8eSpqF3efDv3OGxLydIcG/znLS+pUCvb94xyZDYt62vzIce4suurC/yOGep/Urpb9UFo9wHMeRv5BbfrjJJns/HETOTIFanz+YeL4VqPWrP57nisIHH7Q/6JI2ejtDuj8dH/GYtzPAP8T0xnTRRcM/HSzECtT6xT8IhM7ezpDIP/Db2LLJJss/3DPjhsS8zT/kxXatXynQP9rxexdddNE/0B2BgVq/0j/GSYbrVwrUP33zw1VVVdU/Np0BwFKg1j/xRj8qUOvXP6nwfJRNNtk/Y5q6/kqB2j8dRPhoSMzbP9TtNdNFF90/jZdzPUNi3j9KQbGnQK3fP4J19wgffOA/XkoWvp0h4T86HzVzHMfhP17kTCibbOI/WHpP3RkS4z9UEFKSmLfjP06mVEcXXeQ/7thL/JUC5T+mEDCxFKjlP1xIFGaTTeY/E4D4GhLz5j/It9zPkJjnP4HvwIQPPug/NielOY7j6D/rXonuDInpP6OWbaOLLuo/Wc5RWArU6j8QBjYNiXnrP8U9GsIHH+w/fnX+dobE7D8eqPUrBWrtPxg++OCDD+4/FNT6lQK17j8Oav1KgVrvP+qDDz744O8/Mrrooosu8D9wsskmm2zwP66qqqqqqvA/7KKLLrro8D8qm2yyySbxP2iTTTbZZPE/posuuuii8T9iKVDrVwryPx7HcRzHcfI/22STTTbZ8j+XArV+pUDzP0Ri3s6QmPM/glq/UqDW8z/AUqDWrxT0P/5KgVq/UvQ/PENi3s6Q9D+atzMk5u30P1ZVVVVVVfU/FPN2hsS89T/QkJi3MyT2P4wuuuiii/Y/SszbGRLz9j8Gav1KgVr3P8IHH3zwwfc/jC666KKL4r80sHdMDezhv98xNbB3TOG/iLPyE+Ks4L8yNbB3TA3gv7dt27Zt296/CXFWfkKc3b9ddNFFF13cv7B3TA3sHdu/A3vH1MDe2b9XfkKclZ/Yv6qBvWNqYNe//IQ4Kz8h1r9PiLPyE+LUv6KLLrrootO/946pgb1j0r9IkiRJkiTRvzgrPyHOys+/3zE1sHdMzb+FOCs/Ic7Kv/0xVjwqN8i/E6j1KwVqxb/+HVi/UqDCv6SQBMdxHL+/YOVYDz74uL8NOq1XCtSyv4YdA0CtX6m/xI1XoYsumr+ACI4qzNtZv4zMBRwS85Y/4TxaffDBpz/AyVj2KwWyPw11BK5fKbg/YCCwZZNNvj9lBrvM2xnCP1BexaDWr8Q/OLbPdNFFxz8kDtpIzNvJPxBm5BzHccw//L3u8MEHzz/0inxi3s7QP8z1nczbGdI/hJ/bNtlk0z87SRmh1q/UP/byVgvU+tU/sJyUddFF1z9oRtLfzpDYPyLwD0rM29k/2ZlNtMkm2z+UQ4sex3HcP07tyIjEvN0/CZcG88EH3z9gIKKuXyngPzz1wGPezuA/GsrfGF104T8UYOLN2xniPxD25IJav+I/CYznN9lk4z8ZJ9fsVwrkP9Beu6HWr+Q/hpafVlVV5T89zoML1PrlP/MFaMBSoOY/qz1MddFF5z9gdTAqUOvnPxWtFN/OkOg/zeT4k0026T+CHN1IzNvpPzpUwf1Kgeo/74ulsskm6z+ow4lnSMzrPybHcRzHcew/IF100UUX7T8c83aGxLztPxaJeTtDYu4/8qKLLrro7j9sk0022WTvP+iDDz744O8/Mrrooosu8D9wsskmm2zwP66qqqqqqvA/7KKLLrro8D+oQK1fKVDxP2XezpCYt/E/IHzwwQcf8j/dGRLzdobyP5q3MyTm7fI/RhdddNFF8z+EDz744IPzP8IHH3zwwfM/AAAAAAAA9D8++OCDDz70P3zwwQcffPQ/2mSTTTbZ9D+YArV+pUD1P1Og1q8UqPU/ED744IMP9j/O2xkS83b2P4l5O0Ni3vY/RhdddNFF9z8Gav1KgVrjv67ruq7ruuK/WG14ElYb4r8C7zV2wHvhv6xw89kq3OC/VfKwPZU84L/959xC/znfv1HrVwrU+t2/pO7S0ai73L/28U2ZfXzbv0v1yGBSPdq/nvhDKCf+2L/w+77v+77Xv0P/ObfQf9a/lgK1fqVA1b/qBTBGegHUvzwJqw1PwtK/kAwm1SOD0b/jD6Gc+EPQv2omOMiaCc6/ES0uV0SLy7+5zMzMzMzIv/PTjJi3M8a/5yxxpUCtw79EV5vJJpvAvzoDi9sZEru/7VffI+bttL88WWfYZJOtv54CEGn9SqG/OLDi5lcKhL8cqnrWRReNPysB9uQ4jqM/wFdNVKDWrz8yV9Lhgw+2P4ACfpm3M7w/mDi8Yt7OwD+AkMY22WTDP2zo0ArU+sU/WEDb3s6QyD9EmOWyySbLPzDw74bEvM0/0aG1rV8p0D+JS/MXXXTRP0P1MIJav9I/+55u7FcK1D+1SKxWVVXVP2/y6cBSoNY/KpwnK1Dr1z/hRWWVTTbZP5vvov9Kgdo/UpngaUjM2z8QQx7URRfdP8jsWz5DYt4/f5aZqECt3z8eoGsJH3zgP89Fdb6dIeE/y9t3cxzH4T/FcXoom2ziP0N1Yt0ZEuM/+qxGkpi34z+w5CpHF13kP2gcD/yVAuU/HlTzsBSo5T/Vi9dlk03mP4rDuxoS8+Y/P/ufz5CY5z/3MoSEDz7oP61qaDmO4+g/ZKJM7gyJ6T8Z2jCjiy7qP9IRFVgK1Oo/h0n5DIl56z8nfPDBBx/sPyMS83aGxOw/Haj1KwVq7T/6wQcffPDtP3WyySabbO4/8KKLLrro7j9sk0022WTvP+eDDz744O8/Mrrooosu8D/uVwrU+pXwP6z1KwVq/fA/Z5NNNtlk8T8jMW9nSMzxP+DOkJi3M/I/nGyyySab8j9JzNsZEvPyP4fEvJ0hMfM/xrydITFv8z8DtX6lQK3zP0CtXylQ6/M/gKVArV8p9D+9nSExb2f0PxsS83aGxPQ/168UqPUr9T+UTTbZZJP1P1HrVwrU+vU/DYl5O0Ni9j/KJptsssn2P3+lQK1fKeS/KCf+EMqJ47/RqLt0NOriv3wqedieSuK/Jaw2PAmr4b/PLfSfcwvhv3ivsQPea+C/RGLezpCY37+WZVmWZVnev+lo1F06Gt2/P2xPJQ/b27+Sb8rs45vav+JyRbS4XNm/N3bAe40d2L+JeTtDYt7Wv958tgo3n9W/L4Ax0gtg1L+7f4emIhPTv6Ij9TpSr9G/icdiz4FL0L/g1qDHYs/Nv64efPDBB8u/eHJk/UqByL+ghTGtXynGv9GY/lx00cO//KvLDIl5wb8WIb2n9Su9v8d1EfDBB7e/ecplOI7jsL9oPnQBtX6lv5jPOSSbbJK/gHbT6c6QeD/ciiOZArWePwoc6bvooqs/VzmgFaj1sz/BJWZJzNu5P5HVevHBB78/tMLHzNsZwj+gGtKg1q/EP4xy3HTRRcc/PEgfSczbyT+um5odx3HMPxzvFfLBB88/SqFIY97O0D8CS4bN2xnSP730wzfZZNM/dp4Botav1D8uSD8M1PrVP+bxfHbRRdc/oJu64M6Q2D9aRfhKzNvZPxbvNbXJJts/zZhzH8dx3D+FQrGJxLzdPz/s7vPBB98/iisIr18p4D+GwQpk3s7gP7iLCRlddOE/bsPtzdsZ4j8k+9GCWr/iP9oytjfZZOM/kmqa7FcK5D9Hon6h1q/kP//ZYlZVVeU/tBFHC9T65T9qSSvAUqDmPyKBD3XRRec/17jzKVDr5z+O8NfezpDoP0QovJNNNuk//F+gSMzb6T+xl4T9SoHqPy+bbLLJJus/KzFvZ0jM6z8lx3Ecx3HsPwLhgw8++Ow/fdFFF1107T/4wQcffPDtP3SyySabbO4/76KLLrro7j9q3s6QmLfvP/EMiXk7Q/A/rqqqqqqq8D9qSMzbGRLxPybm7QyJefE/44MPPvjg8T+eITFvZ0jyP0uBWr9SoPI/iXk7Q2Le8j/IcRzHcRzzPwVq/UqBWvM/Q2LezpCY8z+CWr9SoNbzP8BSoNavFPQ//kqBWr9S9D9bv1Kg1q/0PxdddNFFF/U/1PqVArV+9T+RmLczJOb1P0022WSTTfY/+eCDDz745L+hYkFzqFjkv0vk/tYSueO/9mW8On0Z47+f53me53niv0hpNwJS2uG/8ur0Zbw64b+cbLLJJpvgv4rc31oi99+/3d9aIve33r8y49Xpy3jdv4TmULGgOdy/1unLeHX62r8q7UZASrvZv/48FnsOXNi/5uCDDz741r/MhPGjbZTVv7UoXzidMNS/nMzMzMzM0r+CcDph/GjRv2oUqPUrBdC/onArFLdCzb/8EDxi3s7KvyQkCRLzdsi/VDfWwQcfxr+BSqNxHMfDv65dcCExb8G/teF6oosuvr+mk0O8nSG5v2HolwRq/bK/IHrYmWyyqb8URwJVCtSav1DOnLLbGWK/bxNbaJNNlj9U4IQjMW+nP3gbbknM27E/IIpoddFFtz/4OX0dx3G8P+j0yGLezsA/1EzTNtlkwz9EoE4L1PrFP7rzyd/OkMg/KUdFtMkmyz+YmsCIxLzNPwb3na5fKdA/waDbGF100T95ShmDWr/SPzL0Vu1XCtQ/6p2UV1VV1T+kR9LBUqDWP1zxDyxQ69c/GptNlk022T/RRIsAS4HaP4nuyGpIzNs/RpgG1UUX3T+LIjY/Q2LeP4NOO6lArd8/4tmUCR984D+YEXm+nSHhP05JXXMcx+E/BIFBKJts4j+8uCXdGRLjP3HwCZKYt+M/KSjuRhdd5D/eX9L7lQLlP5SXtrAUqOU/S8+aZZNN5j8BB38aEvPmP7g+Y8+QmOc/bnZHhA8+6D8mris5juPoP9vlD+4Miek/kR30oosu6j8zUOtXCtTqPy3m7QyJees/CgAAAAAA7D+F8MEHH3zsPwDhgw8++Ow/fNFFF1107T/1DIl5O0PuP29IzNsZEu8/5oMPPvjg7z+wXylQ61fwP2z9SoFav/A/KJtssskm8T/lOI7jOI7xP6HWrxSo9fE/TjbZZJNN8j+MLrrooovyP8omm2yyyfI/CB988MEH8z9GF1100UXzP4QPPvjgg/M/wgcffPDB8z8AAAAAAAD0Pz744IMPPvQ/m2yyySab9D9YCtT6lQL1PxSo9SsFavU/0UUXXXTR9T9yHMdxHMflvxqehNWGJ+W/wx9COfGH5L9uof+cW+jjvxcjvQDGSOO/waR6ZDCp4r9qJjjImgnivxSo9SsFauG/vSmzj2/K4L9nq3Dz2Srgv1pWN7vKCN+/QvqkT/qk3b8onhLkKUHcvxBCgHhZ3dq/9uXtDIl52b/fiVuhuBXYv8QtyTXosda/rdE2yhdO1b+UdaReR+rTv3wZEvN2htK/Yr1/h6Yi0b+Swto3rH3Pv3yvE8dxHM2/pMLgdobEyr/U1a0mm2zIvwLpetavFMa/LvxHhsS8w79bDxU22WTBvw9FxMvbGb6/cGteKwVqub/JkfiKLrq0v761PDIk5q2/Kl/lwrydob8YIjhOVVWFv1o4JW9IzIs/s6Qgi3k7oz95fazywQevP5TuaqHWr7Q/bJ5/SczbuT/ESQXywQe/P1b4fc3bGcI/zEv5odavxD86n3R20UXHP6ry70rM28k/HkZrH8dxzD+TmebzwQfPP4L2MGTeztA/PKBuztsZ0j/0Saw42WTTP67z6aLWr9Q/ZZ0nDdT61T8iR2V30UXXP9rwouHOkNg/kZrgS8zb2T9PRB62ySbbPwTuWyDHcdw//BlhisS83T8bUED0wQffP8NfBK9fKeA/epfoY97O4D8wz8wYXXThP+gGsc3bGeI/nT6Vglq/4j9Udnk32WTjPwquXexXCuQ/wOVBodav5D93HSZWVVXlPy1VCgvU+uU/5Izuv1Kg5j+axNJ00UXnP1L8tilQ6+c/BzSb3s6Q6D+9a3+TTTbpPz1vZ0jM2+k/NwVq/UqB6j8SH3zwwQfrP44PPvjgg+s/CgAAAAAA7D+EO0Ni3s7sP/t2hsS8ne0/dbLJJpts7j/s7QyJeTvvP7QUqPUrBfA/b7LJJpts8D8rUOtXCtTwP+jtDIl5O/E/pIsuuuii8T9R61cK1PrxP4/jOI7jOPI/ztsZEvN28j8L1PqVArXyP0jM2xkS8/I/iMS8nSEx8z/FvJ0hMW/zPwS1fqVArfM/Qa1fKVDr8z9/pUCtXyn0P9wZEvN2hvQ/mbczJObt9D9WVVVVVVX1P+xXCtT6lea/ldnHN2X25b8+W4Wbz1blv+ncQv85t+S/kl4AY6QX5L884L3GDnjjv+Vheyp52OK/zwnjR9so4r/D2xkS83bhv7atUNwKxeC/q3+HpiIT4L89o3zhdMLevyRH6nWkXt2/DOtXCtT627/xjsWeA5fav9syMzMzM9m/wNagx2LP17+peg5ckmvWv5AefPDBB9W/d8LphPGj079eZlcZIUDSv2odDz744NC/A07rKwVqz78sYbjbGRLNv1x0hYsuusq/iYdSO0NiyL+2mh/rVwrGv+Kt7JpsssO/D8G5SoFawb9/qA31KwW+v9nOp1RVVbm/MvVBtH6ltL8XN7gnUOuvv/aaSVt00aW/s4jk1xkSk78Ykigb1Pp1P5nReOWDD54/MEaxSszbqT/wUm3N2xmyP9X5Y3bRRbc/vKBaH8dxvD/Qoyhk3s7APz73ozjZZMM/tkofDdT6xT8nnprhzpDIP5zxFbbJJss/D0WRisS8zT9ATIavXynQP/j1wxlddNE/sp8BhFq/0j9rST/uVwrUPybzfFhVVdU/3py6wlKg1j+WRvgsUOvXP1DwNZdNNtk/CZpzAUuB2j9w5YZrSMzbP2zsVtVFF90/11sfP0Ni3j9Gy+eoQK3fP1kdWAkffOA/EFU8vp0h4T/GjCBzHMfhP37EBCibbOI/M/zo3BkS4z/oM82RmLfjP6BrsUYXXeQ/VaOV+5UC5T8N23mwFKjlP8ISXmWTTeY/ekpCGhLz5j8wgibPkJjnP+a5CoQPPug/nfHuOI7j6D89JObtDInpPxo++OCDD+o/lC666KKL6j8Nav1KgVrrP4ilQK1fKew//+CDDz747D95HMdxHMftP/BXCtT6le4/apNNNtlk7z9xZ0jM2xnwPywFav1KgfA/6qKLLrro8D+mQK1fKVDxP1Og1q8UqPE/kZi3MyTm8T/PkJi3MyTyPw2JeTtDYvI/S4Fav1Kg8j+JeTtDYt7yP8dxHMdxHPM/Bmr9SoFa8z9DYt7OkJjzP4Fav1Kg1vM/v1Kg1q8U9D8cx3Ecx3H0P9hkk0022fQ/ZZNNNtlk578NFQuaQ8Xmv7eWyP2tJea/fpbzZzl/5b9yaCoyUc3kv2U6YfxoG+S/WQyYxoBp479M3s6QmLfivz+wBVuwBeK/M4I8JchT4b8nVHPv36HgvzZMVHPv39+/HPDBBx983r8DlC+cThjdv+o3nTB+tNu/1NsKxa1Q2r+5f3hZ3ezYv6Ij5u0Mide/icdTgjwl1r9wa8EWbMHUv1cPL6ubXdO/qux68MEH0r9CdmFIzNvQv63/j0CtX8+/3RJd8MEHzb8KJiqg1q/KvzY590/rV8i/ZEzE////xb+QX5GvFKjDv8ByXl8pUMG/2gtXHnzwvb8zMvF9pUC5v4xYi93OkLS/zP1KevDBr79/Sn85Q2Kmv2MuZ/ErBZq/CJfyT9FFZ7/QXhml1q+UPyIGmKPWr6Q/8FOF9cEHrz/eULmj1q+0P8P3r0zM27k/oJ6m9cEHvz/Iok7P2xnCPzj2yaPWr8Q/rUlFeNFFxz8hncBMzNvJP4/wOyHHccw/AUS39cEHzz+6Sxll3s7QP3T1Vs/bGdI/MJ+UOdlk0z/nSNKj1q/UP5/yDw7U+tU/WZxNeNFF1z8RRovizpDYP1gZpUzM29k/xIhttskm2z8u+DUgx3HcP55n/onEvN0/CdfG88EH3z88o8euXyngP/Laq2PezuA/qRKQGF104T9eSnTN2xniPxSCWIJav+I/zLk8N9lk4z+B8SDsVwrkPzkpBaHWr+Q/72DpVVVV5T+mmM0K1PrlP1vQsb9SoOY/EQiWdNFF5z/IP3opUOvnP0dDYt7OkOg/Il100UUX6T+amLczJObpPxTU+pUCteo/jQ8++OCD6z8ES4Fav1LsP3+GxLydIe0/9sEHH3zw7T9x/UqBWr/uP+g4juM4ju8/MLrooosu8D/tVwrU+pXwP6n1KwVq/fA/VlVVVVVV8T+UTTbZZJPxP9JFF1100fE/ED744IMP8j9ONtlkk03yP4wuuuiii/I/yiabbLLJ8j8IH3zwwQfzP0YXXXTRRfM/hA8++OCD8z/DBx988MHzPwAAAAAAAPQ/XXTRRRdd9D/AUqDWrxTovxPHcRzHcee/BZmo5t6/5r/6at+w9g3mv+88FnsOXOW/4g5NRSaq5L/W4IMPPvjjv8myutlVRuO/u4Txo22U4r+wVihuheLhv6QoXzidMOG/mPqVArV+4L8WmZmZmZnfv/48By7JNd6/5eB0wvjR3L/OhOJWKG7bv7IoUOtXCtq/nMy9f4em2L+DcCsUt0LXv2kUmajm3tW/UbgGPRZ71L/su+aiiy7Tv4RFzfqVAtK/GM+zUqDW0L9gsTRVVVXPv47EAQVq/cy/utfOtH6lyr/o6ptkk03IvxP+aBSo9cW/RBE2xLydw79yJAN00UXBvzpvoEfM272/lpU6p/Urub/tu9QGH3y0v5LE3cyQmK+/PxESjOM4pr8BvIyWbLKZv/Lz2/LRQne/zVOibcEKjz+74lWtmxqiP4kwQ/+Gcqw/Kz+YKDllsz8J5o7RLpG4P+2MhXokvb0/6hm+EY10wT9ebTnmhwrEP8/AtLqCoMY/QhQwj302yT+yZ6tjeMzLPyW7JjhzYs4/TAdRBjd80D8IsY5wNMfRP79azNoxEtM/dgQKRS9d1D8yrkevLKjVP+lXhRkq89Y/AC2i9hE+2D9snGpgD4nZP9YLM8oM1No/Rnv7Mwof3D+x6sOdB2rdPyBajAcFtd4/xmSqOAEA4D99nI7tf6XgPzPUcqL+SuE/6QtXV33w4T+gQzsM/JXiP1Z7H8F6O+M/DbMDdvng4z/C6ucqeIbkP3oizN/2K+U/MFqwlHXR5T/lkZRJ9HbmP53JeP5yHOc/UgFds/HB5z8ox3Ecx3HoP6ACtX6lQOk/GT744IMP6j+SeTtDYt7qPwq1fqVAres/hPDBBx987D/8KwVq/UrtP3VnSMzbGe4/7aKLLrro7j9k3s6QmLfvP/AMiXk7Q/A/q6qqqqqq8D9ZCtT6lQLxP5YCtX6lQPE/1PqVArV+8T8S83aGxLzxP1DrVwrU+vE/juM4juM48j/M2xkS83byPwvU+pUCtfI/SMzbGRLz8j+GxLydITHzP8W8nSExb/M/ArV+pUCt8z+g1q8UqPXzP72dITFvZ+i/sCBKmoXd57+DbZQvnE7nv3g/y/mznOa/axECxMvq5b9f4ziO4zjlv1K1b1j7huS/RoemIhPV4785Wd3sKiPjvywrFLdCceK/If1KgVq/4b8Wz4FLcg3hvwmhuBWKW+C/+OXev0NT37/eiUxUc+/dv8gtuuiii9y/rNEnfdIn27+WdZURAsTZv3wZA6YxYNi/Y71wOmH81r9LYd7OkJjVvy6LUlVVVdS/xhQ5rV8p079bnh8Fav3Rv/MnBl100dC/EmPZaf1Kz78+dqYZEvPMv2yJc8kmm8q/mJxAeTtDyL/Irw0pUOvFv/XC2thkk8O/ItaniHk7wb+c0ulwHMe9v/b4g9BFF7m/UB8eMG9ntL9Si3AfMW+vv2BTR3r3W6S/Pd79ER5vkb9FfJUD0c10P6D6v+RK45k/HktNxJBJpz92TB0LvtCwP1PzE7Sz/LU/OJoKXakouz+PoACDTyrAPwP0e1dKwMI/dEf3K0VWxT/omnIAQOzHP1fu7dQ6gso/y0FpqTUYzT88leR9MK7PP1r0L6kVItE/EZ5tExNt0j/JR6t9ELjTP4Tx6OcNA9U/PJsmUgtO1j+mplL7nJjXPxAWG2Wa49g/e4Xjzpcu2j/r9Ks4lXnbP1ZkdKKSxNw/xdM8DJAP3j8wQwV2jVrfP1DZ5m/FUuA/BRHLJET44D+7SK/Zwp3hP3KAk45BQ+I/KLh3Q8Do4j/f71v4Po7jP5QnQK29M+Q/TF8kYjzZ5D8ClwgXu37lP7fO7Ms5JOY/bwbRgLjJ5j8LAzqQM2/nPy5zyhSo9ec/pWyyySab6D8dqPUrBWrpP5jjOI7jOOo/Dx988MEH6z+JWr9SoNbrPwCWArV+pew/etFFF1107T/yDIl5O0PuP2pIzNsZEu8/5IMPPvjg7z+uXylQ61fwP1u/UqDWr/A/mbczJObt8D/XrxSo9SvxPxWo9SsFavE/U6DWrxSo8T+RmLczJObxP8+QmLczJPI/Dol5O0Ni8j9LgVq/UqDyP4l5O0Ni3vI/x3Ecx3Ec8z9lk0022WTzPyIxb2dIzPM/uuiiiy666L+ua8v0RDDov6Hu811bpue/lXEcx3Ec57/o5e0MiXnmv9y3JNegx+W/z4lbobgV5b/DW5Jr0GPkv7YtyTXoseO/qv//////4r+e0TbKF07iv5KjbZQvnOG/hXWkXkfq4L95R9soXzjgv9gyJObtDN+/wtaReh2p3b+mev8OTUXcv5AebaN84dq/d8LaN6x92b9eZkjM2xnYv0QKtmALtta/cFq+Bx981b8I5KRfKVDUv51ti7czJNO/NfdxDz740b/LgFhnSMzQv8IUfn6lQM+/8CdLLrrozL8dOxjezpDKv05O5Y3jOMi/eGGyPfjgxb+mdH/tDInDv9GHTJ0hMcG/ADYzmmyyvb84xr2T/rm4vxqUGVvK57K/BsTqRCwrqr+Jv0Snhw2dvyHczxLbEne/mF+o3bwijz+0ZVeJmiCiP4KzRNuFeKw/ngCZljhosz+Cp48/LpS4P2lOhugjwL0/qHq+yAx2wT8ZzjmdBwzEP40htXECosY//HQwRv03yT9vyKsa+M3LP+AbJ+/yY84/rDfR4fZ80D9k4Q5M9MfRPxuLTLbxEtM/1jSKIO9d1D+N3seK7KjVP9bd7BlT89Y/tY/LaSU+2D8g/5PTIonZP49uXD0g1No/+t0kpx0f3D9oTe0QG2rdP9S8tXoYtd4/IRY/8goA4D/XTSOniaXgP42FB1wIS+E/RL3rEIfw4T/69M/FBZbiP7EstHqEO+M/Z2SYLwPh4z8dnHzkgYbkP9TTYJkALOU/iQtFTn/R5T9AQykD/nbmPxLx7TV0HOc/NGF+uuii5z+rGAvCBx/oPyIS83aGxOg/nU022WST6T8UiXk7Q2LqP47EvJ0hMes/BgAAAAAA7D9/O0Ni3s7sP/h2hsS8ne0/brLJJpts7j/p7QyJeTvvP7AUqPUrBfA/XnTRRRdd8D+bbLLJJpvwP9pkk0022fA/GF100UUX8T9VVVVVVVXxP5RNNtlkk/E/0kUXXXTR8T8QPvjggw/yP0422WSTTfI/iy666KKL8j8rUOtXCtTyP+btDIl5O/M/o4suuuii8z+4MyTm7Qzpv6q2TE8Eg+i/nzl1uBr557+TvJ0hMW/nv4Y/xopH5ea/WowQIF5W5r9NXkfqdaTlv0AwfrSN8uS/MwK1fqVA5L8n1OtIvY7jvxumIhPV3OK/D3hZ3ewq4r8CSpCnBHnhv/Ubx3Ecx+C/6e39OzQV4L+7f2kMmMbev6Aj16DHYt2/isdENff+279wa7LJJpvav1gPIF5WN9m/PrON8oXT17+yKSq66KLWv0qzEBLzdtW/3jz3af1K1L93xt3BBx/Tvw1QxBkS89G/o9mqcRzH0L9zxiKTTTbPv6DZ70Ji3sy/0Oy88naGyr/9/4miiy7IvyoTV1Kg1sW/VyYkArV+w79V2NmY5rnAv45+D/mYobu/bExrwGTPtb+rNI4PYfqvv3HQRZ74VaS/W9j6WSBjkb+rk6Hjx/10P4YAw5xI75k/EM5OoI9Ppz/mDR55vdOwP8q0FCKz/7U/sVsLy6gruz9LAQE6zyvAP75UfA7KwcI/Mqj34sRXxT+h+3K3v+3HPxRP7ou6g8o/h6JpYLUZzT/99eQ0sK/PP7YksITVItE/bs7t7tJt0j8peCtZ0LjTP9CbZTa4A9U/CBWHOAlO1j9YCXxusJjXP8R4RNit49g/MugMQqsu2j+eV9WrqHnbPw3HnRWmxNw/eDZmf6MP3j/opS7poFrfP6qKeynPUuA/X8Jf3k344D8W+kOTzJ3hP8sxKEhLQ+I/g2kM/cno4j84ofCxSI7jP/DY1GbHM+Q/phC5G0bZ5D9bSJ3QxH7lP/tEBuA/JOY/Gd+h27TJ5j87TzJgKVDnP7IGv2dIzOc/KL5Lb2dI6D+itzMk5u3oPxnzdobEvOk/ki666KKL6j8Lav1KgVrrP4SlQK1fKew//OCDDz747D90HMdxHMftP+5XCtT6le4/ZpNNNtlk7z9gKVDrVwrwP54hMW9nSPA/3BkS83aG8D8aEvN2hsTwP1gK1PqVAvE/lgK1fqVA8T/U+pUCtX7xPxLzdobEvPE/UOtXCtT68T/uDIl5O0PyP6yqqqqqqvI/aEjM2xkS8z8k5u0MiXnzP7V+pUCtX+m/qAHOqcPV6L+chPYS2kvov5AHH3zwwee/g4pH5QY45792DXBOHa7mv2mQmLczJOa/vQRq/UqB5b+w1qDHYs/kv6So15F6HeS/mHoOXJJr47+MTEUmqrniv38efPDBB+K/cvCyutlV4b9mwumE8aPgv7UoQZ4S5N+/msyuMkKA3r+DcBzHcRzdv2oUiluhuNu/ULj379BU2r9cb68UqPXYv/L4lWyyyde/i4J8xLyd1r8fDGMcx3HVv7eVSXTRRdS/TR8wzNsZ07/jqBYk5u3Rv3oy/XvwwdC/IXjHp/Urz79Ri5RXCtTMv36eYQcffMq/nOYmBOj/x7+MzdTnzRbFv3y0gsuzLcK/2TZhXjOJvr+7BL0l/7a4v6XSGO3K5LK/B0HpaC0lqr+OuUHviQGdv0TEwzLk4na/e2uuTbg6jz+s6FhlmSaiP2g2RreEfqw/GMKZBDhrsz/+aJCtLZe4P+YPh1Yjw70/Zdu+f4x3wT/ZLjpUhw3EP0iCtSiCo8Y/utUw/Xw5yT8sKazRd8/LP6R8J6ZyZc4/CmhRvbZ90D/BEY8ntMjRP327zJGxE9M/A9P/VG5e1D87TCFXv6jVP/2CLHM789Y/aPL03Dg+2D/YYb1GNonZP0PRhbAz1No/skBOGjEf3D8csBaELmrdP4wf3+0rtd4/fMfTqxQA4D8y/7dgk6XgP+g2nBUSS+E/nm6AypDw4T9WpmR/D5biPwveSDSOO+M/wxUt6Qzh4z95TRGei4bkPy6F9VIKLOU/AjO6hYDR5T8fzVWB9XbmP0E95gVq/eY/uPRyDYl55z8vrP8UqPXnP6ZjjBzHceg/H1100UUX6T+ZmLczJObpPxDU+pUCteo/ig8++OCD6z8CS4Fav1LsP3qGxLydIe0/9MEHH3zw7T9s/UqBWr/uP8a8nSExb+8/Qq1fKVDr7z/fzpCYtzPwPx3HcRzHcfA/W79SoNav8D+ZtzMk5u3wP9evFKj1K/E/Fqj1KwVq8T+zySabbLLxP3BnSMzbGfI/LQVq/UqB8j/poosuuujyP6ZArV8pUPM/sskmm2yy6b+mTE8Egyjpv5nPd22Znui/jVKg1q8U6L+B1cg/xornv3RY8ajcAOe/Z9sZEvN25r9aXkJ7Ce3lvy2rjBAgXuW/IH3D2jes5L8VT/qkT/rjvwkhMW9nSOO//PJnOX+W4r/wxJ4Dl+Thv+OW1c2uMuG/12gMmMaA4L+SdYbEvJ3fv30Z9FjsOd6/ZL1h7RvW3L9KYc+BS3Lbv50+G8dxHNq/NMgBH3zw2L/LUeh2hsTXv2Dbzs6QmNa/+GS1Jpts1b+P7pt+pUDUvyZ4gtavFNO/vAFpLrro0b9Si0+GxLzQv9UpbLydIc+/1dshU89czL/Fws82tXPJv7WpfRqbisa/ppAr/oChw7+Vd9nhZrjAvw69DouZnru/94pqUmXMtb+usYwzYvSvv21NRML5T6S/XdL3oSJXkb+hq63Dvi11P4MGxlRG+5k//VBQfI5Vpz9jzx7nvNawP0l2FZCyArY/MR0MOaguuz8KYgHxTi3AP361fMVJw8I/7Qj4mURZxT9fXHNuP+/HP9Kv7kI6hco/SgNqFzUbzT+5VuXrL7HPPxRVMGCVI9E/z/5typJu0j81CppzJLnTP22Du3V1A9U/ofzcd8ZN1j8MbKXhw5jXP3zbbUvB49g/6Eo2tb4u2j9Wuv4evHnbP8Ipx4i5xNw/MJmP8rYP3j+bCFhctFrfPwM8EOPYUuA/unP0l1f44D9wq9hM1p3hPyjjvAFVQ+I/3RqhttPo4j+VUoVrUo7jP0uKaSDRM+Q/54bSL0zZ5D8IIW4rwX7lPya7CSc2JOY/SSuaq6qq5j++4iazySbnPzaas7roouc/rlFAwgcf6D8kCc3JJpvoP50CtX6lQOk/Fj744IMP6j+PeTtDYt7qPwi1fqVAres/fvDBBx987D/5KwVq/UrtP3JnSMzbGe4/yyabbLLJ7j9GF1100UXvP8MHH3zwwe8/IHzwwQcf8D9ddNFFF13wP5xssskmm/A/2WSTTTbZ8D95hsS8nSHxPzQk5u0MifE/8cEHH3zw8T+vXylQ61fyP2r9SoFav/I/J5tssskm8z+wFKj1KwXqv6KX0F5Ce+m/lxr5x1jx6L+LnSExb2fov34gSpqF3ee/caNyA5xT579kJptsssnmv1epw9XIP+a/SyzsPt+15b89rxSo9Svlv5Ej5u0MieS/hfUcuCTX4794x1OCPCXjv22ZikxUc+K/YGvBFmzB4b9VPfjggw/hv0YPL6ubXeC/dsLL6mZX379eZjl/lvPdv0QKpxPGj9y/4A2HeTtD2791l23RRRfavw4hVClQ69i/o6o6gVq/1787NCHZZJPWv9K9BzFvZ9W/Z0fuiHk71L//0NTggw/Tvw11N19o0dG/h2gOUdtc0L8AuMqFnNDNv++eeGmC58q/4IUmTWj+x7/PbNQwThXFv8BTghQ0LMK/YXVg8DOGvr9LQ7y3/7O4vywRGH/L4bK/F77njC4fqr+vsz43jPWcv8Sst1Ltsna/XXe0vbNSjz+Ta1pBmCyiP1u5R5ODhKw/lIOacjdusz96KpEbLZq4P13Rh8Qixr0/Ijy/Ngx5wT+RjzoLBw/EPwPjtd8BpcY/dTYxtPw6yT/uiayI99DLP13dJ13yZs4/ZZjRmHZ+0D8hQg8DdMnRP2ZBNJLaE9M/n7pVlCte1D/UM3eWfKjVP7HlVeZO89Y/IFUeUEw+2D+MxOa5SYnZP/ozryNH1No/ZaN3jUQf3D/UEkD3QWrdP0CCCGE/td4/1XhoZR4A4D+NsEwanaXgP0LoMM8bS+E/+h8VhJrw4T+vV/k4GZbiP2eP3e2XO+M/HcfBohbh4z/udIbVjIbkPw4PItEBLOU/LKm9zHbR5T9OGU5R61fmP8XQ2lgK1OY/O4hnYClQ5z+0P/RnSMznPyv3gG9nSOg/oq4Nd4bE6D8bqPUrBWrpP5TjOI7jOOo/DB988MEH6z+EWr9SoNbrP/6VArV+pew/dtFFF1107T/QkJi3MyTuP0yBWr9SoO4/yHEcx3Ec7z9EYt7OkJjvP2ApUOtXCvA/niExb2dI8D88Q2LezpDwP/rggw8++PA/tn6lQK1f8T9yHMdxHMfxPzC66KKLLvI/7FcK1PqV8j+o9SsFav3yP65fKVDrV+q/oOJRuQHO6b+UZXoiGETpv4jooosuuui/e2vL9EQw6L9v7vNdW6bnv2FxHMdxHOe/VfREMIiS5r9Jd22Zngjmvzz6lQK1fuW/MH2+a8v05L8DyggB4mXkv/WbP8v5s+O/6W12lREC47/dP61fKVDiv9ER5ClBnuG/w+Ma9Fjs4L+4tVG+cDrgv1gPEREREd+/PrN+pUCt3b8j3fIrBWrcv7hm2YMPPtu/UfC/2xkS2r/leaYzJObYv30DjYsuute/FI1z4ziO1r+qFlo7Q2LVv6nvtAbc/9O/IuOL+E6L0r+b1mLqwRbRvyqUc7hpRM+/GXshnE9bzL8KYs9/NXLJv/lIfWMbica/6y8rRwGgw7/bFtkq57bAv6D7DR2am7u/f8lp5GXJtb+/LotXY+6vv4DKQub6SaS/g8z06SRLkb82w7mjtV11P0UMyQxEB5o/6tNRWI1bpz/ckB9VvNmwP8M3Fv6xBbY/p94Mp6cxuz/HwgGozi7APzYWfXzJxMI/qWn4UMRaxT8bvXMlv/DHP5MQ7/m5hso/AmRqzrQczT9wt+Wir7LPP2T/rK4/JNE/mHjOsJBu0j/R8e+y4bjTPwZrEbUyA9U/VV8G69lN1j/Ezs5U15jXPy8+l77U49g/nq1fKNIu2j8JHSiSz3nbP3iM8PvMxNw/5Pu4ZcoP3j9Oa4HPx1rfP1/tpJziUuA/FCWJUWH44D/MXG0G4J3hP4KUUbteQ+I/Osw1cN3o4j/WyJ5/WI7jP/RiOnvNM+Q/Ff3VdkLZ5D8yl3Fyt37lP1UHAvcrBeY/y76O/kqB5j9DdhsGav3mP7otqA2Jeec/MeU0Faj15z+qnMEcx3HoPyBUTiTm7eg/mU022WST6T8RiXk7Q2LqP4nEvJ0hMes/BAAAAAAA7D96O0Ni3s7sP9X6lQK1fu0/UetXCtT67T/O2xkS83buP0nM2xkS8+4/xbydITFv7z8BAAAAAADwP72dITFvZ/A/ejtDYt7O8D832WSTTTbxP/N2hsS8nfE/sBSo9SsF8j9tsskmm2zyPylQ61cK1PI/q6qqqqqq6r+eLdMTwSDqv5Kw+3zXlum/hjMk5u0M6b95tkxPBIPov2w5dbga+ee/X7ydITFv579SP8aKR+Xmv0bC7vNdW+a/OEUXXXTR5b8syD/GikflvyBLaC+hveS/E86QmLcz5L9nQmLezpDjv1oUmajm3uK/T+bPcv4s4r9BuAY9FnvhvzaKPQcuyeC/KVx00UUX4L85XFY3u8rev2OsXt7OkN2/+zVFNtlk3L+TvyuO4zjbvyZJEubtDNq/wNL4Pfjg2L/Mdlu83KLXv0VqMq5PLta/vl0JoMK51L81UeCRNUXTv7FEt4Oo0NG/KTiOdRtc0L9CV8rOHM/NvzI+eLIC5sq/IyUmluj8x78TDNR5zhPFvwTzgV20KsK/8rNfgjSDvr/SgbtJALG4v7FPFxHM3rK/JDvmsC8Zqr/JrTt/jumcvy6Vq3L2gna/4IK6La9qjz+A7lsdlzKiP048SW+Ciqw/DUWb4DZxsz/x65GJLJ24P9mSiDIiyb0/3Jy/7Yt6wT9N8DrChhDEP8BDtpaBpsY/OJcxa3w8yT+o6qw/d9LLPxY+KBRyaM4/lTZHzfV+0D/Kr2jPRsnRPwMpitGXE9M/N6Kr0+hd1D/52LbvZKjVP2hIf1li89Y/07dHw18+2D9CJxAtXYnZP66W2JZa1No/HQahAFgf3D+IdWlqVWrdP/TkMdRStd4/MSr9HigA4D/mYeHTpqXgP56ZxYglS+E/U9GpPaTw4T8MCY7yIpbiP9y2UiWZO+M/+lDuIA7h4z8b64kcg4bkPzmFJRj4K+U/W/W1nGyy5T/SrEKkiy7mP0hkz6uqquY/wRtcs8km5z830+i66KLnP7CKdcIHH+g/J0ICyiab6D+e+Y7RRRfpPxbzdobEvOk/jS666KKL6j8Iav1KgVrrP4ClQK1fKew/2mSTTTbZ7D9WVVVVVVXtP9JFF1100e0/TjbZZJNN7j+KeTtDYt7uPwS1fqVAre8/Pvjggw8+8D/8lQK1fqXwP7gzJObtDPE/dNFFF1108T8yb2dIzNvxP+4MiXk7Q/I/qqqqqqqq8j+o9SsFav3qv5x4VG6Ac+q/j/t815bp6b+DfqVArV/pv3YBzqnD1ei/aoT2EtpL6L9cBx988MHnv1CKR+UGOOe/RA1wTh2u5r82kJi3MyTmvyoTwSBKmuW/HpbpiWAQ5b8RGRLzdobkvwScOlyN/OO/1+iE8aNt47/Muru7u7viv76M8oXTCeK/s14pUOtX4b+mMGAaA6bgvzIFLsk16N+/pXvKkJi33r88BbHooovdv9SOl0CtX9y/aRh+mLcz279p8dhjUNHZv+Pkr1XDXNi/WtiGRzbo1r/Uy105qXPVv0q/NCsc/9O/xbILHY+K0r89puIOAhbRv2szcwHqQs+/XRoh5c9ZzL9MAc/ItXDJvz3ofKybh8a/Lc8qkIGew78itthzZ7XAvyM6Da+amLu/BAhpdmbGtb/Hq4l7ZOivv4tHQQr8Q6S/k8bxMSc/kb9s2sWDrI11PyoSzMRBE5o/41ZTNIxhpz9WUiDDu9ywPzv5FmyxCLY/IaANFac0uz9/IwJfTjDAP/J2fTNJxsI/Zcr4B0RcxT/cHXTcPvLHP0xx77A5iMo/usRqhTQezT+N28LXV7PPP/vmAu78I9E/NGAk8E1u0j9o2UXynrjTP5xSZ/TvAtU/DMIvXu1N1j92MfjH6pjXP+agwDHo49g/UhCJm+Uu2j/Af1EF43nbPyvvGW/gxNw/l17i2N0P3j8GzqpC21rfP7ieOVbsUuA/cNYdC2v44D8lDgLA6Z3hP8QKa89kQ+I/46QGy9no4j8CP6LGTo7jPyLZPcLDM+Q/QHPZvTjZ5D9i42lCrV/lP9ia9knM2+U/T1KDUetX5j/HCRBZCtTmPz/BnGApUOc/tngpaEjM5z8tMLZvZ0joP6XnQneGxOg/G5/PfqVA6T+SmLczJObpPw7U+pUCteo/hQ8++OCD6z/gzpCYtzPsP1q/UqDWr+w/2K8UqPUr7T8U83aGxLztP4wuuuiii+4/B2r9SoFa7z/AUqDWrxTwP37wwQcffPA/OY7jOI7j8D/2KwVq/UrxP7TJJptssvE/b2dIzNsZ8j8sBWr9SoHyP6ZArV8pUOu/mMPVyD/G6r+NRv4xVjzqv4HJJptssum/dExPBIMo6b9nz3dtmZ7ov1pSoNavFOi/TdXIP8aK579BWPGo3ADnvzTbGRLzdua/KF5Cewnt5b8b4WrkH2Plvw5kk0022eS/Aue7tkxP5L/0aeQfY8Xjv+jsDIl5O+O/O2HezpCY4r8wMxWZqObhvyMFTGPANOG/qOCn9SuF4L/oSjZDYt7fv3/UHJtsst6/jnh/GVF03b8EbFYLxP/bv35fLf02i9q/91IE76kW2b9uRtvgHKLXv+c5stKPLda/Xy2JxAK51L/aIGC2dUTTv1IUN6joz9G/ywcOmltb0L+G9skXnc3Nv3bdd/uC5Mq/ZsQl32j7x79Wq9PCThLFv0uSgaY0KcK/ePJeFDWAvr9WwLrbAK64vziOFqPM27K/MLjk1DATqr/kpzjHkN2cvyl+n5L/Una/k47AnaqCjz9ycV35lTiiP0G/SkuBkKw/hAacTjZ0sz9qrZL3K6C4P0lUiaAhzL0/mP2/pAt8wT8KUTt5BhLEP4Kktk0BqMY/8fcxIvw9yT9fS6329tPLP/FJ9xTEaM4/LR6dDLN+0D9ml74OBMnRP5oQ4BBVE9M/z4kBE6Zd1D+wO+BieKjVPxyrqMx189Y/ixpxNnM+2D/2iTmgcInZP2b5AQpu1No/0GjKc2sf3D872JLdaGrdP6pHW0dmtd4/i9uR2DEA4D9CE3aNsKXgP/hKWkIvS+E/y/gedaXw4T/pkrpwGpbiPwgtVmyPO+M/KMfxZwTh4z9GYY1jeYbkP2jRHejtDOU/34iq7wyJ5T9VQDf3KwXmP873w/5KgeY/RK9QBmr95j+9Zt0NiXnnPzMeahWo9ec/q9X2HMdx6D8jjYMk5u3oP5lEECwFauk/Ez744IMP6j+KeTtDYt7qP+Q4juM4jus/XylQ61cK7D+dbLLJJpvsPxao9SsFau0/j+M4juM47j8KH3zwwQfvP4Jav1Kg1u8//kqBWr9S8D+76KKLLrrwP3eGxLydIfE/NCTm7QyJ8T/xwQcffPDxP61fKVDrV/I/o4suuuii67+WDlcj/xjrv4qRf4wVj+q/fhSo9SsF6r9wl9BeQnvpv2Qa+cdY8ei/V50hMW9n6L9KIEqahd3nvz6jcgOcU+e/MCabbLLJ5r8kqcPVyD/mvxgs7D7fteW/C68UqPUr5b/+MT0RDKLkv/K0ZXoiGOS/5jeO4ziO47/YurZMTwTjv6sHAeJldeK/n9k3rH3D4b9JyN3OkBjhvxMN0fqVguC/J/P8wMSi37+i5tOyNy7evxjaqqSqudy/ks2Blh1F278KwViIkNDZv4O0L3oDXNi/+6cGbHbn1r9zm91d6XLVv+2OtE9c/tO/ZoKLQc+J0r/edWIzQhXRv6zSckpqQc+/nLkgLlBYzL+NoM4RNm/Jv36HfPUbhsa/c24q2QGdw79jVdi857PAv6R4DEGblbu/hUZoCGfDtb/OKIifZeKvv4/EPy79PaS/xMDueSkzkb8C8tFjo711PxsYz3w/H5o/29lUEItnpz/SEyExu9+wP7i6F9qwC7Y/l2EOg6Y3uz8+hAIWzjHAP7HXferIx8I/KSv5vsNdxT+XfnSTvvPHP+XF6E2Oico/VrgrUjAezT/Aqm5W0rLPP5jOWC26I9E/zUd6Lwtu0j8CwZsxXLjTP1a1kGcDA9U/wSRZ0QBO1j8wlCE7/pjXP5sD6qT749g/CnOyDvku2j914np49nnbP+BRQ+LzxNw/UMELTPEP3j+6MNS17lrfPxVQzg/2UuA/sUw3H3H44D/S5tIa5p3hP/CAbhZbQ+I/DhsKEtDo4j8vtaUNRY7jP01PQQm6M+Q/b7/RjS665D/mdl6VTTblP10u65xssuU/1eV3pIsu5j9LnQSsqqrmP8RUkbPJJuc/Ogweu+ii5z+xw6rCBx/oPyl7N8omm+g/oTLE0UUX6T8X6lDZZJPpP5DjOI7jOOo/6qKLLrro6j8m5u0MiXnrP6AhMW9nSOw/GV100UUX7T+SmLczJObtPwzU+pUCte4/hQ8++OCD7z+ApUCtXynwPzxDYt7OkPA/+OCDDz748D+2fqVArV/xP3Icx3Ecx/E/Lrrooosu8j+g1q8UqPXrv5RZ2H2+a+u/h9wA59Th6r97XylQ61fqv27iUbkBzum/YmV6IhhE6b9U6KKLLrrov0hry/REMOi/PO7zXVum578ucRzHcRznvyL0RDCIkua/FndtmZ4I5r8J+pUCtX7lv/x8vmvL9OS/7//m1OFq5L/jgg8++ODjv9YFOKcOV+O/yohgECXN4r+8C4l5O0Pivye9UbviouG/4zY9NJzo4L+fsCitVS7gv7dUKEwe6N6/LEj/PZFz3b+nO9YvBP/bvyAvrSF3itq/mCKEE+oV2b8QFlsFXaHXv4gJMvfPLNa/Av0I6UK41L988N/atUPTv/Ljtswoz9G/bNeNvpta0L/GlclgHczNv7d8d0QD48q/p2MlKOn5x7+cStMLzxDFv40xge+0J8K/+DBepjV9vr/Y/rltAau4v7nMFTXN2LK/MjXj+DENqr8LojUPk9Gcv0tmk7III3a/jprGDaaajz9x9F7VlD6iPzlCTCeAlqw/A8icvDV3sz/hbpNlK6O4P8YVig4hz70/Vl7AW4t9wT/NsTswhhPEPzwFtwSBqcY/STQdi/o+yT+6JmCPnNPLPyMZo5M+aM4/ygXzS3B+0D//fhROwcjRPzT4NVASE9M/+i5BbI5d1D9lngnWi6jVP9QN0j+J89Y/P32aqYY+2D+v7GIThInZPxhcK32B1No/hMvz5n4f3D/zOrxQfGrdP1+qhLp5td4/5owmkjsA4D+4OuvEsaXgP9jUhsAmS+E/924ivJvw4T8VCb63EJbiPzWjWbOFO+M/Uz31rvrg4z91rYUzb2fkP+xkEjuO4+Q/YxyfQq1f5T/b0ytKzNvlP1KLuFHrV+Y/yUJFWQrU5j9B+tFgKVDnP7mxXmhIzOc/L2nrb2dI6D+nIHh3hsToPx7YBH+lQOk/lY+RhsS86T+wXylQ61fqPyibbLLJJus/otavFKj16z8cEvN2hsTsP5RNNtlkk+0/D4l5O0Ni7j+IxLydITHvPwEAAAAAAPA/vp0hMW9n8D96O0Ni3s7wPzjZZJNNNvE/83aGxLyd8T+wFKj1KwXyP54hMW9nSOy/kKRZ2H2+67+EJ4JBlDTrv3iqqqqqquq/bC3TE8Eg6r9fsPt815bpv1IzJObtDOm/RbZMTwSD6L85OXW4Gvnnvyy8nSExb+e/ID/Gikfl5r8Twu7zXVvmvwZFF1100eW/+cc/xopH5b/sSmgvob3kv+DNkJi3M+S/1FC5Ac6p47/G0+Fq5B/jvwMEav1KgeK/718HZLXb4b/1UuzMEzbhv6nn0vlIi+C/y8J85QSi379BtlPXdy3ev7ypKsnquNy/M50Bu11E27+skNis0M/ZvyWEr55DW9i/nXeGkLbm1r8Ya12CKXLVv49eNHSc/dO/CFILZg+J0r+AReJXghTRv+9xcpPqP8+/4Fggd9BWzL/RP85atm3Jv8UmfD6chMa/tQ0qIoKbw7+l9NcFaLLAvyq3C9Obkru/C4VnmmfAtb/ZpYbDZtyvv6tBPlL+N6S/2rrrwSsnkb+wCd5Dmu11Pwce0jQ9K5o/y1xW7Iltpz9M1SGfuuKwPyt8GEiwDrY/ECMP8aU6uz/75ALNTTPAP3I4fqFIycI/4Iv5dUNfxT+solHIZvTHPx6VlMwIico/h4fX0KodzT/4eRrVTLLPPzC2rmx3I9E/ZS/Qbsht0j+eqPFwGbjTPwgYutoWA9U/eIeCRBRO1j/j9kquEZnXP1JmExgP5Ng/vdXbgQwv2j8oRaTrCXrbP5i0bFUHxdw/AyQ1vwQQ3j9BHQfe+lrfP74on2ryUuA/38I6Zmf44D/9XNZh3J3hPxv3cV1RQ+I/PJENWcbo4j9aK6lUO47jP3ybOdmvFOQ/81LG4M6Q5D9pClPo7QzlP+LB3+8MieU/WHls9ysF5j/RMPn+SoHmP0bohQZq/eY/v58SDol55z82V58VqPXnP60OLB3Hceg/JMa4JObt6D/8ppUXXXTpP/MDY8zbGeo/K1DrVwrU6j+liy666KLrPx7HcRzHcew/lwK1fqVA7T8SPvjggw/uP4p5O0Ni3u4/BbV+pUCt7z8/+OCDDz7wP/uVArV+pfA/uDMk5u0M8T910UUXXXTxPzFvZ0jM2/E/nGyyySab7L+O79oyPRHsv4JyA5xTh+u/dvUrBWr96r9peFRugHPqv137fNeW6em/UH6lQK1f6b9DAc6pw9XovzaE9hLaS+i/KQcffPDB578dikflBjjnvxANcE4drua/BJCYtzMk5r/2EsEgSprlv+qV6YlgEOW/3hgS83aG5L+T1a8UqPXjv5Q/rV8pUOO/lKmqqqqq4r/B58FYDAXiv8bapsFqX+G/zc2LKsm54L/TwHCTJxTgv7Fnq/gL3d6/0Bd/YtFy3b9JC1ZURP7bv8H+LEa3idq/OvIDOCoV2b+x5dopnaDXvyzZsRsQLNa/pcyIDYO31L8dwF//9ULTv5SzNvFoztG/DKcN49tZ0L8KNcmpncrNv/obd42D4cq/7wIlcWn4x7/f6dJUTw/Fv9DQgDg1JsK/gG9dODZ6vr9fPbn/Aai4v0ALFcfN1bK/VbLhHDMHqr8mnDJXlcWcv7tOh9IR83W/WabMfaGyjz9ed2Cxk0SiPyzFTQN/nKw/dYmdKjV6sz9aMJTTKqa4Pz/Xinwg0r0/GL/AEgt/wT+GEjznBRXEPxARhgXTqcY/gQPJCXU+yT/q9QsOF9PLP1zoThK5Z84/Yu1Iiy1+0D+XZmqNfsjRP9Dfi4/PEtM/rpFq36Fd1D8cATNJn6jVP4hw+7Kc89Y/9t/DHJo+2D9iT4yGl4nZP82+VPCU1No/PC4dWpIf3D+mneXDj2rdP035bil8td4/xRZTEDMA4D/lsO4LqKXgPwNLigcdS+E/IuUlA5Lw4T9Cf8H+BpbiP2AZXfp7O+M/gontfvDB4z/5QHqGDz7kP3D4Bo4uuuQ/6K+TlU025T9eZyCdbLLlP9YeraSLLuY/TtY5rKqq5j/FjcazySbnPzxFU7voouc/tPzfwgcf6D+L3by1fqXoP4E6imr9Suk/eZdXH3zw6T9u9CTU+pXqP6hArV8pUOs/IHzwwQcf7D+atzMk5u3sPxTzdobEvO0/jC666KKL7j8Iav1KgVrvP8BSoNavFPA/fPDBBx988D86juM4juPwP/YrBWr9SvE/sskmm2yy8T+ZtzMk5u3sv4w6XI38Y+y/gL2E9hLa6790QK1fKVDrv2bD1cg/xuq/Wkb+MVY86r9NySabbLLpv0BMTwSDKOm/NM93bZme6L8mUqDWrxTovxrVyD/Giue/DljxqNwA578B2xkS83bmv/RdQnsJ7eW/6OBq5B9j5b8lEfN2hsTkvyR78MEHH+S/JOXtDIl547+OfJfkBNTiv5NvfE1jLuK/mWJhtsGI4b+fVUYfIOPgv6ZIK4h+PeC/VXcg4rkv379jXeqzduTdv21DtIUzmdy/1WyB351D279OYFjREM/Zv8ZTL8ODWti/QUcGtfbl1r+4Ot2maXHVvzAutJjc/NO/qSGLik+I0r8hFWJ8whPRvzMRctxqPs+/I/gfwFBVzL8Y382jNmzJvwjGe4ccg8a/+awpawKaw7/pk9dO6LDAv7H1CmWcj7u/ksNmLGi9tb/5IoXnZ9avv7m+PHb/MaS/9bToCS4bkb9eIeojkR12P+Yj1ew6N5o/wd9XyIhzpz++liINuuWwP6Q9GbavEbY/iuQPX6U9uz+8RQOEzTTAPwqNdz6dysI/c3+6Qj9fxT/kcf1G4fPHP05kQEuDiMo/wFaDTyUdzT8oScZTx7HPP8mdBKw0I9E/AhcmroVt0j9SCxvkLLjTP8F6400qA9U/LOqrtydO1j+aWXQhJZnXPwbJPIsi5Ng/cDgF9R8v2j/gp81eHXrbPxmhn30Txdw/WtXWdP0P3j+WCQ5s51rfP+yeorHoUuA/Cjk+rV344D8o09mo0p3hP0htdaRHQ+I/ZgcRoLzo4j+Jd6EkMW/jPwAvLixQ6+M/dua6M29n5D/unUc7juPkP2VV1EKtX+U/3QxhSszb5T9UxO1R61fmP8x7elkK1OY/QjMHYSlQ5z8aFORToNbnPxJxsQgffOg/B85+vZ0h6T//KkxyHMfpP/WHGSebbOo/7OTm2xkS6z8jMW9nSMzrP5xssskmm+w/Fqj1KwVq7T+P4ziO4zjuPwoffPDBB+8/glq/UqDW7z/+SoFav1LwP7vooosuuvA/d4bEvJ0h8T80JObtDInxP5YCtX6lQO2/iYXd57u27L9+CAZR0izsv3KLLrroouu/ZA5XI/8Y679YkX+MFY/qv0oUqPUrBeq/PpfQXkJ76b8xGvnHWPHovySdITFvZ+i/GCBKmoXd578Mo3IDnFPnv/8lm2yyyea/teI4juM45r+1TDbZZJPlv7a2MyTm7eS/tCAxb2dI5L+2ii666KLjv2AEUtlb/eK/Zfc2QrpX4r9r6hurGLLhv3HdABR3DOG/eNDlfNVm4L/5hpXLZ4LfvwdtX50kN96/E1Mpb+Hr3L8eOfNAnqDbvyofvRJbVdq/NwWH5BcK2b9UtVpO3Z/Xv82oMUBQK9a/RZwIMsO21L++j98jNkLTvzWDthWpzdG/rnaNBxxZ0L9N1MjyHcnNv0K7dtYD4Mq/MqIkuun2x78jidKdzw3FvxNwgIG1JMK/Ba5cyjZ3vr/le7iRAqW4v81JFFnO0rK/Xy/gQDQBqr86li+fl7mcvw43e/Iaw3W/GLLS7ZzKjz9U+mGNkkqiPxBIT999oqw/7UqemDR9sz/S8ZRBKqm4P8GYi+of1b0/bfurewmAwT/W7e5/qxTEP0fgMYRNqcY/sNJ0iO89yT8ixbeMkdLLP4u3+pAzZ84/+tSeyup90D8yTsDMO8jRP/WEy+i3EtM/ZPSTUrVd1D/QY1y8sqjVPz7TJCaw89Y/qkLtj60+2D8UsrX5qonZP4QhfmOo1No/J30HyZQf3D9nsT7AfmrdP6Tldbdotd4/8oxWVykA4D8QJ/JSnqXgPy/BjU4TS+E/T1spSojw4T9t9cRF/ZXiP49lVcpxHOM/Bh3i0ZCY4z981G7ZrxTkP/SL++DOkOQ/a0OI6O0M5T/k+hTwDInlP1qyofcrBeY/0mku/0qB5j+qSgvywQfnP5+n2KZArec/lwSmW79S6D+NYXMQPvjoP4S+QMW8nek/ehsOejtD6j9yeNsuuujqP2fVqOM4jus/niExb2dI7D8ZXXTRRRftP5KYtzMk5u0/DNT6lQK17j+FDz744IPvP3+lQK1fKfA/PENi3s6Q8D/44IMPPvjwP7V+pUCtX/E/lE022WST7b+G0F5Cewntv3pTh6uRf+y/btavFKj1679hWdh9vmvrv1TcAOfU4eq/SF8pUOtX6r874lG5Ac7pvy5leiIYROm/Ieiiiy666L8Va8v0RDDovwju811bpue/Rh588MEH579EiHk7Q2Lmv0XydobEvOW/Rlx00UUX5b9ExnEcx3Hkv0Ywb2dIzOO/MowMzrIm4783f/E2EYHivz1y1p9v2+G/Q2W7CM414b9JWKBxLJDgv5yWCrUV1d+/qnzUhtKJ3r+2Yp5Yjz7dv8FIaCpM89u/zi4y/Aio2r/ZFPzNxVzZv+j6xZ+CEdi/8uCPcT/G1r9YCl3LqXDVv9L9M70c/NO/SfEKr4+H0r/D5OGgAhPRv3OwcSXrPM+/aJcfCdFTzL9afs3stmrJv0lle9Ccgca/OkwptIKYw78oM9eXaK/AvzQ0CvecjLu/HgJmvmi6tb/6n4MLadCvv707O5oALKS/+K7lUTAPkb8LOfYDiE12P94p2KQ4Q5o/qmJZpId5pz87WCN7ueiwPyD/GSSvFLY/D6YQzaRAuz/TaeC4dTXAPzxcI70XysI/rU5mwblexT8WQanFW/PHP4gz7Mn9h8o/8SUvzp8czT9aGHLSQbHPP2aFWuvxItE/mv577UJt0j8JbkRXQLjTP3TdDME9A9U/40zVKjtO1j9PvJ2UOJnXP7krZv415Ng/+CQ4HSwv2j80WW8UFnrbP3SNpgsAxdw/scHdAuoP3j/y9RT601rfPxcVpvjeUuA/Nq9B9FP44D9WSd3vyJ3hP3TjeOs9Q+I/llMJcLLJ4j8MC5Z30UXjP4TCIn/wweM//Hmvhg8+5D9yMTyOLrrkP+royJVNNuU/YaBVnWyy5T86gTKQ4zjmPy/e/0Ri3uY/JTvN+eCD5z8cmJquXynoPxL1Z2Pezug/ClI1GF106T//rgLN2xnqP/cL0IFav+o/7WidNtlk6z/ixWrrVwrsPxwS83aGxOw/lE022WST7T8QiXk7Q2LuP4jEvJ0hMe8/AAAAAAAA8D++nSExb2fwP3o7Q2LezvA/Ntlkk0028T+RmLczJObtv4Qb4Jw6XO2/eJ4IBlHS7L9sITFvZ0jsv16kWdh9vuu/UieCQZQ0679Gqqqqqqrqvzgt0xPBIOq/LLD7fNeW6b8eMyTm7Qzpv9bvwQcffOi/1lm/UqDW57/Vw7ydITHnv9Ytuuiii+a/1Ze3MyTm5b/WAbV+pUDlv9Rrsskmm+S/1tWvFKj1478DFMfCCVDjvwgHrCtoquK/DvqQlMYE4r8U7XX9JF/hvxvgWmaDueC/INM/z+ET4L9OjElwgNzev1pyE0I9kd2/ZVjdE/pF3L9wPqfltvrav3wkcbdzr9m/iQo7iTBk2L+W8ARb7RjXv6DWziyqzdW/rbyY/maC1L+5omLQIzfTv9ZSNjrpzNG/T0YNLFxY0L+Tc8g7nsfNv4Jadh+E3sq/c0EkA2r1x79jKNLmTwzFv1QPgMo1I8K/huxbXDd0vr9wurcjA6K4v1CIE+vOz7K/ZKzeZDX7qb9JkCznma2cvy8fbxIkk3W/Db7YXZjijz8/fWNpkVCiPwnLULt8qKw/agyfBjSAsz9Zs5WvKay4P2ywKezD1b0/n8pX+oN/wT8QvZr+JRTEP3qv3QLIqMY/6qEgB2o9yT9UlGMLDNLLP72Gpg+uZs4/mLz0Cah90D/MNRYM+cfRP67n9FvLEtM/GVe9xchd1D+HxoUvxqjVP/M1TpnD89Y/XqUWA8E+2D8FAaBorYnZP0E111+X1No/gmkOV4Ef3D++nUVOa2rdP//RfEVVtd4/HgNanh8A4D88nfWZlKXgP1w3kZUJS+E/etEskX7w4T+cQb0V83biPxP5SR0S8+I/irDWJDFv4z8CaGMsUOvjP3kf8DNvZ+Q/8dZ8O47j5D/It1kuBWrlP78UJ+ODD+Y/tnH0lwK15j+rzsFMgVrnP6MrjwEAAOg/mIhctn6l6D+Q5Slr/UrpP4ZC9x988Ok/fZ/E1PqV6j9z/JGJeTvrP2lZXz744Os/YLYs83aG7D+XArV+pUDtPxI++OCDD+4/ink7Q2Le7j8DtX6lQK3vPz/44IMPPvA/+5UCtX6l8D+4MyTm7QzxP47jOI7jOO6/gWZh9/mu7b926YlgECXtv2pssskmm+y/XO/aMj0R7L9QcgOcU4frv0P1KwVq/eq/NnhUboBz6r8p+3zXlunpv2YrBWr9Sum/ZpUCtX6l6L9m///////nv2Zp/UqBWue/ZtP6lQK15r9mPfjggw/mv2an9SsFauW/ZhHzdobE5L/PqJxOAh/kv9SbgbdgeeO/2o5mIL/T4r/ggUuJHS7iv+Z0MPJ7iOG/7WcVW9ri4L/yWvrDOD3gv/KbvlkuL9+//YGIK+vj3b8JaFL9p5jcvxROHM9kTdu/IjTmoCEC2r8uGrBy3rbYvzoAekSba9e/RuZDFlgg1r9RzA3oFNXUv12y17nRidO/aJihi44+0r90fmtdS/PQv7xPcW5rO8+/qzYfUlFSzL+cHc01N2nJv4wEexkdgMa/fOso/QKXw79t0tbg6K3Av8JyCYmdibu/pEBlUGm3tb8HHYIvasqvv8u4Ob4BJqS/FKnimTIDkb+5UALkfn12P6Uv21w2T5o/neVagIZ/pz+0GSTpuOuwP2CoDF5YF7Y/M42SZpxAuz8DOYw38DTAP3QrzzuSycI/3h0SQDRexT9OEFVE1vLHP7gCmEh4h8o/IfXaTBoczT+S5x1RvLDPP/5ssCqvItE/UmGlYFZt0j+90G3KU7jTPytANjRRA9U/l6/+nU5O1j/RqNC8RJnXPxLdB7Qu5Ng/ThE/qxgv2j+PRXaiAnrbP8x5rZnsxNw/DK7kkNYP3j9I4huIwFrfP0KLqT/VUuA/YiVFO0r44D+Bv+A2v53hP6IvcbszJOI/Guf9wlKg4j+QnorKcRzjPwhWF9KQmOM/gA2k2a8U5D9Y7oDMJpvkP05LToGlQOU/RagbNiTm5T87BenqoovmPzBitp8hMec/KL+DVKDW5z8eHFEJH3zoPxV5Hr6dIek/C9brchzH6T8DM7knm2zqP/iPhtwZEus/7uxTkZi36z/mSSFGF13sP9um7vqVAu0/FPN2hsS87T+NLrrooovuPwZq/UqBWu8/wFKg1q8U8D988MEHH3zwPzmO4ziO4/A/jC666KKL7r9+seJRuQHuv3M0C7vPd+2/Z7czJObt7L9aOlyN/GPsv029hPYS2uu/QECtXylQ67/2/EqBWr/qv/dmSMzbGeq/9dBFF1106b/3OkNi3s7ov/akQK1fKei/9w4++OCD57/2eDtDYt7mv/biOI7jOOa/90w22WST5b/1tjMk5u3kv6EwV0NZSOS/piM8rLei47+tFiEVFv3iv7IJBn50V+K/uPzq5tKx4b+/789PMQzhv8TitLiPZuC/lqszQ9yB37+hkf0UmTbev6x3x+ZV69y/uV2RuBKg27/EQ1uKz1Tav9IpJVyMCdm/3Q/vLUm+17/p9bj/BXPWv/TbgtHCJ9W/AcJMo3/c078NqBZ1PJHSvxiO4Eb5RdG/S+hUMWz1z79ltOjU5V7Nv3yAfHhfyMq/teAjTOrzx7+mx9Ev0ArFv5aufxO2IcK/Fitb7jdxvr/3+La1A5+4v9fGEn3PzLK/cCndiDb1qb9jiikvnKGcv64HYzItY3W/lsnezZP6jz8wAGVFkFaiP/tNUpd7rqw/J4V12DCCsz/6afvgdKu4P8xOgem41L0/2JkDef5+wT9BjEZ9oBPEP7J+iYFCqMY/G3HMheQ8yT+EYw+KhtHLP/ZVUo4oZs4/MKRKSWV90D/22lVl4cfRP2FKHs/eEtM/0LnmONxd1D87Ka+i2ajVP92EOAjG89Y/H7lv/68+2D9a7ab2mYnZP5wh3u2D1No/2FUV5W0f3D8YikzcV2rdP1W+g9NBtd4/SHld5RUA4D9pE/ngiqXgP4etlNz/SuE/qR0lYXTR4T8g1bFok03iP5eMPnCyyeI/D0TLd9FF4z/mJKhqSMzjP96BdR/HceQ/095C1EUX5T/KOxCJxLzlP8CY3T1DYuY/tvWq8sEH5z+uUninQK3nP6OvRVy/Uug/mwwTET746D+QaeDFvJ3pP4jGrXo7Q+o/fiN7L7ro6j9zgEjkOI7rP2vdFZm3M+w/YTrjTTbZ7D9Yl7ACtX7tP5DjOI7jOO4/CB988MEH7z+DWr9SoNbvP/5KgVq/UvA/uuiiiy668D+KeTtDYt7uv3z8Y6x4VO6/cH+MFY/K7b9kArV+pUDtv1eF3ee7tuy/SggGUdIs7L+HOI7jOI7rv4eiiy666Oq/hgyJeTtD6r+GdobEvJ3pv4jggw8++Oi/h0qBWr9S6L+GtH6lQK3nv4YefPDBB+e/hoh5O0Ni5r+H8naGxLzlv4ZcdNFFF+W/c7gROLBx5L95q/agDszjv3+e2wltJuO/hZHAcsuA4r+KhKXbKdvhv5J3ikSINeG/lmpvreaP4L86u6gsitTfv0Shcv5Gid6/Uoc80AM+3b9cbQaiwPLbv2hT0HN9p9q/djmaRTpc2b+CH2QX9xDYv4wFLumzxda/muv3unB61b+l0cGMLS/Uv7G3i17q49K/vJ1VMKeY0b/Jgx8CZE3Qv6zT0qdBBM6/xJ9mS7tty7/ba/ruNNfIv/I3jpKuQMa/v4ooRoOVw7+0cdYpaazAv0mxCBuehru/K39k4mm0tb8VmoBTa8Svv9k1OOICIKS/O6Pf4TT3kL+/Zw7Eda12P4U13hQ0W5o/jWhcXIWFpz/vYd5SCe2wP8JGZFtNFrY/lCvqY5E/uz87CDi2ajTAP6T6eroMycI/Fu29vq5dxT9/3wDDUPLHP+nRQ8fyhso/WcSGy5QbzT/DtsnPNrDPP5pUBmpsItE/BcTO02lt0j90M5c9Z7jTP64saVxdA9U/6mCgU0dO1j8slddKMZnXP2fJDkIb5Ng/qP1FOQUv2j/lMX0w73nbPyVmtCfZxNw/YprrHsMP3j+eziIWrVrfP3ABrYbLUuA/jptIgkD44D+wC9kGtX7hPybDZQ7U+uE/nXryFfN24j92W88Iav3iP2u4nL3oouM/YhVqcmdI5D9Ycjcn5u3kP1DPBNxkk+U/RizSkOM45j87iZ9FYt7mPzPmbPrgg+c/KEM6r18p6D8goAdk3s7oPxb91BhddOk/DVqizdsZ6j8Dt2+CWr/qP/kTPTfZZOs/8HAK7FcK7D/mzdeg1q/sP94qpVVVVe0/04dyCtT67T8K1PqVArXuP4YPPvjgg+8/f6VArV8p8D87Q2LezpDwP4fEvJ0hMe+/ekflBjin7r9uyg1wTh3uv2JNNtlkk+2/GArU+pUC7b8YdNFFF13svxjezpCYt+u/GEjM2xkS678Xsskmm2zqvxccx3Ecx+m/GIbEvJ0h6b8Y8MEHH3zovxhav1Kg1ue/FsS8nSEx578XLrrooovmvxiYtzMk5uW/FwK1fqVA5b9EQMwsB5vkv0szsZVl9eO/UCaW/sNP479WGXtnIqriv1wMYNCABOK/Y/9EOd9e4b9o8imiPbngv2/lDgucE+C/6bDn5/Tb3r/1lrG5sZDdvwB9e4tuRdy/DWNFXSv62r8aSQ8v6K7ZvyYv2QClY9i/MhWj0mEY1789+2ykHs3Vv0jhNnbbgdS/VMcASJg2079grcoZVevRv2yTlOsRoNC/8/K8ep2pzr8Kv1AeFxPMvyKL5MGQfMm/OFd4ZQrmxr9QIwwJhE/Ev2rvn6z9uMG/B3dnoO5Evr9+N7ZHBJy4v14FEg/QybK/fKbbrDfvqb+ChCZ3npWcv6PwVlI2M3W/sGrynkcJkD8jg2Yhj1yiP2p9jprDr6w/iCPN1SWBsz9aCFPeaaq4Pz7t2Oat070/B2mv93h+wT95W/L7GhPEP+JNNQC9p8Y/TEB4BF88yT+9MrsIAdHLPycl/gyjZc4/y4ugiCJ90D+qPX/Y9MfRPxitR0LyEtM/ugjRp95d1D/3PAifyKjVPzhxP5ay89Y/dKV2jZw+2D+12a2EhonZP/IN5Xtw1No/MkIcc1of3D9udlNqRGrdP6uqimEutd4/du9gLAwA4D+UifwngaXgP7b5jKz1K+E/LbEZtBSo4T8Ekvamiy7iP/vuw1sK1OI/8UuREIl54z/oqF7FBx/kP94FLHqGxOQ/1mL5LgVq5T/Mv8bjgw/mP8EclJgCteY/uXlhTYFa5z+u1i4CAADoP6Yz/LZ+peg/m5DJa/1K6T+T7ZYgfPDpP4hKZNX6leo/fqcxink76z92BP8++ODrP2thzPN2huw/Y76ZqPUr7T9ZG2dddNHtP054NBLzdu4/iMS8nSEx7z8AAAAAAADwP7ydITFvZ/A/hA8++OCD7792kmZh9/nuv2sVj8oNcO6/qEUXXXTR7b+orxSo9Svtv6gZEvN2huy/qIMPPvjg67+o7QyJeTvrv6dXCtT6leq/psEHH3zw6b+oKwVq/Urpv6iVArV+pei/qP//////57+oaf1KgVrnv6bT+pUCtea/qD344IMP5r8Q1aG4/2nlvxfIhiFexOS/HLtrirwe5L8irlDzGnnjvymhNVx50+K/LpQaxdct4r81h/8tNojhvzp65JaU4uC/QG3J//I84L+NwFzRoi7fv5emJqNf492/pIzwdByY3L+wcrpG2Uzbv75YhBiWAdq/yD5O6lK22L/VJBi8D2vXv98K4o3MH9a/7PCrX4nU1L/41nUxRonTvwS9PwMDPtK/EaMJ1b/y0L88EqdN+U7Pv1LeOvFyuMy/aqrOlOwhyr+AdmI4ZovHv5hC9tvf9MS/sg6Kf1lewr+YtTtGpo+/v8ZNY42ZYrq/9OWK1Iw1tb8aF393bL6vv92yNgYEGqS/Yp3cKTfrkL+dfxqkbN12P3baqPzYZZo/ADdgj3SFpz9TADZQ/uuwPyXlu1hCFbY/CMpBYYY+uz9t1+M05TPAP9/JJjmHyMI/SLxpPSldxT+xrqxBy/HHPyKh70Vthso/jJMySg8bzT/9hXVOsa/PP0+3L91/ItE/jLAB/HVt0j/I5DjzX7jTPwUZcOpJA9U/Rk2n4TNO1j+Cgd7YHZnXP8O1FdAH5Ng//+lMx/Eu2j9AHoS+23nbP3xSu7XFxNw/uobyrK8P3j/6uimkmVrfP5t3sM3BUuA/vedAUjbZ4D+UyB1FrV/hP4ol6/krBeI/gYK4rqqq4j9234VjKVDjP248Uxio9eM/ZJkgzSab5D9c9u2BpUDlP1JTuzYk5uU/R7CI66KL5j8+DVagITHnPzRqI1Wg1uc/LMfwCR986D8iJL6+nSHpPxmBi3Mcx+k/D95YKJts6j8EOybdGRLrP/yX85GYt+s/8vTARhdd7D/pUY77lQLtP9+uW7AUqO0/1QspZZNN7j/MaPYZEvPuPwS1fqVAre8/Pvjggw8+8D+CWr9SoNbvvzgXXXTRRe+/OIFav1Kg7r8561cK1PrtvzlVVVVVVe2/Ob9SoNav7L84KVDrVwrsvziTTTbZZOu/OP1KgVq/6r84Z0jM2xnqvzjRRRdddOm/ODtDYt7O6L84pUCtXynovzgPPvjgg+e/OHk7Q2Le5r844ziO4zjmv+JcXK1Wk+W/6E9BFrXt5L/vQiZ/E0jkv/Q1C+hxouO/+ijwUND84r//G9W5LlfivwcPuiKNseG/CwKfi+sL4b8S9YP0SWbgvy/Q0bpQgd+/PLabjA023r9InGVeyurcv1SCLzCHn9u/YGj5AURU2r9tTsPTAAnZv3g0jaW9vde/hRpXd3py1r+QACFJNyfVv5zm6hr029O/p8y07LCQ0r+0sn6+bUXRv4IxkSBV9M+/mv0kxM5dzb+wybhnSMfKv8iVTAvCMMi/3mHgrjuaxb/4LXRStQPDvxL6B/YubcC/U4w3M1Gtu7+BJF96RIC2v7C8hsE3U7G/vKlcEVZMqL9HtFc/eeSbv7bYSnI/A3W/kk1M5joRkD+P8DGEJVuiPzO6PZWtraw/7MEk0xqAsz/PpqrbXqm4P6GLMOSi0r0/QjhbdvN9wT+rKp56lRLEPxUd4X43p8Y/hg8kg9k7yT/vAWeHe9DLP2D0qYsdZc4/8jDg4Qp90D+ZjGlH98fRP9XAoD7hEtM/EvXXNctd1D9SKQ8ttajVP49dRiSf89Y/0JF9G4k+2D8MxrQSc4nZP0z66wld1No/ii4jAUcf3D/GYlr4MGrdPwaXke8atd4/oWVkcwIA4D8k/0TjzpDgPxlcEphNNuE/D7nfTMzb4T8HFq0BS4HiP/xyerbJJuM/9M9Ha0jM4z/qLBUgx3HkP+GJ4tRFF+U/1uavicS85T/MQ30+Q2LmP8SgSvPBB+c/uv0XqECt5z+xWuVcv1LoP6e3shE++Og/nhSAxryd6T+UcU17O0PqP4rOGjC66Oo/gSvo5DiO6z93iLWZtzPsP2/lgk422ew/ZEJQA7V+7T9anx24MyTuP1L86myyye4/R1m4ITFv7z+/UqDWrxTwP4Fav1Kg1u+/QxdddNFF779DgVq/UqDuv0TrVwrU+u2/Q1VVVVVV7b9Dv1Kg1q/sv0QpUOtXCuy/QpNNNtlk679E/UqBWr/qv0JnSMzbGeq/RNFFF1106b9DO0Ni3s7ov0SlQK1fKei/Qg8++OCD579DeTtDYt7mv0PjOI7jOOa/nZHdBKl+5b+khMJtB9nkv6p3p9ZlM+S/r2qMP8SN47+1XXGoIujiv7tQVhGBQuK/wUM7et+c4b/HNiDjPffgv80pBUycUeC/pjnUafVX37+yH547sgzev74FaA1vwdy/yusx3yt227/W0fuw6Crav+O3xYKl39i/7p2PVGKU17/7g1kmH0nWvwZqI/jb/dS/ElDtyZiy078dNrebVWfSvyocgW0SHNG/bwSWfp6hz7+H0CkiGAvNv56cvcWRdMq/tWhRaQvex7/MNOUMhUfFv+YAebD+sMK/AM0MVHgawL8uMkHv4we7v1zKaDbX2rW/imKQfcqtsL9x9W+JewGnv7JLfi/ETpm/qrFyMEVqcr8tDWwY4g+QP1vQQR15WqI/AZpNLgGtrD/SsayfxH+zP7WWMqgIqbg/iHu4sEzSvT82MJ9cyH3BP54i4mBqEsQ/CBUlZQynxj95B2hprjvJP+P5qm1Q0Ms/U+ztcfJkzj+j5+XhCn3QP5qMaUf3x9E/18CgPuES0z8U9dc1y13UP1QpDy21qNU/j11GJJ/z1j/QkX0biT7YPwzGtBJzidk/TfrrCV3U2j+KLiMBRx/cP8ZiWvgwat0/CJeR7xq13j+iZWRzAgDgP2bu/7l+peA/XEvNbv1K4T9RqJojfPDhP0gFaNj6leI/PmI1jXk74z82vwJC+ODjPywc0PZ2huQ/I3mdq/Ur5T8Z1mpgdNHlPw4zOBXzduY/BpAFynEc5z/87NJ+8MHnP/NJoDNvZ+g/6aZt6O0M6T/hAzudbLLpP9ZgCFLrV+o/zL3VBmr96j/EGqO76KLrP7l3cHBnSOw/sdQ9Jebt7D+mMQvaZJPtP5yO2I7jOO4/lOulQ2Le7j+JSHP44IPvP8BSoNavFPA/gw8++OCD778HH3zwwQfvv8nbGRLzdu6/yUUXXXTR7b/KrxSo9Svtv8oZEvN2huy/yYMPPvjg67/K7QyJeTvrv8hXCtT6leq/yMEHH3zw6b/KKwVq/Urpv8mVArV+pei/yv//////57/Kaf1KgVrnv8nT+pUCtea/yT344IMP5r83Hos9By7lv0hmCihVhuS/TVnvkLPg479UTNT5ETvjv1k/uWJwleK/XzKey87v4b9mJYM0LUrhv2sYaJ2LpOC/5BaaDNT937/w/GPekLLev/viLbBNZ92/B8n3gQoc3L8Ur8FTx9DavyGViyWEhdm/LHtV90A62L84YR/J/e7Wv0NH6Zq6o9W/Ty2zbHdY1L9bE30+NA3Tv2b5RhDxwdG/c98Q4q120L//irVn1VbOvxZXSQtPwMu/LSPdrsgpyb9F73BSQpPGv1y7BPa7/MO/doeYmTVmwb8gp1h6Xp+9v04/gMFRcri/fNenCEVFs79V356fcDCsv7IP7i1X1qG/ZAD18Pbwjb9Lfv25bN12PzYZCJPOYZo/YNaPWm+Dpz8D0M21++qwP9S0U74/FLY/t5nZxoM9uz9Fv6/nYzPAP7ex8usFyMI/H6Q18KdcxT+Jlnj0SfHHP/qIu/jrhco/ZHv+/I0azT/UbUEBMK/PP8BITN1/ItE/j7AB/HVt0j/L5DjzX7jTPwgZcOpJA9U/SU2n4TNO1j+Egd7YHZnXP8S1FdAH5Ng/AOpMx/Eu2j9CHoS+23nbP35Su7XFxNw/vIbyrK8P3j/8uimkmVrfP5x3sM3BUuA/oU5ZFD744D9alk7JvJ3hP0/zG347Q+I/RlDpMrro4j88rbbnOI7jPzQKhJy3M+Q/KmdRUTbZ5D8hxB4GtX7lPxch7LozJOY/DH65b7LJ5j8E24YkMW/nP/o3VNmvFOg/8ZQhji666D/n8e5CrV/pP99OvPcrBeo/1KuJrKqq6j/KCFdhKVDrP8JlJBao9es/t8Lxyiab7D+vH79/pUDtP6R8jDQk5u0/mtlZ6aKL7j+SNieeITHvP4eT9FKg1u8/Pvjggw8+8D+GxLydITHvvwrU+pUCte6/juM4juM47r9RoNavFKjtv1AK1PqVAu2/UHTRRRdd7L9Q3s6QmLfrv1BIzNsZEuu/ULLJJpts6r9PHMdxHMfpv1CGxLydIem/UPDBBx986L9QWr9SoNbnv1DEvJ0hMee/UC666KKL5r/wbmdIzNvlv1YDl+Qa9OS/7kdS4qIz5L/zOjdLAY7jv/ktHLRf6OK//yABHb5C4r8FFOaFHJ3hvwwHy+569+C/EPqvV9lR4L8v2imBb1jfvzrA81IsDd6/R6a9JOnB3L9SjIf2pXbbv15yUchiK9q/a1gbmh/g2L94PuVr3JTXv4Ikrz2ZSda/jwp5D1b+1L+a8ELhErPTv6bWDLPPZ9K/sbzWhIwc0b99RUGtkqLPv5cR1VAMDM2/rt1o9IV1yr/FqfyX/97Hv9x1kDt5SMW/80Ek3/Kxwr8NDriCbBvAv060l0zMCbu/fEy/k7/ctb+q5Obasq+wv7L5HERMBae/HFTYpGVWmb+C0Xn3O5pyv3xrG6lHCZA/kBLSht1Zoj9V3N2XZaysP/3SdNR2f7M/z7f63LqouD+ynIDl/tG9P8NAA3ehfcE/NDNGe0MSxD+dJYl/5abGPwYYzIOHO8k/eAoPiCnQyz/h/FGMy2TOP+7vF2/3fNA/2qmy2PTH0T/KY01C8hLTP70I0afeXdQ/+jwIn8io1T87cT+WsvPWP3aldo2cPtg/ttmthIaJ2T/yDeV7cNTaPzRCHHNaH9w/cHZTakRq3T+tqophLrXeP3fvYCwMAOA/lYn8J4Gl4D+aYKVu/UrhP5P2pyN88OE/TD6d2PqV4j9Em2qNeTvjPzr4N0L44OM/MVUF93aG5D8mstKr9SvlPx4PoGB00eU/FGxtFfN25j8KyTrKcRznPwEmCH/wwec/9oLVM29n6D/u36Lo7QzpP+Q8cJ1ssuk/3Jk9UutX6j/R9goHav3qP8dT2Lvoous/vrClcGdI7D+0DXMl5u3sP6xqQNpkk+0/oscNj+M47j+XJNtDYt7uP4+BqPjgg+8/Qu+61q8U8D+9nSExb2fwP4l5O0Ni3u6/DYl5O0Ni7r+QmLczJObtvxWo9SsFau2/12STTTbZ7L/XzpCYtzPsv9Y4juM4juu/16KLLrro6r/WDIl5O0Pqv9Z2hsS8nem/1+CDDz746L/WSoFav1Lov9e0fqVAree/1x588MEH57/WiHk7Q2LmvxJUc+/foeW/d+iiiy665L+TKZqc8ODjv5kcfwVPO+O/ng9kbq2V4r+lAknXC/Dhv6r1LUBqSuG/segSqcik4L9st+8jTv7fv3mdufUKs96/hYODx8dn3b+QaU2ZhBzcv51PF2tB0dq/qDXhPP6F2b+2G6sOuzrYv8IBdeB379a/zec+sjSk1b/ZzQiE8VjUv+az0lWuDdO/8JmcJ2vC0b/9f2b5J3fQvxPMYJbJV86/LZj0OUPBy79CZIjdvCrJv1wwHIE2lMa/cPyvJLD9w7+KyEPIKWfBv0gpr9dGob2/fMHWHjp0uL+lWf5lLUezv7LjS1pBNKy/AxSb6Cfaob9pkHhU8giOvyJe9vJ1rXY/Zne3IzRbmj+EGCDE04KnPyXxleqt6rA/+NUb8/ETtj/JuqH7NT27P9bPEwI9M8A/QMJWBt/Hwj+xtJkKgVzFPxqn3A4j8cc/g5kfE8WFyj/1i2IXZxrNP15+pRsJr88/CFF+amwi0T/0ChnUaW3SP+TEsz1nuNM/ryxpXF0D1T/sYKBTR07WPyyV10oxmdc/aMkOQhvk2D+o/UU5BS/aP+UxfTDveds/Jma0J9nE3D9jmuseww/eP5/OIhatWt8/cAGthstS4D+Om0iCQPjgP5Ny8ci8neE/jAj0fTtD4j+GnvYyuujiP0Dm6+c4juM/NkO5nLcz5D8uoIZRNtnkPyT9Uwa1fuU/G1ohuzMk5j8Rt+5vssnmPwYUvCQxb+c//nCJ2a8U6D/0zVaOLrroP+sqJEOtX+k/4Yfx9ysF6j/Z5L6sqqrqP85BjGEpUOs/xJ5ZFqj16z+8+ybLJpvsP7FY9H+lQO0/qbXBNCTm7T+eEo/poovuP5RvXJ4hMe8/jMwpU6DW7z/BlPuDDz7wPzxDYt7OkPA/iy666KKL7r8PPvjggw/uv5JNNtlkk+2/F1100UUX7b+bbLLJJpvsv10pUOtXCuy/XZNNNtlk679c/UqBWr/qv11nSMzbGeq/XNFFF1106b9dO0Ni3s7ov12lQK1fKei/XA8++OCD579ceTtDYt7mv1zjOI7jOOa/Mjl/lvNn5b+Yza4yQoDkvwBi3s6QmOO/Pv7Gv5zo4r9D8aso+0Liv0nkkJFZneG/T9d1+rf34L9WylpjFlLgv7R6f5jpWN+/xGBJaqYN3r/ORhM8Y8Lcv9os3Q0gd9u/5RKn39wr2r/x+HCxmeDYv/7eOoNWlde/C8UEVRNK1r8Vq84m0P7UvyKRmPiMs9O/Lndiyklo0r85XSycBh3Rv4qG7NuGo8+/pFKAfwANzb++HhQjenbKv9Xqp8bz38e/7LY7am1Jxb8Dg88N57LCvxpPY7FgHMC/aDbuqbQLu7+czhXxp961v8tmPTibsbC/8v3J/hwJp78IHJpWY2KZv6zwgL4yynK/JUez7pP6jz+4wSlPkFaiP4oebgHKq6w/J/Q8CSl/sz/62MIRbai4P8y9SBqx0b0/WFFnkXp9wT/BQ6qVHBLEPzI27Zm+psY/migwnmA7yT8EG3OiAtDLP3YNtqakZM4/NPhJ/ON80D8ksuRl4cfRPxBsf8/eEtM/ASYaOdxd1D/t37Si2ajVP+CEOAjG89Y/Irlv/68+2D9b7ab2mYnZP5wh3u2D1No/2VUV5W0f3D8aikzcV2rdP1e+g9NBtd4/Snld5RUA4D9qE/ngiqXgP4itlNz/SuE/jYQ9I3zw4T+HGkDY+pXiP4CwQo15O+M/fEZFQvjg4z80jjr3dobkPyzrB6z1K+U/IkjVYHTR5T8ZpaIV83bmPw8CcMpxHOc/BF89f/DB5z/8uwo0b2foP/IY2OjtDOk/6XWlnWyy6T/f0nJS61fqP9cvQAdq/eo/zIwNvOii6z/C6dpwZ0jsP7pGqCXm7ew/r6N12mST7T+nAEOP4zjuP5xdEERi3u4/krrd+OCD7z/Fi9XWrxTwPz86PDFvZ/A/uuiiiy668D+O4ziO4zjuvxLzdobEvO2/lgK1fqVA7b8aEvN2hsTsv54hMW9nSOy/IjFvZ0jM67/k7QyJeTvrv+NXCtT6leq/48EHH3zw6b/jKwVq/Urpv+SVArV+pei/5P//////57/kaf1KgVrnv+TT+pUCtea/4z344IMP5r9SHos9By7lv7iyutlVRuS/IkfqdaRe47/j3w566pXiv+jS8+JI8OG/7sXYS6dK4b/0uL20BaXgv/ZXRTvI/t+/AT4PDYWz3r8NJNneQWjdvxkKo7D+HNy/JfBsgrvR2r8y1jZUeIbZvzy8ACY1O9i/SqLK9/Hv1r9WiJTJrqTVv2FuXptrWdS/bVQobSgO0796OvI+5cLRv4QgvBCid9C/IQ0Mxb1Yzr872Z9oN8LLv1WlMwyxK8m/bHHHryqVxr+DPVtTpP7Dv5oJ7/YdaMG/Y6sFNS+jvb+XQy18Ina4v8vbVMMVSbO/8uf4FBI4rL/+93vBJuChvz4g/LftII6//D7vK399dj98r/VxNk+aP6zHd4yGf6c/PxJeH2DqsD8i9+MnpBO2P/TbaTDoPLs/Y+B3HBYzwD/U0roguMfCPz7F/SRaXMU/sLdAKfzwxz8YqoMtnoXKP4KcxjFAGs0/844JNuKuzz9PWbD3WCLRPz8TS2FWbdI/K83lylO40z8bh4A0UQPVPwhBG55OTtY/06jQvESZ1z8T3Qe0LuTYP04RP6sYL9o/jkV2ogJ62z/Mea2Z7MTcPw2u5JDWD94/SeIbiMBa3z9Di6k/1VLgP2MlRTtK+OA/gr/gNr+d4T+Glol9O0PiP4AsjDK66OI/ecKO5ziO4z91WJGctzPkP27uk1E22eQ/KTaJBrV+5T8ek1a7MyTmPxbwI3CyyeY/DE3xJDFv5z8Cqr7ZrxToP/kGjI4uuug/7mNZQ61f6T/mwCb4KwXqP9wd9Kyqquo/1HrBYSlQ6z/J144WqPXrP780XMsmm+w/tpEpgKVA7T+s7vY0JObtP6RLxOmii+4/mqiRniEx7z+PBV9ToNbvP0MxFoQPPvA/vt983s6Q8D85juM4juPwP5CYtzMk5u2/FKj1KwVq7b+YtzMk5u3svxzHcRzHcey/oNavFKj1678k5u0MiXnrv6j1KwVq/eq/arLJJpts6r9pHMdxHMfpv2mGxLydIem/avDBBx986L9qWr9SoNbnv2rEvJ0hMee/ai666KKL5r8Jb2dIzNvlv3IDl+Qa9OS/2JfGgGkM5L9CLPYcuCTjv4fBVjQ4Q+K/jbQ7nZad4b+TpyAG9ffgv5iaBW9TUuC/QBvVr2NZ379KAZ+BIA7ev1fnaFPdwty/Ys0yJZp3279us/z2Vizav3uZxsgT4di/hX+QmtCV17+TZVpsjUrWv59LJD5K/9S/qjHuDwe007+2F7jhw2jSv8P9gbOAHdG/mseXCnukz7+ykyuu9A3Nv8tfv1Fud8q/5itT9efgx7/89+aYYUrFvxTEejzbs8K/K5AO4FQdwL+EuEQHnQ27v7hQbE6Q4LW/7OiTlYOzsL/o4arXGw+nv/PjWwhhbpm/VBCIhSn6cr+Qty+LmOKPP8PdSHaRUKI/ss3FyXyorD9CFQU+236zPyT6ikYfqLg/994QT2PRvT/kYcurU33BP1ZUDrD1EcQ/wEZRtJemxj8wOZS4OTvJP5or17zbz8s/Ah4awX1kzj9/AHyJ0HzQP2u6FvPNx9E/W3SxXMsS0z9HLkzGyF3UPzjo5i/GqNU/JKKBmcPz1j8QXBwDwT7YPwgBoGitidk/QjXXX5fU2j+DaQ5XgR/cP8CdRU5rat0/AdJ8RVW13j8fA1qeHwDgPz2d9ZmUpeA/XTeRlQlL4T980SyRfvDhP4Co1df6leI/ej7YjHk74z9z1NpB+ODjP25q3fZ2huQ/aADgq/Ur5T9kluJgdNHlPxze1xXzduY/FDulynEc5z8KmHJ/8MHnPwD1PzRvZ+g/91EN6e0M6T/srtqdbLLpP+QLqFLrV+o/2mh1B2r96j/SxUK86KLrP8ciEHFnSOw/vX/dJebt7D+03KraZJPtP6o5eI/jOO4/opZFRGLe7j+Y8xL54IPvP0co8NavFPA/wtZWMW9n8D89hb2LLrrwP7gzJObtDPE/k0022WST7b8XXXTRRRftv5pssskmm+y/H3zwwQcf7L+jiy666KLrvyabbLLJJuu/qqqqqqqq6r8uuuiiiy7qv/B2hsS8nem/8OCDDz746L/wSoFav1Lov/G0fqVAree/8B588MEH57/wiHk7Q2LmvypUc+/foeW/kuiiiy665L/5fNInfdLjv2ERAsTL6uK/yaUxYBoD4r8yloNX5ErhvziJaMBCpeC/ffiaUkL/37+J3mQk/7Pev5TELva7aN2/oar4x3gd3L+ukMKZNdLav7h2jGvyhtm/xVxWPa872L/QQiAPbPDWv98o6uAopdW/6Q60suVZ1L/29H2Eog7TvwDbR1Zfw9G/DcERKBx40L8xTrfzsVnOv0gaS5crw8u/YubeOqUsyb98snLeHpbGv5N+BoKY/8O/qkqaJRJpwb+DLVySF6W9v7HFg9kKeLi/5V2rIP5Ks7/iy9ntED6sv/TbXJol5qG/ErB/G+k4jr9QH+hkiE12P7LnM8A4Q5o/uOOWs4d5pz/T6YmDueiwPzwYrFxWE7Y/Hv0xZZo8uz/58Ns27zLAP2LjHjuRx8I/09VhPzNcxT88yKRD1fDHP66650d3hco/F60qTBkazT+An21Qu67PP5lh4oRFItE/hRt97kJt0j921RdYQLjTP2KPssE9A9U/UklNKztO1j8+A+iUOJnXPyq9gv415Ng/+iQ4HSwv2j80WW8UFnrbP3SNpgsAxdw/ssHdAuoP3j/y9RT601rfPxgVpvjeUuA/Nq9B9FP44D9WSd3vyJ3hP3TjeOs9Q+I/erohMrro4j9zUCTnOI7jP2zmJpy3M+Q/aHwpUTbZ5D9iEiwGtX7lP16oLrszJOY/Vz4xcLLJ5j8RhiYlMW/nPwfj89mvFOg//D/Bji666D/0nI5DrV/pP+r5W/grBeo/4VYpraqq6j/Xs/ZhKVDrP88QxBao9es/xG2Ryyab7D+6yl6ApUDtP7InLDUk5u0/p4T56aKL7j+f4caeITHvP5Q+lFOg1u8/xc0whA8+8D9BfJfezpDwP7sq/jiO4/A/Ntlkk0028T+WArV+pUDtvxoS83aGxOy/niExb2dI7L8iMW9nSMzrv6ZArV8pUOu/KlDrVwrU6r+uXylQ61fqvzFvZ0jM2+m/tH6lQK1f6b92O0Ni3s7ov3ilQK1fKei/dg8++OCD5793eTtDYt7mv3fjOI7jOOa/Sjl/lvNn5b+0za4yQoDkvxpi3s6QmOO/gvYNa9+w4r/qij0HLsnhv9h3yxEy+OC/3mqwepBS4L/GuyrH3Vnfv9ah9JiaDt6/3oe+alfD3L/sbYg8FHjbv/hTUg7RLNq/BDoc4I3h2L8QIOaxSpbXvxwGsIMHS9a/Kex5VcT/1L800kMngbTTv0C4Dfk9adK/TJ7Xyvod0b+vCEM5b6XPv8nU1tzoDs2/3aBqgGJ4yr/3bP4j3OHHvxE5ksdVS8W/KAUma8+0wr8/0bkOSR7Av606m2SFD7u/29LCq3jitb/uWgQCg7awv+7Fi7AaFae//asdul56mb+AMI9MICpzv3wnrCedyo8/zvlnnZJKoj+s6eTwfaKsP83sMKI0fbM/NxtTe9GnuD8ZANmDFdG9P3ZyL8YsfcE/32Ryys4RxD9QV7XOcKbGP7pJ+NISO8k/LDw717TPyz+ULn7bVmTOP8MIrha9fNA/s8JIgLrH0T+gfOPptxLTP5A2flO1XdQ/fPAYvbKo1T9sqrMmsPPWP1hkTpCtPtg/RB7p+aqJ2T802INjqNTaPyZ9B8mUH9w/aLE+wH5q3T+k5XW3aLXeP/OMVlcpAOA/ESfyUp6l4D8vwY1OE0vhP1BbKUqI8OE/bvXERf2V4j9yzG2MeTvjP2xicEH44OM/Zvhy9naG5D9hjnWr9SvlP1okeGB00eU/Vrp6FfN25j9QUH3KcRznP0zmf3/wwec/BC51NG9n6D/6ikLp7QzpP/HnD55ssuk/5kTdUutX6j/eoaoHav3qP9T+d7zoous/zFtFcWdI7D/BuBIm5u3sP7cV4Npkk+0/rnKtj+M47j+kz3pEYt7uP5wsSPngg+8/ycQK168U8D9Ec3Exb2fwP78h2IsuuvA/OtA+5u0M8T+1fqVArV/xP5i3MyTm7ey/HMdxHMdx7L+g1q8UqPXrvyTm7QyJeeu/qPUrBWr96r8sBWr9SoHqv7AUqPUrBeq/MyTm7QyJ6b+2MyTm7QzpvztDYt7OkOi//f//////57/+af1KgVrnv/3T+pUCtea//T344IMP5r9qHos9By7lv9SyutlVRuS/OkfqdaRe47+i2xkS83bivwpwSa5Bj+G/cQR5SpCn4L8EmfBpvP/fvxB/ujt5tN6/HmWEDTZp3b8oS07f8h3cvzQxGLGv0tq/QhfigmyH2b9M/atUKTzYv1jjdSbm8Na/ZMk/+KKl1b9yrwnKX1rUv3yV05scD9O/inudbdnD0b+UYWc/lnjQv0GPYiKmWs6/WFv2xR/Ey79wJ4ppmS3Jv4rzHQ0Tl8a/o7+xsIwAxL+6i0VUBmrBv6Ovsu//pr2/0kfaNvN5uL/bzxuN/U2zv9avusYPRKy/6L89cyTsob/oPwN/5FCOv6j/4J2RHXY/yB9yDjs3mj/S/7XaiHOnP9h3GRe65bA/0O/XwK8Rtj85HvqZTDy7P44BQFHIMsA/9/OCVWrHwj9g5sVZDFzFP9LYCF6u8Mc/O8tLYlCFyj+tvY5m8hnNPxWw0WqUrs8/4GkUEjIi0T/QI697L23SP7zdSeUsuNM/rJfkTioD1T+ZUX+4J07WP4gLGiIlmdc/dcW0iyLk2D9hf0/1Hy/aP1I56l4dets/GqGffRPF3D9b1dZ0/Q/eP5gJDmznWt8/7J6isehS4D8LOT6tXfjgPynT2ajSneE/SW11pEdD4j9oBxGgvOjiP2zeueY4juM/ZnS8m7cz5D9gCr9QNtnkP1ugwQW1fuU/VDbEujMk5j9QzMZvssnmP0piySQxb+c/RvjL2a8U6D8/js6OLrroP/jVw0OtX+k/7zKR+CsF6j/kj16tqqrqP9zsK2IpUOs/0kn5Fqj16z/KpsbLJpvsP78DlIClQO0/tWBhNSTm7T+svS7qoovuP6Ia/J4hMe8/mnfJU6DW7z9IakuEDz7wP8MYst7OkPA/PscYOY7j8D+5dX+TTTbxPzQk5u0MifE/m2yyySab7L8ffPDBBx/sv6KLLrroouu/J5tssskm67+rqqqqqqrqvy666KKLLuq/sskmm2yy6b822WSTTTbpv7rooosuuui/Pvjggw8+6L/CBx988MHnv4TEvJ0hMee/hC666KKL5r8kb2dIzNvlv4wDl+Qa9OS/9JfGgGkM5L9aLPYcuCTjv8TAJbkGPeK/K1VVVVVV4b+S6YTxo23gv09cgN5XWt+/W0JKsBQP3r9pKBSC0cPcv3IO3lOOeNu/gPSnJUst2r+M2nH3B+LYv5fAO8nElte/o6YFm4FL1r+wjM9sPgDVv7xymT77tNO/yFhjELhp0r/UPi3idB7Rv79J7mdjps+/1hWCC90Pzb/w4RWvVnnKvwSuqVLQ4se/Hno99klMxb84RtGZw7XCv1ISZT09H8C/zbzxwW0Ru7/YRDMYeOW1v+HMdG6CubC/4qlsiRkbp7/qc99rXIaZvyhQlhMXWnO/qJcoxKGyjz/YFYfEk0SiP8cFBBh/nKw/03rANTV6sz/K8n7fKqa4PzQhobjH0L0/C4OT4AV9wT90ddbkpxHEP95nGelJpsY/T1pc7es6yT+4TJ/xjc/LPyo/4vUvZM4/DhHgo6l80D/6ynoNp8fRP+qEFXekEtM/1z6w4KFd1D/H+EpKn6jVP7Oy5bOc89Y/o2yAHZo+2D+QJhuHl4nZP3vgtfCU1No/bJpQWpIf3D9YVOvDj2rdP0z5bil8td4/xRZTEDMA4D/msO4LqKXgPwRLigcdS+E/IuUlA5Lw4T9Cf8H+BpbiP2AZXfp7O+M/ZvAFQfjg4z9fhgj2dobkP1gcC6v1K+U/VLINYHTR5T9OSBAV83bmP0neEspxHOc/QnQVf/DB5z8+Chg0b2foPzigGuntDOk/MTYdnmyy6T/sfRJT61fqP+La3wdq/eo/2TetvOii6z/PlHpxZ0jsP8fxRybm7ew/vE4V22ST7T+yq+KP4zjuP6oIsERi3u4/n2V9+eCD7z9LYSXXrxTwP8YPjDFvZ/A/Qb7yiy668D+8bFnm7QzxPzcbwECtX/E/sskmm2yy8T+dITFvZ0jsvyExb2dIzOu/pECtXylQ678pUOtXCtTqv61fKVDrV+q/MG9nSMzb6b+0fqVArV/pvziO4ziO4+i/vJ0hMW9n6L9ArV8pUOvnv8S8nSExb+e/SMzbGRLz5r8JiXk7Q2Lmv0NUc+/foeW/q+iiiy665L8UfdInfdLjv3oRAsTL6uK/5KUxYBoD4r9LOmH8aBvhv7LOkJi3M+C/mB8QU/O03r+kBdoksGndv7Lro/ZsHty/u9FtyCnT2r/Jtzea5ofZv9WdAWyjPNi/4IPLPWDx1r/saZUPHabVv/hPX+HZWtS/BjYps5YP078SHPOEU8TRvx0CvVYQedC/UtANUZpbzr9onKH0E8XLv4BoNZiNLsm/lzTJOweYxr+xAF3fgAHEv8vM8IL6asG/xDEJTeiovb/NuUqj8ny4v9VBjPn8ULO/vJObnw5KrL/dox5MI/Khv7zPhuLfaI6/AODZ1prtdT/cV7BcPSuaP90b1QGKbac/5gWpqrrisD/VfWdUsA62P831Jf6lOrs/GxKka6EywD+MBOdvQ8fCP/X2KXTlW8U/XulseIfwxz/Q2698KYXKPznO8oDLGc0/qsA1hW2uzz8rckafHiLRPxcs4QgcbdI/BuZ7chm40z/znxbcFgPVP+RZsUUUTtY/zxNMrxGZ1z/AzeYYD+TYP6yHgYIML9o/mEEc7Al62z+I+7ZVB8XcP3S1Ub8EEN4/Qh0H3vpa3z+/KJ9q8lLgP+DCOmZn+OA//lzWYdyd4T8c93FdUUPiPzyRDVnG6OI/WiupVDuO4z9gAlKbtzPkP1qYVFA22eQ/Uy5XBbV+5T9OxFm6MyTmP0haXG+yyeY/RPBeJDFv5z89hmHZrxToPzkcZI4uuug/MrJmQ61f6T8sSGn4KwXqPyfea62qquo/4CVhYilQ6z/Xgi4XqPXrP83f+8smm+w/xTzJgKVA7T+6mZY1JObtP7D2Y+qii+4/qFMxnyEx7z+dsP5ToNbvP8oGZoQPPvA/RbXM3s6Q8D/AYzM5juPwPzwSmpNNNvE/t8AA7gyJ8T8yb2dIzNvxP6DWrxSo9eu/JObtDIl567+o9SsFav3qvywFav1Kgeq/sBSo9SsF6r80JObtDInpv7gzJObtDOm/O0Ni3s6Q6L++UqDWrxTov0Ni3s6QmOe/x3Ecx3Ec579KgVq/UqDmv8+QmLczJOa/ZTl/lvNn5b/Mza4yQoDkvzRi3s6QmOO/mvYNa9+w4r8Eiz0HLsnhv2sfbaN84eC/pmc5f5bz3791kJi3MyTev+7IaZlLxNy//K4zawh5278Glf08xS3avxR7xw6C4ti/IGGR4D6X178rR1uy+0vWvzgtJYS4ANW/RBPvVXW1079Q+bgnMmrSv1zfgvnuHtG/z4qZllenz7/mVi060RDNvwAjwd1Kesq/F+9UgcTjx78uu+gkPk3Fv0iHfMi3tsK/YlMQbDEgwL/KLmIubRS7v9O2o4R36LW/2z7l2oG8sL/JjU1iGCGnv9I7oR1akpm/2G+d2g2Kc7/QB6VgppqPP+MxpuuUPqI/0iEjP4CWrD/gCFDJNXezP9CADnMro7g/x/jMHCHPvT+Yk/f63nzBPwmGOv+AEcQ/cnh9AyOmxj/casAHxTrJP01dAwxnz8s/tk9GEAlkzj9YGRIxlnzQP0XTrJqTx9E/MY1HBJES0z8hR+Jtjl3UPw4BfdeLqNU//roXQYnz1j/qdLKqhj7YP9ouTRSEidk/xujnfYHU2j+yooLnfh/cP6JcHVF8at0/jha4unm13j8/aCmSOwDgP7g668SxpeA/2dSGwCZL4T/3biK8m/DhPxUJvrcQluI/NqNZs4U74z9UPfWu+uDjP1gUnvV2huQ/UqqgqvUr5T9MQKNfdNHlP0jWpRTzduY/QWyoyXEc5z88Aqt+8MHnPzaYrTNvZ+g/Mi6w6O0M6T8sxLKdbLLpPyRatVLrV+o/IPC3B2r96j8ahrq86KLrP9TNr3FnSOw/yip9Jubt7D/Ch0rbZJPtP7fkF5DjOO4/rUHlRGLe7j+knrL54IPvP839P9evFPA/SaymMW9n8D/EWg2MLrrwPz8JdObtDPE/urfaQK1f8T81ZkGbbLLxP7AUqPUrBfI/oosuuuii678mm2yyySbrv6qqqqqqquq/Lrrooosu6r+yySabbLLpvzbZZJNNNum/uuiiiy666L89+OCDDz7ov8AHH3zwwee/RRdddNFF57/JJptsssnmv0w22WSTTea/sckmm2yy5b+2MyTm7Qzlv+yyutlVRuS/VUfqdaRe47+62xkS83bivyRwSa5Bj+G/iwR5SpCn4L/mMVHNvX/fv7VasAVbsN2/OIz5Dece3L9GcsPfo9Pav05YjbFgiNm/XT5Xgx092L9oJCFV2vHWv3QK6yaXptW/gPC0+FNb1L+M1n7KEBDTv5q8SJzNxNG/paISbop50L9iEbl/jlzOv3jdTCMIxsu/kKngxoEvyb+ndXRq+5jGv75BCA51AsS/2A2cse5rwb+/o3m556u9v8cruw/yf7i/0LP8ZfxTs7+xd3x4DVCsv8OH/yQi+KG/jF8KRtuAjr9QwNIPpL11P/KP7qo/H5o/6Df0KItnpz/skzg+u9+wP+ML9+ewC7Y/0oO1kaY3uz/l/bkdzjHAPxoVS4ocx8I/iweOjr5bxT/0+dCSYPDHP13sE5cChco/zt5Wm6QZzT840ZmfRq7PP3V6eCwLItE/YTQTlght0j9O7q3/BbjTPz6oSGkDA9U/KmLj0gBO1j8aHH48/pjXPwbWGKb749g/9o+zD/ku2j/iSU559nnbP84D6eLzxNw/v72DTPEP3j+rdx627lrfP82Y3A/2UuA/s0w3H3H44D/T5tIa5p3hP/GAbhZbQ+I/EBsKEtDo4j8wtaUNRY7jP05PQQm6M+Q/UibqTzbZ5D9MvOwEtX7lP0ZS77kzJOY/QujxbrLJ5j87fvQjMW/nPzcU99ivFOg/MKr5jS666D8rQPxCrV/pPyXW/vcrBeo/H2wBraqq6j8aAgRiKVDrPxSYBheo9es/Dy4JzCab7D/Idf6ApUDtP8DSyzUk5u0/tS+Z6qKL7j+rjGafITHvP6LpM1Sg1u8/TKOAhA8+8D/IUefezpDwP0MATjmO4/A/vq60k0028T85XRvuDInxP7QLgkjM2/E/L7rooosu8j+lQK1fKVDrvylQ61cK1Oq/rF8pUOtX6r8xb2dIzNvpv7V+pUCtX+m/OI7jOI7j6L+8nSExb2fov0CtXylQ6+e/xLydITFv579IzNsZEvPmv8zbGRLzdua/MG9nSMzb5b812WSTTTblvzpDYt7OkOS/Pq1fKVDr4791LPYcuCTjv9vAJbkGPeK/RFVVVVVV4b+s6YTxo23gvyj8aBvlC9+/9iTIU4I83b+CT4mCgnnbv5I1U1Q/Ltq/mhsdJvzi2L+oAef3uJfXv7LnsMl1TNa/wM16mzIB1b/Ls0Rt77XTv9aZDj+satK/5H/YEGkf0b/hy0TFS6jPv/aX2GjFEc2/D2RsDD97yr8mMACwuOTHvz78k1MyTsW/Vcgn96u3wr9ejEgisSHAv8Sg0ppsF7u/zSgU8Xbrtb/WsFVHgb+wv71xLjsXJ6e/ngNjz1eemb+Aj6ShBLpzv/h3If2qgo8/7k3FEpY4oj/dPUJmgZCsP+aW31w2dLM/3Q6eBiyguD/NhlywIcy9P2J/Da0LfME/lpaeGVoRxD8IieEd/KXGP3F7JCKeOsk/2m1nJkDPyz9MYKoq4mPOP58hRL6CfNA/j9veJ4DH0T97lXmRfRLTP2hPFPt6XdQ/WAmvZHio1T9Ew0nOdfPWPzR95DdzPtg/IDd/oXCJ2T8Q8RkLbtTaP/yqtHRrH9w/6GRP3mhq3T/ZHupHZrXeP2JswtgxAOA/W8mPjbCl4D9RJl1CL0vhP8z4HnWl8OE/6pK6cBqW4j8JLVZsjzvjPynH8WcE4eM/R2GNY3mG5D9MODaq9SvlP0XOOF900eU/P2Q7FPN25j87+j3JcRznPzWQQH7wwec/MCZDM29n6D8pvEXo7QzpPyVSSJ1ssuk/H+hKUutX6j8Yfk0Hav3qPxQUULzoous/DapScWdI7D8JQFUm5u3sPwLWV9tkk+0/vR1NkOM47j+yehpFYt7uP6jX5/ngg+8/UJpa168U8D/LSMExb2fwP0b3J4wuuvA/waWO5u0M8T89VPVArV/xP7gCXJtssvE/M7HC9SsF8j+uXylQ61fyP6j1KwVq/eq/LAVq/UqB6r+wFKj1KwXqvzQk5u0Miem/uDMk5u0M6b88Q2LezpDov8BSoNavFOi/Q2LezpCY57/GcRzHcRznv0uBWr9SoOa/sBSo9SsF5r+0fqVArV/lv7nooosuuuS/vlKg1q8U5L/CvJ0hMW/jv8cmm2yyyeK//KUxYBoD4r9lOmH8aBvhv83OkJi3M+C/acaAaQyY3r8479+hqcjcvwcYP9pG+dq/3PjiyNqI2b/m3qyalz3Yv/LEdmxU8ta//qpAPhGn1b8KkQoQzlvUvxd31OGKENO/IV2es0fF0b8vQ2iFBHrQv3ZSZK6CXc6/jR74UfzGy7+k6ov1dTDJv762H5nvmca/04KzPGkDxL/ZRtRnbm3Bv8IV6iXnrr2/y50rfPGCuL/SJW3S+1azv7dbXVEMVqy/x2vg/SD+ob9o742p1piOvzCgy0itjXU/6Mcs+UETmj/jUxNQjGGnP+khyNG73LA/4JmGe7EItj/YEUUlpzS7P+PEgWdOMMA/3wBhPEnGwj8UGPKol1vFP4UKNa058Mc/7vx3sduEyj9Y77q1fRnNP8nh/bkfrs8/uYKqufch0T+qPEUj9WzSP5b234zyt9M/grB69u8C1T9yahVg7U3WP14ksMnqmNc/Tt5KM+jj2D86mOWc5S7aPytSgAbjeds/FwwbcODE3D8ExrXZ3Q/eP/R/UEPbWt8/8Jx1VuxS4D/o+UILa/jgP95WEMDpneE/xQprz2RD4j/kpAbL2ejiPwI/osZOjuM/Itk9wsMz5D9Ac9m9ONnkP0VKggS1fuU/PuCEuTMk5j84dodussnmPzMMiiMxb+c/LaKM2K8U6D8oOI+NLrroPyLOkUKtX+k/HmSU9ysF6j8X+pasqqrqPxCQmWEpUOs/DCacFqj16z8GvJ7LJpvsPwFSoYClQO0/++ejNSTm7T/2fabqoovuP6/Fm58hMe8/pSJpVKDW7z/OP5uEDz7wP0nuAd/OkPA/xZxoOY7j8D9AS8+TTTbxP7v5Ne4MifE/NqicSMzb8T+xVgOjiy7yPywFav1KgfI/qqqqqqqq6r8uuuiiiy7qv7LJJptssum/Ntlkk0026b+66KKLLrrovz744IMPPui/wgcffPDB579FF1100UXnv8gmm2yyyea/LLrooosu5r8yJObtDInlvzeO4ziO4+S/PPjggw8+5L9AYt7OkJjjv0TM2xkS8+K/SjbZZJNN4r9NoNavFKjhv4UfbaN84eC/22c5f5bz37+okJi3MyTev3i59+/QVNy/SOJWKG6F2r8mvHI9duPYvy6iPA8zmNe/PIgG4e9M1r9GbtCyrAHVv1RUmoRpttO/XzpkViZr0r9rIC4o4x/Rv/AM8PM/qc+/CdmDl7kSzb8epRc7M3zKvzhxq96s5ce/Tz0/giZPxb9TAWCtK7nCv1fFgNgwI8C/vxJDB2wau7/ImoRddu61v9AixrOAwrC/s1UPFBYtp7+IyySBVaqZv7Cuq2j76XO/KOidma9qjz/4aeQ5lzKiP+hZYY2Ciqw/7CRv8DZxsz/jnC2aLJ24P9kU7EMiyb0/ZUbV9ot6wT9ggrTLhhDEP5WZRTjVpcY/BoyIPHc6yT9vfstAGc/LP9hwDkW7Y84/6Sl2S2980D/W4xC1bMfRP8adqx5qEtM/sldGiGdd1D+eEeHxZKjVP4/Le1ti89Y/eoUWxV8+2D9rP7EuXYnZP1f5S5ha1No/R7PmAVgf3D8zbYFrVWrdPyAnHNVStd4/iHBbHygA4D9+zSjUpqXgP3Yq9oglS+E/bIfDPaTw4T9k5JDyIpbiP962UiWZO+M/+1DuIA7h4z8c64kcg4bkPzqFJRj4K+U/P1zOXnTR5T848tAT83bmPzKI08hxHOc/Lh7WffDB5z8ntNgyb2foPyNK2+ftDOk/HODdnGyy6T8YduBR61fqPxIM4wZq/eo/C6Llu+ii6z8GOOhwZ0jsPwDO6iXm7ew//GPt2mST7T/1+e+P4zjuP/GP8kRi3u4/6iX1+eCD7z/SNnXXrxTwP03l2zFvZ/A/yJNCjC668D9EQqnm7QzxP7/wD0GtX/E/Op92m2yy8T+1Td31KwXyPzD8Q1DrV/I/q6qqqqqq8j+tXylQ61fqvzBvZ0jM2+m/tH6lQK1f6b85juM4juPov72dITFvZ+i/QK1fKVDr57/EvJ0hMW/nv0jM2xkS8+a/rF8pUOtX5r+wySabbLLlv7YzJObtDOW/u50hMW9n5L/ABx988MHjv8RxHMdxHOO/yNsZEvN24r/ORRdddNHhv9KvFKj1K+G/1xkS83aG4L8bMlHNvX/fv+pasAVbsN2/uoMPPvjg27+IrG52lRHav1rVza4yQti/emXMg87y1r+GS5ZVi6fVv5IxYCdIXNS/nhcq+QQR07+q/fPKwcXRv7XjvZx+etC/hpMP3XZezr+dX6OA8MfLv7QrNyRqMcm/zPfKx+Oaxr/Su+vy6ATEv9V/DB7ubsG/s4dakuaxvb/ED5zo8IW4v86X3T77WbO/qz8+KgtcrL++T8HWHwSivzh/EQ3SsI6/AIHEgbZddT8AAGtHRAeaP+5vMneNW6c/7q9XZbzZsD/mJxYPsgW2P9yf1LinMbs/6otJsc4uwD/ixyiGycTCP94DCFvEWsU/EhuZxxLwxz+DDdzLtITKP+z/HtBWGc0/VfJh1Pitzz8Ei9xG5CHRP/FEd7DhbNI/4P4RGt+30z/MuKyD3ALVP7hyR+3ZTdY/qSziVteY1z+V5nzA1OPYP4WgFyrSLto/clqyk8952z9iFE39zMTcP07O52bKD94/OoiC0Mda3z8VoQ6d4lLgPwv+21Fh+OA/A1upBuCd4T/5t3a7XkPiP/EURHDd6OI/18ief1iO4z/1Yjp7zTPkPxb91XZC2eQ/NJdxcrd+5T84bhq5MyTmPzIEHW6yyeY/LJofIzFv5z8nMCLYrxToPyDGJI0uuug/HFwnQq1f6T8W8in3KwXqPxKILKyqquo/Cx4vYSlQ6z8EtDEWqPXrPwBKNMsmm+w/+t82gKVA7T/1dTk1JObtP+8LPOqii+4/6qE+nyEx7z/kN0FUoNbvP+7moYQPPvA/zIoc386Q8D9HOYM5juPwP8Ln6ZNNNvE/PpZQ7gyJ8T+5RLdIzNvxPzTzHaOLLvI/r6GE/UqB8j8qUOtXCtTyP68UqPUrBeq/MiTm7QyJ6b+2MyTm7QzpvztDYt7OkOi/v1Kg1q8U6L9CYt7OkJjnv8ZxHMdxHOe/KgVq/UqB5r8ub2dIzNvlvzTZZJNNNuW/OUNi3s6Q5L8+rV8pUOvjv0IXXXTRReO/RoFav1Kg4r9L61cK1Prhv1BVVVVVVeG/VL9SoNav4L9aKVDrVwrgv70mm2yyyd6/KiXIU4I83b/5TSeMH23bv8h2hsS8ndm/mp/l/FnO17/CKFz4aU3Wv9AOJsomAtW/2/Tvm+O207/n2rltoGvSv/LAgz9dING//E2bIjSqz78YGi/GrRPNvzDmwmknfcq/R7JWDaHmx79Mdnc4plDFv1A6mGOrusK/VP64jrAkwL+whLNzax27v8IM9cl18bW/ypQ2IIDFsL+oOfDsFDOnv3ST5jJTtpm/UM6yL/IZdL+QWBo2tFKPPwSGA2GYLKI/8nWAtIOErD/wsv6DN26zP+cqvS0tmrg/4KJ71yLGvT9rDZ1ADHnBP2NJfBUHD8Q/XoVb6gGlxj+TnOxWUDrJPwSPL1vyzss/boFyX5Rjzj8wMqjYW3zQPyDsQkJZx9E/DKbdq1YS0z/9X3gVVF3UP+kZE39RqNU/1dOt6E7z1j/FjUhSTD7YP7JH47tJidk/oQF+JUfU2j+OuxiPRB/cP351s/hBat0/ai9OYj+13j+rdPRlHgDgP6PRwRqdpeA/mS6PzxtL4T+Si1yEmvDhP4joKTkZluI/f0X37Zc74z92osSiFuHjP+90htWMhuQ/Dw8i0QEs5T8tqb3MdtHlPzKAZhPzduY/KxZpyHEc5z8lrGt98MHnPyFCbjJvZ+g/Gthw5+0M6T8VbnOcbLLpPw8EdlHrV+o/C5p4Bmr96j8FMHu76KLrP/7FfXBnSOw/+VuAJebt7D/z8YLaZJPtP++HhY/jOO4/6B2IRGLe7j/ks4r54IPvP++kRtevFPA/7O/HMW9n8D/pOkmMLrrwP8bew+btDPE/QY0qQa1f8T+8O5GbbLLxPzfq9/UrBfI/spheUOtX8j8tR8WqqqryP6j1KwVq/fI/sskmm2yy6b822WSTTTbpv7rooosuuui/Pvjggw8+6L/CBx988MHnv0YXXXTRRee/qqqqqqqq5r+uFKj1KwXmv7N+pUCtX+W/uOiiiy665L+9UqDWrxTkv8K8nSExb+O/xiabbLLJ4r/KkJi3MyTiv8/6lQK1fuG/1GSTTTbZ4L/YzpCYtzPgv7xxHMdxHN+/xUUXXXTR3b/OGRLzdobcvzsYP9pG+dq/CUGeEuQp2b/baf1KgVrXvw3s62wFqNW/GtK1PsJc1L8muH8QfxHTvzGeSeI7xtG/PoQTtPh60L+U1LoLa1/Ov62gTq/kyMu/xWziUl4yyb/LMAN+Y5zGv8/0I6loBsS/1LhE1G1wwb+u+cr+5bS9v7iBDFXwiLi/yAlOq/pcs7+kIx8DCmKsv7Izoq8eCqK/EA+VcM3Ijr9gYb26vy11PzQ4qZVG+5k/+otRno5Vpz/0Pef4vNawP+q1paKyArY/4i1kTKguuz/sUhH7Ti3AP+mO8M9Jw8I/4MrPpERZxT/cBq95P+/HPxAeQOaNhMo/gRCD6i8ZzT/qAsbu0a3PP0uTDtTQIdE/O02pPc5s0j8nB0Sny7fTPxjB3hDJAtU/BHt5esZN1j/wNBTkw5jXP+Durk3B49g/zKhJt74u2j+8YuQgvHnbP6gcf4q5xNw/mNYZ9LYP3j+FkLRdtFrfPzilp+PYUuA/MAJ1mFf44D8mX0JN1p3hPx68DwJVQ+I/FRndttPo4j8NdqprUo7jPwLTdyDRM+Q/6IbSL0zZ5D8JIW4rwX7lPye7CSc2JOY/K5KybbLJ5j8lKLUiMW/nPx6+t9evFOg/GlS6jC666D8T6rxBrV/pPw+Av/YrBeo/CRbCq6qq6j8ErMRgKVDrP/5BxxWo9es/99fJyiab7D/zbcx/pUDtP+0DzzQk5u0/6JnR6aKL7j/hL9SeITHvP93F1lOg1u8/661shA8+8D/o+O3ezpDwP+ZDbzmO4/A/4o7wk0028T/AMmvuDInxPzvh0UjM2/E/to84o4su8j8xPp/9SoHyP6zsBVgK1PI/J5tssskm8z+0fqVArV/pvziO4ziO4+i/vJ0hMW9n6L9ArV8pUOvnv8S8nSExb+e/KFDrVwrU5r8suuiiiy7mvzEk5u0MieW/No7jOI7j5L86+OCDDz7kv0Bi3s6QmOO/RMzbGRLz4r9INtlkk03iv02g1q8UqOG/UgrU+pUC4b9XdNFFF13gv7a8nSExb9+/wJCYtzMk3r/KZJNNNtncv9M4juM4jtu/3AyJeTtD2r9JC7ZgC7bYvxs0FZmo5ta/6Fx00UUX1b9klUWzXbfTv297D4UabNK/e2HZVtcg0b8Qj0ZRKKvPvyRb2vShFM2/QSdumBt+yr9F647DIOjHv0mvr+4lUsW/TnPQGSu8wr9SN/FEMCbAv6z2I+BqILu/tH5lNnX0tb/GBqeMf8iwv54d0cUTOae/XFuo5FDCmb8A7rn26El0v8DIltK4Oo8/HqIiiJkmoj/+kZ/bhH6sP/VAjhc4a7M/7rhMwS2XuD/kMAtrI8O9P27UZIqMd8E/ahBEX4cNxD9iTCM0gqPGP12IAgl9Ock/kp+TdcvOyz8DktZ5bWPOP3s62mVIfNA/Z/R0z0XH0T9Xrg85QxLTP0RoqqJAXdQ/NCJFDD6o1T8g3N91O/PWPwyWet84Ptg//E8VSTaJ2T/oCbCyM9TaP9jDShwxH9w/xH3lhS5q3T+0N4DvK7XeP9B4jawUAOA/xtVaYZOl4D+/MigWEkvhP7WP9cqQ8OE/rezCfw+W4j+jSZA0jjvjP5umXekM4eM/kQMrnouG5D+HYPhSCizlPwMzuoWA0eU/IM1VgfV25j8mpP7HcRznPx46AX3wwec/GNADMm9n6D8UZgbn7QzpPw78CJxssuk/CJILUetX6j8CKA4Gav3qP/69ELvoous/+FMTcGdI7D/y6RUl5u3sP+x/GNpkk+0/5hUbj+M47j/iqx1EYt7uP9xBIPngg+8/62sR168U8D/otpIxb2fwP+UBFIwuuvA/40yV5u0M8T/flxZBrV/xP93il5tssvE/uoYS9isF8j81NXlQ61fyP7Dj36qqqvI/K5JGBWr98j+mQK1fKVDzP7czJObtDOm/OkNi3s6Q6L++UqDWrxTov0Ni3s6QmOe/p/UrBWr95r+sXylQ61fmv7DJJptssuW/tTMk5u0M5b+6nSExb2fkv74HH3zwweO/xHEcx3Ec47/I2xkS83biv8xFF1100eG/0a8UqPUr4b/WGRLzdobgv7YHH3zwwd+/vtsZEvN23r/JrxSo9Svdv9KDDz744Nu/21cK1PqV2r/kKwVq/UrZv+3//////9e/XP4s589y1r8oJ4wfbaPUv65Y1Sf5EdO/uz6f+bXG0b/FJGnLcnvQv6QVZjpfYM6/u+H53djJy7/EpRoJ3jPJv8dpOzTjnca/zC1cX+gHxL/Q8XyK7XHBv6prO2vlt72/sPN8we+LuL+6e74X+l+zv5YHANwIaKy/qBeDiB0Qor/gnhjUyOCOv7BBtvPI/XQ/THDn40jvmT8UqHDFj0+nP/nLdoy907A/8UM1NrP/tT/nu/PfqCu7P/AZ2UTPK8A/61W4GcrBwj/nkZfuxFfFP97NdsO/7cc/2wlWmLqDyj8OIecECRnNP4ATKgmrrc8/lZtAYb0h0T+CVdvKumzSP3IPdjS4t9M/XskQnrUC1T9Og6sHs03WPzo9RnGwmNc/Jvfg2q3j2D8WsXtEqy7aPwJrFq6oeds/8ySxF6bE3D/f3kuBow/eP9CY5uqgWt8/XalAKs9S4D9UBg7fTfjgP0xj25PMneE/QsCoSEtD4j86HXb9yejiPzB6Q7JIjuM/KNcQZ8cz5D8eNN4bRtnkPxSRq9DEfuU//EQG4D8k5j8a36HbtMnmPx62SiIxb+c/GExN168U6D8R4k+MLrroPw14UkGtX+k/Bg5V9isF6j8CpFerqqrqP/w5WmApUOs/989cFaj16z/wZV/KJpvsP+r7YX+lQO0/5pFkNCTm7T/gJ2fpoovuP9u9aZ4hMe8/1FNsU6DW7z/odDeEDz7wP+W/uN7OkPA/4go6OY7j8D/fVbuTTTbxP9ygPO4MifE/2uu9SMzb8T/XNj+jiy7yP7Pauf1KgfI/LokgWArU8j+pN4eyySbzPyTm7QyJefM/uuiiiy666L8++OCDDz7ov8IHH3zwwee/J5tssskm578sBWr9SoHmvzBvZ0jM2+W/NNlkk0025b85Q2LezpDkvz6tXylQ6+O/QhdddNFF479IgVq/UqDiv0zrVwrU+uG/UFVVVVVV4b9Vv1Kg1q/gv1opUOtXCuC/viabbLLJ3r/G+pUCtX7dv9HOkJi3M9y/2qKLLrro2r/jdobEvJ3Zv+xKgVq/Uti/9h588MEH178A83aGxLzVv2rxo22UL9S/+RtlnJRs0r8FAi9uUSHRvyDQ8X8crM+/OJyFI5YVzb8+YKZOm3/Kv0Ykx3mg6ce/SujnpKVTxb9OrAjQqr3Cv1NwKfuvJ8C/rmiUTGoju7+28NWidPe1v794F/l+y7C/oAGynhI/p79kI2qWTs6ZvyAOwb3feXS/qDgTb70ijz8avkGvmiCiPwauvgKGeKw/9M4dqzhosz/qRtxULpS4P+K+mv4jwL0/bJss1Ax2wT9p1wupBwzEP2QT630CosY/XE/KUv03yT9Xi6kn+M3LP4yiOpRGY84/w0IM8zR80D+w/KZcMsfRP5y2QcYvEtM/jHDcLy1d1D94KneZKqjVP2jkEQMo89Y/VJ6sbCU+2D9AWEfWIonZPzAS4j8g1No/HMx8qR0f3D8NhhcTG2rdP/k/snwYtd4/9Hwm8woA4D/r2fOniaXgP+E2wVwIS+E/2ZOOEYfw4T/P8FvGBZbiP8dNKXuEO+M/var2LwPh4z+2B8TkgYbkP6tkkZkALOU/osFeTn/R5T+aHiwD/nbmPxPx7TV0HOc/GMiWfPDB5z8RXpkxb2foPwv0m+btDOk/Boqem2yy6T8AIKFQ61fqP/u1owVq/eo/9Uumuuii6z/w4ahvZ0jsP+p3qyTm7ew/5A2u2WST7T/fo7CO4zjuP9k5s0Ni3u4/1M+1+OCD7z/nMtzWrxTwP+V9XTFvZ/A/4cjeiy668D/eE2Dm7QzxP9xe4UCtX/E/2alim2yy8T/X9OP1KwXyP9Q/ZVDrV/I/0Irmqqqq8j+tLmEFav3yPyjdx18pUPM/o4suuuii8z+8nSExb2fov0CtXylQ6+e/pECtXylQ57+pqqqqqqrmv64UqPUrBea/sn6lQK1f5b+26KKLLrrkv7xSoNavFOS/wLydITFv47/EJptsssniv8qQmLczJOK/zvqVArV+4b/TZJNNNtngv9jOkJi3M+C/uHEcx3Ec37/ERRdddNHdv8sZEvN2hty/1u0MiXk727/fwQcffPDZv+iVArV+pdi/8Wn9SoFa17/6Pfjggw/WvwYS83aGxNS/DObtDIl507985Br0WOzRv07FvuLse9C/sVYRaVNhzr+5GjKUWMvLv73eUr9dNcm/xqJz6mKfxr/JZpQVaAnEv84qtUBtc8G/pN2r1+S6vb+uZe0t7464v7XtLoT5YrO/fOvgtAdurL+e+2NhHBaiv8AunDfE+I6/ECKvLNLNdD9gqCUyS+OZPx7Ej+yQSac/B1oGIL7QsD/20cTJs/y1P+5Jg3OpKLs/8uCgjk8qwD/uHIBjSsDCP+pYXzhFVsU/5pQ+DUDsxz/d0B3iOoLKP9gM/bY1GM0/DSSOI4Stzz/go3LuqSHRP8xdDVinbNI/uBeowaS30z+o0UIrogLVP5SL3ZSfTdY/hEV4/pyY1z9w/xJomuPYP125rdGXLto/TXNIO5V52z86LeOkksTcPyrnfQ6QD94/FqEYeI1a3z+DrdlwxVLgP3kKpyVE+OA/b2d02sKd4T9nxEGPQUPiP14hD0TA6OI/VX7c+D6O4z9L26mtvTPkP0Q4d2I82eQ/OZVEF7t+5T8w8hHMOSTmPyhP34C4yeY/DAM6kDNv5z8R2uLWrxToPwtw5Ysuuug/BAboQK1f6T8AnOr1KwXqP/kx7aqqquo/9cfvXylQ6z/uXfIUqPXrP+rz9Mkmm+w/44n3fqVA7T/dH/ozJObtP9m1/Oiii+4/0kv/nSEx7z/O4QFToNbvP+Q7AoQPPvA/4oaD3s6Q8D/f0QQ5juPwP9schpNNNvE/2WcH7gyJ8T/WsohIzNvxP9T9CaOLLvI/0UiL/UqB8j/NkwxYCtTyP8vejbLJJvM/p4IIDYl58z8iMW9nSMzzP79SoNavFOi/I+btDIl5578oUOtXCtTmvy266KKLLua/MSTm7QyJ5b82juM4juPkvzz44IMPPuS/QGLezpCY479EzNsZEvPiv0k22WSTTeK/TqDWrxSo4b9TCtT6lQLhv1d00UUXXeC/uLydITFv37/BkJi3MyTev8xkk0022dy/0ziO4ziO27/eDIl5O0Pav+fggw8++Ni/8LR+pUCt17/6iHk7Q2LWvwJddNFFF9W/DjFvZ0jM078VBWr9SoHSvyDZZJNNNtG/MRGdrhCtz7831b3ZFRfNvzuZ3gQbgcq/QF3/LyDrx79IISBbJVXFv0zlQIYqv8K/UKlhsS8pwL+q2gS5aSa7v7NiRg90+rW/uuqHZX7OsL+G5ZJ3EUWnv1DrK0hM2pm/0C3IhNapdL/YqI8LwgqPPyLaYNabGqI/FMrdKYdyrD8AXa0+OWWzP/HUa+gukbg/50wqkiS9vT9wYvQdjXTBP2ue0/KHCsQ/Z9qyx4Kgxj9iFpKcfTbJP1pScXF4zMs/Vo5QRnNizj8KSz6AIXzQP/oE2ekex9E/5r5zUxwS0z/SeA69GV3UP8IyqSYXqNU/r+xDkBTz1j+ept75ET7YP4tgeWMPidk/dhoUzQzU2j9n1K42Ch/cP1SOSaAHat0/REjkCQW13j8Ygb85AQDgPxDejO5/peA/Bjtao/5K4T/8lydYffDhP/T09Az8leI/6lHCwXo74z/jro92+eDjP9gLXSt4huQ/0Wgq4PYr5T/HxfeUddHlP7wixUn0duY/tX+S/nIc5z+r3F+z8cHnPwvsLjFvZ+g/BIIx5u0M6T/+FzSbbLLpP/mtNlDrV+o/80M5BWr96j/u2Tu66KLrP+hvPm9nSOw/4wVBJObt7D/dm0PZZJPtP9cxRo7jOO4/0sdIQ2Le7j/LXUv44IPvP+T5ptavFPA/4UQoMW9n8D/fj6mLLrrwP9zaKubtDPE/2CWsQK1f8T/WcC2bbLLxP9O7rvUrBfI/0AYwUOtX8j/OUbGqqqryP8qcMgVq/fI/yOezXylQ8z/FMjW66KLzP6DWrxSo9fM/QxdddNFF579IgVq/UqDmv0zrVwrU+uW/UlVVVVVV5b9Xv1Kg1q/kv1spUOtXCuS/X5NNNtlk479k/UqBWr/iv2lnSMzbGeK/bdFFF1104b9zO0Ni3s7gv3ilQK1fKeC/+B588MEH378B83aGxLzdvwrHcRzHcdy/Fptssskm278cb2dIzNvZvyhDYt7OkNi/MBdddNFF178661cK1PrVv0O/UqDWr9S/TJNNNtlk079XZ0jM2xnSv147Q2LeztC/0x588MEHz7/mxnEcx3HMv+/8/EfM28m/9MAdc9FFx7/6hD6e1q/EvwNJX8nbGcK/DRoA6cEHv78WokE/zNu5vx8qg5XWr7S/VWSJ18EHr79jdAyE1q+kv+sIH2HWr5S/IlNAtLV2MT6pttTs1q+UP0VL58nWr6Q/NTtkHcIHrz+RlXC41q+0P4kNL2LM27k/eIXtC8IHvz+3/tXa2xnCP7M6ta/Wr8Q/r3aUhNFFxz+osnNZzNvJP6TuUi7Hccw/nCoyA8IHzz9Mswhs3s7QP0PfDdbbGdI/M5moP9lk0z8gU0Op1q/UPwwN3hLU+tU//MZ4fNFF1z/ogBPmzpDYP9g6rk/M29k/xPRIuckm2z+yruMix3HcP6BofozEvN0/jSIZ9sEH3z8+7tmvXyngPzRLp2TezuA/Lah0GV104T8jBULO2xniPxliD4Nav+I/Eb/cN9lk4z8HHKrsVwrkP/94d6HWr+Q/9tVEVlVV5T/tMhIL1PrlP+SP379SoOY/2uysdNFF5z/RSXopUOvnP0pDYt7OkOg/Rtlkk0026T9Ab2dIzNvpPzgFav1Kgeo/NJtssskm6z8uMW9nSMzrPyrHcRzHcew/Il100UUX7T8e83aGxLztPxiJeTtDYu4/ER988MEH7z8OtX6lQK3vP4OlQK1fKfA/gfDBBx988D9+O0Ni3s7wP3yGxLydIfE/eNFFF1108T92HMdxHMfxP3NnSMzbGfI/cLLJJpts8j9t/UqBWr/yP2tIzNsZEvM/Z5NNNtlk8z9k3s6QmLfzP2IpUOtXCvQ/XnTRRRdd9D9MNtlkk03mv1Gg1q8UqOW/VgrU+pUC5b9bdNFFF13kv2DezpCYt+O/ZUjM2xkS479psskmm2ziv24cx3Ecx+G/c4bEvJ0h4b938MEHH3zgv/m0fqVArd+/Aol5O0Ni3r8LXXTRRRfdvxQxb2dIzNu/HQVq/UqB2r8o2WSTTTbZvzCtXylQ69e/OoFav1Kg1r9EVVVVVVXVv0wpUOtXCtS/Vv1KgVq/0r9f0UUXXXTRv2qlQK1fKdC/4vJ2hsS8zb/4mmyyySbLvwxDYt7OkMi/IOtXCtT6xb8pIeM12WTDvzDlA2HezsC/cVJJGMdxvL942opu0UW3v4FizMTbGbK/FNUbNszbqb9Xyj3FwQefv+bUhzzWr4S/0uprEdevhD8l1a8vwgefP4HaVGvM26k/N+Vo39sZsj8uXSeJ0UW3PyfV5TLHcbw/jyZSbt7OwD+HYjFD2WTDP4OeEBjU+sU/fdrv7M6QyD96Fs/BySbLP3JSrpbEvM0/OMfGtV8p0D80ZTYgXXTRPzIDpopav9I/KC+r9FcK1D8Z6UVeVVXVPwWj4MdSoNY/8Vx7MVDr1z/iFhabTTbZP87QsARLgdo/vopLbkjM2z+qRObXRRfdP5b+gEFDYt4/hrgbq0Ct3z85OVsKH3zgPzGWKL+dIeE/KPP1cxzH4T8gUMMom2ziPxatkN0ZEuM/DApekpi34z8EZytHF13kP/rD+PuVAuU/8iDGsBSo5T/ofZNlk03mP+DaYBoS8+Y/1jcuz5CY5z/MlPuDDz7oP0aO4ziO4+g/QCTm7QyJ6T88uuiiiy7qPzZQ61cK1Oo/L+btDIl56z8rfPDBBx/sPyQS83aGxOw/IKj1KwVq7T8aPvjggw/uPxXU+pUCte4/Dmr9SoFa7z8EAAAAAADwPwJLgVq/UvA//5UCtX6l8D/84IMPPvjwP/krBWr9SvE/93aGxLyd8T/0wQcffPDxP/EMiXk7Q/I/7lcK1PqV8j/roosuuujyP+ntDIl5O/M/5TiO4ziO8z/igw8++ODzP+DOkJi3M/Q/3RkS83aG9D/aZJNNNtn0P1VVVVVVVeW/Wr9SoNav5L9fKVDrVwrkv2WTTTbZZOO/av1KgVq/4r9uZ0jM2xniv3LRRRdddOG/dztDYt7O4L98pUCtXyngvwAffPDBB9+/DPN2hsS83b8Vx3Ecx3Hcvx6bbLLJJtu/J29nSMzb2b8wQ2LezpDYvzsXXXTRRde/QutXCtT61b9Ov1Kg1q/Uv1aTTTbZZNO/YGdIzNsZ0r9oO0Ni3s7Qv+QefPDBB8+/+sZxHMdxzL8Ib2dIzNvJvx4XXXTRRce/ML9SoNavxL9EZ0jM2xnCv7AefPDBB7+/y4qSR8zbub/cEtSd1q+0v8Y1K+jBB6+/2EWulNavpL/Uq2KC1q+Uv0SmgP6ZSyI+4RORy9avlD/feUW51q+kP71pwgzCB68/1awfsNavtD/NJN5ZzNu5P8OcnAPCB78/Xoqt1tsZwj9axoyr1q/EP1ECbIDRRcc/TT5LVczbyT9Jeioqx3HMP0S2Cf/BB88/Hnn0ad7O0D8dF2TU2xnSPxm10z7ZZNM/F1NDqdav1D8Of0gT1PrVP/4443zRRdc/6vJ95s6Q2D/XrBhQzNvZP8Zms7nJJts/syBOI8dx3D+k2uiMxLzdP46Ug/bBB98/PicPsF8p4D82hNxk3s7gPyzhqRlddOE/JD53ztsZ4j8am0SDWr/iPxL4ETjZZOM/CFXf7FcK5D/+sayh1q/kP/YOelZVVeU/7GtHC9T65T/kyBTAUqDmP9sl4nTRRec/0oKvKVDr5z/J33zezpDoP0HZZJNNNuk/PW9nSMzb6T83BWr9SoHqPzObbLLJJus/LDFvZ0jM6z8mx3Ecx3HsPyJddNFFF+0/HPN2hsS87T8WiXk7Q2LuPxAffPDBB+8/DLV+pUCt7z+CpUCtXynwP4DwwQcffPA/fjtDYt7O8D96hsS8nSHxP3jRRRdddPE/dBzHcRzH8T9yZ0jM2xnyP3CyySabbPI/bP1KgVq/8j9qSMzbGRLzP2aTTTbZZPM/Zd7OkJi38z9hKVDrVwr0P1500UUXXfQ/XL9SoNav9D9ZCtT6lQL1P1ZVVVVVVfU/W3TRRRdd5L9g3s6QmLfjv2VIzNsZEuO/a7LJJpts4r9wHMdxHMfhv3SGxLydIeG/ePDBBx984L/7tH6lQK3fvwWJeTtDYt6/DV100UUX3b8YMW9nSMzbvyIFav1Kgdq/K9lkk0022b80rV8pUOvXvz2BWr9SoNa/SFVVVVVV1b9PKVDrVwrUv1r9SoFav9K/ZNFFF1100b9spUCtXynQv+vydobEvM2//Zpssskmy78UQ2LezpDIvyLrVwrU+sW/OJNNNtlkw79KO0Ni3s7Av7zGcRzHcby/5BZddNFFt78MZ0jM2xmyv12mvUbM26m/1myB5sEHn7/2GQ9/1q+Ev8Cl5M7Wr4Q/sTJsDsIHnz9LCbNazNupP5z8F9fbGbI/i3TWgNFFtz+C7JQqx3G8Pz2yKWrezsA/Oe4IP9lkwz81KugT1PrFPzBmx+jOkMg/KaKmvckmyz8j3oWSxLzNPw+NsrNfKdA/DSsiHl100T8KyZGIWr/SPwlnAfNXCtQ/BAVxXVVV1T8Co+DHUqDWP/nO5TFQ69c/6YiAm0022T/WQhsFS4HaP8H8tW5IzNs/srZQ2EUX3T+fcOtBQ2LeP44qhqtArd8/PXKQCh984D80z12/nSHhPyssK3Qcx+E/Ion4KJts4j8a5sXdGRLjPxBDk5KYt+M/CKBgRxdd5D/+/C38lQLlP/RZ+7AUqOU/7LbIZZNN5j/iE5YaEvPmP9pwY8+QmOc/0M0whA8+6D/IKv44juPoP0Ak5u0Miek/Orrooosu6j82UOtXCtTqPzDm7QyJees/LHzwwQcf7D8mEvN2hsTsPyCo9SsFau0/HD744IMP7j8W1PqVArXuPxBq/UqBWu8/BQAAAAAA8D8CS4Fav1LwPwCWArV+pfA//OCDDz748D/6KwVq/UrxP/d2hsS8nfE/9MEHH3zw8T/yDIl5O0PyP/BXCtT6lfI/7KKLLrro8j/p7QyJeTvzP+c4juM4jvM/5IMPPvjg8z/gzpCYtzP0P98ZEvN2hvQ/22STTTbZ9D/YrxSo9Sv1P9X6lQK1fvU/0kUXXXTR9T9kk0022WTjv2n9SoFav+K/bmdIzNsZ4r900UUXXXThv3k7Q2LezuC/fqVArV8p4L8EH3zwwQffvw7zdobEvN2/GMdxHMdx3L8gm2yyySbbvytvZ0jM29m/NENi3s6Q2L8+F1100UXXv0frVwrU+tW/UL9SoNav1L9bk0022WTTv2JnSMzbGdK/bTtDYt7O0L/sHnzwwQfPv//GcRzHccy/EW9nSMzbyb8jF1100UXHvzm/UqDWr8S/SGdIzNsZwr+8HnzwwQe/v95uZ0jM27m/Br9SoNavtL9cHnzwwQevv6y+UqDWr6S/Nb5SoNavlL8AAADui5zqPVpxTarWr5Q/mqijqNavpD+DmCD8wQevPzrEzqfWr7Q/MTyNUczbuT8gtEv7wQe/PwwWhdLbGcI/CFJkp9avxD8DjkN80UXHP//JIlHM28k/+wUCJsdxzD/zQeH6wQfPP/c+4GfeztA/9dxP0tsZ0j/zer882WTTP+8YL6fWr9Q/7baeEdT61T/pVA580UXXP+fyfebOkNg/3h6DUMzb2T/P2B26ySbbP7qSuCPHcdw/p0xTjcS83T+YBu72wQffP0JgRLBfKeA/Or0RZd7O4D8wGt8ZXXThPyZ3rM7bGeI/HtR5g1q/4j8UMUc42WTjPwyOFO1XCuQ/Auvhodav5D/6R69WVVXlP/CkfAvU+uU/5gFKwFKg5j/eXhd10UXnP9W75ClQ6+c/zBiy3s6Q6D/DdX+TTTbpPz1vZ0jM2+k/NwVq/UqB6j8xm2yyySbrPy0xb2dIzOs/J8dxHMdx7D8jXXTRRRftPx3zdobEvO0/F4l5O0Ni7j8SH3zwwQfvPwy1fqVAre8/hKVArV8p8D+A8MEHH3zwP347Q2LezvA/e4bEvJ0h8T940UUXXXTxP3Ycx3Ecx/E/cmdIzNsZ8j9wsskmm2zyP239SoFav/I/a0jM2xkS8z9ok0022WTzP2XezpCYt/M/YilQ61cK9D9fdNFFF130P12/UqDWr/Q/WQrU+pUC9T9WVVVVVVX1P1Sg1q8UqPU/UetXCtT69T9ONtlkk032P2qyySabbOK/bxzHcRzH4b90hsS8nSHhv3rwwQcffOC//rR+pUCt378IiXk7Q2LevxFddNFFF92/GzFvZ0jM278lBWr9SoHavy3ZZJNNNtm/OK1fKVDr179CgVq/UqDWv0pVVVVVVdW/VClQ61cK1L9d/UqBWr/Sv2jRRRdddNG/b6VArV8p0L/08naGxLzNvwabbLLJJsu/GENi3s6QyL8r61cK1PrFvz2TTTbZZMO/UztDYt7OwL/CxnEcx3G8v/AWXXTRRbe/DWdIzNsZsr90bmdIzNupv4gdfPDBB5+/ULxSoNavhL/2wVKg1q+EP1sgfPDBB58/BzgRSszbqT/6E8fO2xmyP+6LhXjRRbc/5wNEIsdxvD/vPQFm3s7AP+d54DrZZMM/47W/D9T6xT/f8Z7kzpDIP9ktfrnJJss/1mldjsS8zT/oUp6xXynQP+TwDRxddNE/4o59hlq/0j/gLO3wVwrUP93KXFtVVdU/2mjMxVKg1j/ZBjwwUOvXP9Wkq5pNNtk/00IbBUuB2j/KbiBvSMzbP7kou9hFF90/puJVQkNi3j+TnPCrQK3fP0GrxQoffOA/OAiTv50h4T8wZWB0HMfhPyXCLSmbbOI/HB/73RkS4z8UfMiSmLfjPwrZlUcXXeQ/AjZj/JUC5T/4kjCxFKjlP/Dv/WWTTeY/5kzLGhLz5j/cqZjPkJjnP9QGZoQPPug/ymMzOY7j6D/CwADuDInpPzq66KKLLuo/NlDrVwrU6j8w5u0MiXnrPyp88MEHH+w/JhLzdobE7D8gqPUrBWrtPxw++OCDD+4/FtT6lQK17j8Qav1KgVrvPwYAAAAAAPA/A0uBWr9S8D8AlgK1fqXwP/3ggw8++PA/+ysFav1K8T/4dobEvJ3xP/XBBx988PE/8gyJeTtD8j/vVwrU+pXyP+2iiy666PI/6u0MiXk78z/oOI7jOI7zP+SDDz744PM/4c6QmLcz9D/fGRLzdob0P9tkk0022fQ/2q8UqPUr9T/W+pUCtX71P9NFF1100fU/0ZCYtzMk9j/O2xkS83b2P8smm2yyyfY/c9FFF1104b94O0Ni3s7gv32lQK1fKeC/Bh988MEH378Q83aGxLzdvxrHcRzHcdy/JJtssskm278ub2dIzNvZvzhDYt7OkNi/QBdddNFF179L61cK1PrVv1S/UqDWr9S/XpNNNtlk079mZ0jM2xnSv3A7Q2LeztC/9h588MEHz78Ex3Ecx3HMvxpvZ0jM28m/LBdddNFFx78+v1Kg1q/Ev1BnSMzbGcK/xh588MEHv7/ybmdIzNu5vw6/UqDWr7S/dB588MEHr7+xvlKg1q+kvwO+UqDWr5S/AAAAAACA1DyowFKg1q+UP+W/UqDWr6Q/lR988MEHrz+ov1Kg1q+0P49TPEnM27k/g8v68sEHvz+/oVzO2xnCP7rdO6PWr8Q/sRkbeNFFxz+tVfpMzNvJP6mR2SHHccw/pM249sEHzz/QBMxl3s7QP82iO9DbGdI/ykCrOtlk0z/H3hql1q/UP8V8ig/U+tU/wxr6edFF1z/AuGnkzpDYP79W2U7M29k/uvRIuckm2z+3krgjx3HcP66+vY3EvN0/n3hY98EH3z9GmXmwXyngPzz2RmXezuA/NFMUGl104T8qsOHO2xniPyINr4Nav+I/GGp8ONlk4z8Ox0ntVwrkPwYkF6LWr+Q//IDkVlVV5T/03bEL1PrlP+o6f8BSoOY/4pdMddFF5z/Y9BkqUOvnP89R597OkOg/xq60k0026T+9C4JIzNvpPzcFav1Kgeo/MZtssskm6z8tMW9nSMzrPyfHcRzHcew/IV100UUX7T8d83aGxLztPxeJeTtDYu4/Ex988MEH7z8NtX6lQK3vP4SlQK1fKfA/gfDBBx988D9+O0Ni3s7wP3yGxLydIfE/eNFFF1108T92HMdxHMfxP3RnSMzbGfI/cLLJJpts8j9u/UqBWr/yP2tIzNsZEvM/aZNNNtlk8z9l3s6QmLfzP2QpUOtXCvQ/YHTRRRdd9D9cv1Kg1q/0P1sK1PqVAvU/V1VVVVVV9T9UoNavFKj1P1LrVwrU+vU/TjbZZJNN9j9MgVq/UqD2P0rM2xkS8/Y/RhdddNFF9z958MEHH3zgv/y0fqVArd+/Bol5O0Ni3r8SXXTRRRfdvxwxb2dIzNu/JgVq/UqB2r8w2WSTTTbZvzqtXylQ69e/RYFav1Kg1r9NVVVVVVXVv1gpUOtXCtS/Yf1KgVq/0r9q0UUXXXTRv3SlQK1fKdC/+fJ2hsS8zb8Pm2yyySbLvx5DYt7OkMi/NOtXCtT6xb9Gk0022WTDv1g7Q2LezsC/1MZxHMdxvL/4Fl100UW3vyZnSMzbGbK/hG5nSMzbqb+4HXzwwQefv2a8UqDWr4S/WsJSoNavhD+JIHzwwQefP+xvZ0jM26k/v2dIzNsZsj+XF1100UW3P3THcRzHcbw/pjtDYt7OwD+ZBbg22WTDP5VBlwvU+sU/kX124M6QyD+IuVW1ySbLP4P1NIrEvM0/vxiKr18p0D+9tvkZXXTRP7tUaYRav9I/ufLY7lcK1D+1kEhZVVXVP7MuuMNSoNY/sMwnLlDr1z+uapeYTTbZP6sIBwNLgdo/qaZ2bUjM2z+lRObXRRfdP6PiVUJDYt4/mg5brECt3z9G5PoKH3zgPztByL+dIeE/Mp6VdBzH4T8q+2Ipm2ziPyBYMN4ZEuM/GLX9kpi34z8OEstHF13kPwRvmPyVAuU//MtlsRSo5T/yKDNmk03mP+qFABsS8+Y/4OLNz5CY5z/YP5uEDz7oP86caDmO4+g/xPk17gyJ6T+8VgOjiy7qPzVQ61cK1Oo/MebtDIl56z8rfPDBBx/sPycS83aGxOw/Iaj1KwVq7T8bPvjggw/uPxfU+pUCte4/EWr9SoFa7z8GAAAAAADwPwRLgVq/UvA/AJYCtX6l8D/+4IMPPvjwP/srBWr9SvE/+HaGxLyd8T/2wQcffPDxP/QMiXk7Q/I/8FcK1PqV8j/toosuuujyP+vtDIl5O/M/5ziO4ziO8z/lgw8++ODzP+LOkJi3M/Q/3xkS83aG9D/dZJNNNtn0P9qvFKj1K/U/1vqVArV+9T/VRRdddNH1P9KQmLczJPY/ztsZEvN29j/MJptsssn2P8pxHMdxHPc/xrydITFv9z/EBx988MH3PwQffPDBB9+/DvN2hsS83b8Yx3Ecx3HcvySbbLLJJtu/Lm9nSMzb2b84Q2LezpDYv0IXXXTRRde/TOtXCtT61b9Wv1Kg1q/Uv2CTTTbZZNO/a2dIzNsZ0r90O0Ni3s7Qv/oefPDBB8+/DMdxHMdxzL8fb2dIzNvJvzUXXXTRRce/Q79SoNavxL9aZ0jM2xnCv9cefPDBB7+//G5nSMzbub8gv1Kg1q+0v4gefPDBB6+/4L5SoNavpL84vlKg1q+UvwAAAAAAgNE8ncBSoNavlD/9v1Kg1q+kP60ffPDBB68/qr9SoNavtD9zb2dIzNu5P0sffPDBB78/lGdIzNsZwj+Av1Kg1q/EP2wXXXTRRcc/YOHRSMzbyT9bHbEdx3HMP1NZkPLBB88/p8q3Y97O0D+kaCfO2xnSP6IGlzjZZNM/oKQGo9av1D+dQnYN1PrVP5rg5XfRRdc/mH5V4s6Q2D+WHMVMzNvZP5O6NLfJJts/kFikIcdx3D+P9hOMxLzdP4uUg/bBB98/RJl5sF8p4D9AL3xl3s7gPziMSRpddOE/LukWz9sZ4j8kRuSDWr/iPxyjsTjZZOM/EgB/7VcK5D8KXUyi1q/kPwC6GVdVVeU/9xbnC9T65T/uc7TAUqDmP+TQgXXRRec/3C1PKlDr5z/SihzfzpDoP8vn6ZNNNuk/wUS3SMzb6T+3oYT9SoHqPzGbbLLJJus/KzFvZ0jM6z8nx3Ecx3HsPyFddNFFF+0/HfN2hsS87T8XiXk7Q2LuPxEffPDBB+8/DbV+pUCt7z+EpUCtXynwP4LwwQcffPA/fjtDYt7O8D98hsS8nSHxP3rRRRdddPE/dhzHcRzH8T90Z0jM2xnyP3GyySabbPI/b/1KgVq/8j9sSMzbGRLzP2iTTTbZZPM/Zt7OkJi38z9jKVDrVwr0P2B00UUXXfQ/Xr9SoNav9D9bCtT6lQL1P1hVVVVVVfU/VaDWrxSo9T9T61cK1Pr1P0822WSTTfY/ToFav1Kg9j9KzNsZEvP2P0cXXXTRRfc/RWLezpCY9z9CrV8pUOv3Pz/44IMPPvg/Fl100UUX3b8gMW9nSMzbvyoFav1Kgdq/Ntlkk0022b9ArV8pUOvXv0qBWr9SoNa/VFVVVVVV1b9eKVDrVwrUv2j9SoFav9K/ctFFF1100b9+pUCtXynQvw7zdobEvM2/IJtssskmy78yQ2LezpDIv0TrVwrU+sW/W5NNNtlkw79pO0Ni3s7Av/7GcRzHcby/IxdddNFFt79HZ0jM2xmyv9huZ0jM26m/QB588MEHn7/gvVKg1q+Ev0DBUqDWr4Q/6B988MEHnz+3b2dIzNupP7RnSMzbGbI/jBdddNFFtz9jx3Ecx3G8P5Y7Q2LezsA/gpNNNtlkwz9v61cK1PrFP1tDYt7OkMg/R5tssskmyz8z83aGxLzNP5Leda1fKdA/jnzlF1100T+MGlWCWr/SP4m4xOxXCtQ/h1Y0V1VV1T+F9KPBUqDWP4OSEyxQ69c/fzCDlk022T99zvIAS4HaP3tsYmtIzNs/eQrS1UUX3T92qEFAQ2LeP3RGsapArd8/N3KQCh984D82Qci/nSHhPzLXynQcx+E/KzSYKZts4j8hkWXeGRLjPxbuMpOYt+M/D0sASBdd5D8FqM38lQLlP/0Em7EUqOU/82FoZpNN5j/qvjUbEvPmP+EbA9CQmOc/13jQhA8+6D/P1Z05juPoP8Yya+4Miek/vo84o4su6j+07AVYCtTqPyzm7QyJees/KHzwwQcf7D8iEvN2hsTsPx6o9SsFau0/GD744IMP7j8U1PqVArXuPw5q/UqBWu8/BAAAAAAA8D8CS4Fav1LwP/+VArV+pfA//eCDDz748D/6KwVq/UrxP/d2hsS8nfE/9cEHH3zw8T/yDIl5O0PyP/BXCtT6lfI/7KKLLrro8j/q7QyJeTvzP+c4juM4jvM/5IMPPvjg8z/hzpCYtzP0P94ZEvN2hvQ/3GSTTTbZ9D/ZrxSo9Sv1P9b6lQK1fvU/1EUXXXTR9T/QkJi3MyT2P8/bGRLzdvY/yyabbLLJ9j/IcRzHcRz3P8a8nSExb/c/wgcffPDB9z/AUqDWrxT4P76dITFvZ/g/uuiiiy66+D8im2yyySbbvyxvZ0jM29m/NkNi3s6Q2L9CF1100UXXv0zrVwrU+tW/Vr9SoNav1L9gk0022WTTv2pnSMzbGdK/dDtDYt7O0L/8HnzwwQfPvxTHcRzHccy/KG9nSMzbyb86F1100UXHv0y/UqDWr8S/XmdIzNsZwr/oHnzwwQe/vwZvZ0jM27m/Mr9SoNavtL+sHnzwwQevv/i+UqDWr6S/fL5SoNavlL8AAAAAAADOPEDAUqDWr5Q/6L9SoNavpD+QH3zwwQevP6e/UqDWr7Q/f29nSMzbuT9YH3zwwQe/P5hnSMzbGcI/fL9SoNavxD9oF1100UXHP1VvZ0jM28k/QcdxHMdxzD8tH3zwwQfPP4w7Q2LeztA/hGdIzNsZ0j95zII22WTTP3dq8qDWr9Q/dQhiC9T61T9zptF10UXXP3BEQeDOkNg/buKwSszb2T9rgCC1ySbbP2kekB/Hcdw/Zrz/icS83T9kWm/0wQffPzF8b69fKeA/L0unZN7O4D8tGt8ZXXThPyzpFs/bGeI/KH8ZhFq/4j8g3OY42WTjPxY5tO1XCuQ/DJaBotav5D8F805XVVXlP/pPHAzU+uU/86zpwFKg5j/oCbd10UXnP99mhCpQ6+c/1sNR386Q6D/MIB+UTTbpP8V97EjM2+k/u9q5/UqB6j+zN4eyySbrPysxb2dIzOs/JcdxHMdx7D8hXXTRRRftPxvzdobEvO0/F4l5O0Ni7j8RH3zwwQfvPw21fqVAre8/hKVArV8p8D+A8MEHH3zwP347Q2LezvA/fIbEvJ0h8T960UUXXXTxP3Ycx3Ecx/E/dGdIzNsZ8j9ysskmm2zyP279SoFav/I/bEjM2xkS8z9qk0022WTzP2fezpCYt/M/ZClQ61cK9D9hdNFFF130P1+/UqDWr/Q/WwrU+pUC9T9ZVVVVVVX1P1ag1q8UqPU/VOtXCtT69T9RNtlkk032P02BWr9SoPY/SszbGRLz9j9IF1100UX3P0Zi3s6QmPc/Qq1fKVDr9z9A+OCDDz74Pz5DYt7OkPg/Oo7jOI7j+D842WSTTTb5PzTZZJNNNtm/Pq1fKVDr179IgVq/UqDWv1RVVVVVVdW/XilQ61cK1L9o/UqBWr/Sv3LRRRdddNG/fKVArV8p0L8M83aGxLzNvyCbbLLJJsu/OENi3s6QyL9M61cK1PrFv2CTTTbZZMO/cjtDYt7OwL8Ix3Ecx3G8vzQXXXTRRbe/UGdIzNsZsr/8bmdIzNupv4gefPDBB5+/ML5SoNavhL+gwFKg1q+EP8AffPDBB58/iG9nSMzbqT+oZ0jM2xmyP3wXXXTRRbc/W8dxHMdxvD+aO0Ni3s7AP4aTTTbZZMM/cutXCtT6xT9WQ2LezpDIP0KbbLLJJss/L/N2hsS8zT+OpUCtXynQP4TRRRdddNE/ev1KgVq/0j9wKVDrVwrUP2RVVVVVVdU/XLqPv1Kg1j9aWP8pUOvXP1j2bpRNNtk/VZTe/kqB2j9TMk5pSMzbP1DQvdNFF90/Tm4tPkNi3j9LDJ2oQK3fPyVVhgkffOA/JCS+vp0h4T8i8/VzHMfhPx/CLSmbbOI/H5Fl3hkS4z8bJ2iTmLfjPxOENUgXXeQ/CeEC/ZUC5T/+PdCxFKjlP/eanWaTTeY/7vdqGxLz5j/lVDjQkJjnP9uxBYUPPug/0g7TOY7j6D/Ja6DuDInpP8DIbaOLLuo/uCU7WArU6j+ugggNiXnrPyh88MEHH+w/IhLzdobE7D8cqPUrBWrtPxg++OCDD+4/EtT6lQK17j8Oav1KgVrvPwQAAAAAAPA/AkuBWr9S8D//lQK1fqXwP/zggw8++PA/+isFav1K8T/3dobEvJ3xP/XBBx988PE/8gyJeTtD8j/vVwrU+pXyP+2iiy666PI/6u0MiXk78z/oOI7jOI7zP+WDDz744PM/4s6QmLcz9D/fGRLzdob0P9xkk0022fQ/2q8UqPUr9T/X+pUCtX71P9RFF1100fU/0ZCYtzMk9j/P2xkS83b2P8smm2yyyfY/yHEcx3Ec9z/GvJ0hMW/3P8MHH3zwwfc/wVKg1q8U+D++nSExb2f4P7vooosuuvg/uTMk5u0M+T+2fqVArV/5P7PJJptssvk/QBdddNFF179K61cK1PrVv1S/UqDWr9S/YJNNNtlk079qZ0jM2xnSv3Q7Q2LeztC//B588MEHz78Qx3Ecx3HMvyRvZ0jM28m/OBdddNFFx79Qv1Kg1q/Ev2RnSMzbGcK/8B588MEHv78Yb2dIzNu5vzy/UqDWr7S/0B588MEHr78Iv1Kg1q+kv8C+UqDWr5S/AAAAAAAAxTwYwFKg1q+UP8S/UqDWr6Q/eB988MEHrz+Qv1Kg1q+0P3RvZ0jM27k/SB988MEHvz+UZ0jM2xnCP3+/UqDWr8Q/axdddNFFxz9Xb2dIzNvJPz/HcRzHccw/Kx988MEHzz+NO0Ni3s7QP4NnSMzbGdI/eZNNNtlk0z9uv1Kg1q/UP2TrVwrU+tU/VxdddNFF1z9NQ2LezpDYP0WonEjM29k/Q0YMs8km2z9B5Hsdx3HcPz+C64fEvN0/OyBb8sEH3z8dX2WuXyngPxwunWPezuA/G/3UGF104T8ZzAzO2xniPxebRINav+I/Fmp8ONlk4z8VObTtVwrkPxDPtqLWr+Q/CSyEV1VV5T//iFEM1PrlP/TlHsFSoOY/7ULsddFF5z/in7kqUOvnP9v8ht/OkOg/0VlUlE026T/HtiFJzNvpP78T7/1Kgeo/tnC8sskm6z+tzYlnSMzrPybHcRzHcew/Il100UUX7T8c83aGxLztPxaJeTtDYu4/Eh988MEH7z8MtX6lQK3vP4SlQK1fKfA/gfDBBx988D9/O0Ni3s7wP3yGxLydIfE/edFFF1108T93HMdxHMfxP3RnSMzbGfI/crLJJpts8j9v/UqBWr/yP2xIzNsZEvM/apNNNtlk8z9n3s6QmLfzP2UpUOtXCvQ/YnTRRRdd9D9fv1Kg1q/0P1wK1PqVAvU/WlVVVVVV9T9WoNavFKj1P1TrVwrU+vU/UTbZZJNN9j9OgVq/UqD2P0zM2xkS8/Y/SRdddNFF9z9FYt7OkJj3P0StXylQ6/c/QPjggw8++D8+Q2LezpD4PzuO4ziO4/g/ONlkk002+T82JObtDIn5PzNvZ0jM2/k/MLrooosu+j9SVVVVVVXVv1wpUOtXCtS/Zv1KgVq/0r9y0UUXXXTRv3ylQK1fKdC/DPN2hsS8zb8gm2yyySbLvzRDYt7OkMi/SOtXCtT6xb9ck0022WTDv3Q7Q2LezsC/EMdxHMdxvL84F1100UW3v2BnSMzbGbK/EG9nSMzbqb/QHnzwwQefv4C+UqDWr4S/IMBSoNavhD+AH3zwwQefP3RvZ0jM26k/lmdIzNsZsj9yF1100UW3P0THcRzHcbw/lDtDYt7OwD9+k0022WTDP27rVwrU+sU/WkNi3s6QyD9Fm2yyySbLPzHzdobEvM0/jaVArV8p0D+D0UUXXXTRP3n9SoFav9I/bylQ61cK1D9lVVVVVVXVP1qBWr9SoNY/UK1fKVDr1z9D2WSTTTbZPzkFav1Kgdo/MDFvZ0jM2z8olqnRRRfdPyY0GTxDYt4/JNKIpkCt3z8ROHwIH3zgPxAHtL2dIeE/DtbrchzH4T8NpSMom2ziPwx0W90ZEuM/CkOTkpi34z8IEstHF13kPwfhAv2VAuU/A3cFshSo5T/809Jmk03mP/EwoBsS8+Y/6I1t0JCY5z/f6jqFDz7oP9ZHCDqO4+g/zqTV7gyJ6T/DAaOjiy7qP7pecFgK1Oo/srs9DYl56z+oGAvCBx/sPyIS83aGxOw/HKj1KwVq7T8YPvjggw/uPxLU+pUCte4/DGr9SoFa7z8EAAAAAADwPwFLgVq/UvA//5UCtX6l8D/84IMPPvjwP/orBWr9SvE/93aGxLyd8T/0wQcffPDxP/IMiXk7Q/I/71cK1PqV8j/toosuuujyP+rtDIl5O/M/5ziO4ziO8z/lgw8++ODzP+LOkJi3M/Q/4BkS83aG9D/dZJNNNtn0P9uvFKj1K/U/1/qVArV+9T/URRdddNH1P9KQmLczJPY/z9sZEvN29j/MJptsssn2P8pxHMdxHPc/x7ydITFv9z/EBx988MH3P8FSoNavFPg/vp0hMW9n+D+86KKLLrr4P7ozJObtDPk/tn6lQK1f+T+0ySabbLL5P7IUqPUrBfo/rl8pUOtX+j+sqqqqqqr6P16TTTbZZNO/aGdIzNsZ0r9yO0Ni3s7Qv/wefPDBB8+/EMdxHMdxzL8kb2dIzNvJvzgXXXTRRce/TL9SoNavxL9gZ0jM2xnCv+gefPDBB7+/GG9nSMzbub9Av1Kg1q+0v9AefPDBB6+/IL9SoNavpL/gvlKg1q+UvwAAAAAAALg88L9SoNavlD+gv1Kg1q+kP1gffPDBB68/iL9SoNavtD9ib2dIzNu5Pz4ffPDBB78/iWdIzNsZwj96v1Kg1q/EP2QXXXTRRcc/VG9nSMzbyT9Ax3Ecx3HMPywffPDBB88/jTtDYt7O0D+BZ0jM2xnSP3eTTTbZZNM/bL9SoNav1D9i61cK1PrVP1gXXXTRRdc/TENi3s6Q2D9Eb2dIzNvZPzebbLLJJts/LcdxHMdx3D8j83aGxLzdPxkffPDBB98/CUJbrV8p4D8IEZNi3s7gPwbgyhdddOE/Ba8CzdsZ4j8EfjqCWr/iPwNNcjfZZOM/Ahyq7FcK5D8A6+Gh1q/kP/65GVdVVeU//YhRDNT65T/5HlTBUqDmP/F7IXbRRec/59juKlDr5z/cNbzfzpDoP9WSiZRNNuk/zO9WSczb6T/DTCT+SoHqP7mp8bLJJus/sAa/Z0jM6z+nY4wcx3HsPyBddNFFF+0/HPN2hsS87T8WiXk7Q2LuPxIffPDBB+8/DLV+pUCt7z+DpUCtXynwP4HwwQcffPA/fjtDYt7O8D98hsS8nSHxP3nRRRdddPE/dxzHcRzH8T90Z0jM2xnyP3GyySabbPI/b/1KgVq/8j9sSMzbGRLzP2qTTTbZZPM/Z97OkJi38z9kKVDrVwr0P2J00UUXXfQ/X79SoNav9D9dCtT6lQL1P1pVVVVVVfU/WKDWrxSo9T9U61cK1Pr1P1E22WSTTfY/T4Fav1Kg9j9LzNsZEvP2P0kXXXTRRfc/RmLezpCY9z9ErV8pUOv3P0D44IMPPvg/PUNi3s6Q+D88juM4juP4PzjZZJNNNvk/NiTm7QyJ+T80b2dIzNv5PzC66KKLLvo/LgVq/UqB+j8sUOtXCtT6PyibbLLJJvs/cNFFF1100b96pUCtXynQvwjzdobEvM2/IJtssskmy780Q2LezpDIv0jrVwrU+sW/XJNNNtlkw79wO0Ni3s7AvwjHcRzHcby/MBdddNFFt79gZ0jM2xmyvxBvZ0jM26m/wB588MEHn7/AvlKg1q+EvwDAUqDWr4Q/QB988MEHnz9gb2dIzNupP4RnSMzbGbI/YBdddNFFtz88x3Ecx3G8P4w7Q2LezsA/epNNNtlkwz9k61cK1PrFP1VDYt7OkMg/Pptssskmyz8u83aGxLzNP42lQK1fKdA/g9FFF1100T95/UqBWr/SP20pUOtXCtQ/Y1VVVVVV1T9ZgVq/UqDWP0+tXylQ69c/Rdlkk0022T86BWr9SoHaPzAxb2dIzNs/I1100UUX3T8ZiXk7Q2LePxC1fqVArd8/g/DBBx984D9+hsS8nSHhP/u44XEcx+E/+YcZJ5ts4j/4VlHcGRLjP/cliZGYt+M/9vTARhdd5D/0w/j7lQLlP/KSMLEUqOU/8WFoZpNN5j/vMKAbEvPmP+vGotCQmOc/5CNwhQ8+6D/ZgD06juPoP9DdCu8Miek/yDrYo4su6j++l6VYCtTqP7b0cg2Jees/rFFAwgcf7D+irg13hsTsPxyo9SsFau0/Fj744IMP7j8S1PqVArXuPwxq/UqBWu8/BAAAAAAA8D8BS4Fav1LwP/6VArV+pfA//OCDDz748D/5KwVq/UrxP/d2hsS8nfE/9MEHH3zw8T/yDIl5O0PyP+9XCtT6lfI/7KKLLrro8j/q7QyJeTvzP+c4juM4jvM/5YMPPvjg8z/izpCYtzP0P98ZEvN2hvQ/3WSTTTbZ9D/arxSo9Sv1P9j6lQK1fvU/1UUXXXTR9T/TkJi3MyT2P9DbGRLzdvY/zSabbLLJ9j/KcRzHcRz3P8e8nSExb/c/xQcffPDB9z/BUqDWrxT4P8CdITFvZ/g/vOiiiy66+D+5MyTm7Qz5P7d+pUCtX/k/tMkmm2yy+T+yFKj1KwX6P69fKVDrV/o/rKqqqqqq+j+q9SsFav36P6dArV8pUPs/pIsuuuii+z8EH3zwwQfPvxjHcRzHccy/LG9nSMzbyb9EF1100UXHv1i/UqDWr8S/bGdIzNsZwr8AH3zwwQe/vyhvZ0jM27m/UL9SoNavtL/wHnzwwQevv1C/UqDWr6S/QL9SoNavlL8AAAAAAACgPIC/UqDWr5Q/cL9SoNavpD8QH3zwwQevP2i/UqDWr7Q/OG9nSMzbuT8UH3zwwQe/P3hnSMzbGcI/Zr9SoNavxD9UF1100UXHPz5vZ0jM28k/MMdxHMdxzD8YH3zwwQfPP4U7Q2LeztA/emdIzNsZ0j9wk0022WTTP2a/UqDWr9Q/WutXCtT61T9QF1100UXXP0ZDYt7OkNg/PG9nSMzb2T8xm2yyySbbPyfHcRzHcdw/H/N2hsS83T8SH3zwwQffP4SlQK1fKeA/fztDYt7O4D960UUXXXThP3RnSMzbGeI/b/1KgVq/4j/sL2g22WTjP+r+n+tXCuQ/6c3XoNav5D/onA9WVVXlP+drRwvU+uU/5Tp/wFKg5j/jCbd10UXnP+LY7ipQ6+c/3m7x386Q6D/Wy76UTTbpP8wojEnM2+k/woVZ/kqB6j+64iazySbrP7A/9GdIzOs/qZzBHMdx7D+e+Y7RRRftPxbzdobEvO0/Eol5O0Ni7j8MH3zwwQfvPwi1fqVAre8/gaVArV8p8D9/8MEHH3zwP3w7Q2LezvA/eYbEvJ0h8T930UUXXXTxP3Qcx3Ecx/E/cmdIzNsZ8j9vsskmm2zyP239SoFav/I/akjM2xkS8z9nk0022WTzP2XezpCYt/M/YilQ61cK9D9gdNFFF130P12/UqDWr/Q/WgrU+pUC9T9YVVVVVVX1P1Wg1q8UqPU/U+tXCtT69T9QNtlkk032P06BWr9SoPY/TMzbGRLz9j9IF1100UX3P0Zi3s6QmPc/Q61fKVDr9z9B+OCDDz74Pz1DYt7OkPg/O47jOI7j+D842WSTTTb5PzQk5u0Mifk/Mm9nSMzb+T8wuuiiiy76Py4Fav1Kgfo/KlDrVwrU+j8om2yyySb7Pybm7QyJefs/IjFvZ0jM+z8gfPDBBx/8PxybbLLJJsu/MENi3s6QyL9E61cK1PrFv1yTTTbZZMO/cDtDYt7OwL8Ix3Ecx3G8vzAXXXTRRbe/WGdIzNsZsr8Ab2dIzNupv6AefPDBB5+/wL5SoNavhL8AwFKg1q+EP2AffPDBB58/YG9nSMzbqT+IZ0jM2xmyP1gXXXTRRbc/OMdxHMdxvD+EO0Ni3s7AP3CTTTbZZMM/XutXCtT6xT9MQ2LezpDIPzqbbLLJJss/JPN2hsS8zT+LpUCtXynQP4DRRRdddNE/ef1KgVq/0j9tKVDrVwrUP2NVVVVVVdU/WYFav1Kg1j9NrV8pUOvXP0PZZJNNNtk/OQVq/UqB2j8vMW9nSMzbPyVddNFFF90/G4l5O0Ni3j8StX6lQK3fP4LwwQcffOA/fYbEvJ0h4T94HMdxHMfhP3OyySabbOI/bkjM2xkS4z9p3s6QmLfjP2N00UUXXeQ/4Kbu+pUC5T/fdSawFKjlP95EXmWTTeY/3ROWGhLz5j/b4s3PkJjnP9mxBYUPPug/2IA9Oo7j6D/TFkDvDInpP8xzDaSLLuo/wtDaWArU6j+4LagNiXnrP7CKdcIHH+w/pudCd4bE7D+eRBAsBWrtPxY++OCDD+4/ENT6lQK17j8Mav1KgVrvPwMAAAAAAPA/AUuBWr9S8D/+lQK1fqXwP/zggw8++PA/+SsFav1K8T/2dobEvJ3xP/TBBx988PE/8QyJeTtD8j/vVwrU+pXyP+yiiy666PI/6u0MiXk78z/nOI7jOI7zP+SDDz744PM/4s6QmLcz9D/fGRLzdob0P91kk0022fQ/2q8UqPUr9T/X+pUCtX71P9VFF1100fU/0pCYtzMk9j/Q2xkS83b2P80mm2yyyfY/y3Ecx3Ec9z/IvJ0hMW/3P8UHH3zwwfc/wlKg1q8U+D+/nSExb2f4P7zooosuuvg/ujMk5u0M+T+4fqVArV/5P7TJJptssvk/shSo9SsF+j+wXylQ61f6P6yqqqqqqvo/qvUrBWr9+j+oQK1fKVD7P6SLLrroovs/otavFKj1+z+gITFvZ0j8P5xssskmm/w/QBdddNFFx79Uv1Kg1q/Ev2hnSMzbGcK/AB988MEHv78ob2dIzNu5v1C/UqDWr7S/8B588MEHr79Av1Kg1q+kvyC/UqDWr5S/AAAAAAAAsDyAv1Kg1q+UP3C/UqDWr6Q/IB988MEHrz9ov1Kg1q+0P0BvZ0jM27k/EB988MEHvz94Z0jM2xnCP2C/UqDWr8Q/TBdddNFFxz84b2dIzNvJPybHcRzHccw/FB988MEHzz9/O0Ni3s7QP3hnSMzbGdI/bZNNNtlk0z9lv1Kg1q/UP1rrVwrU+tU/UBdddNFF1z9GQ2LezpDYPzpvZ0jM29k/MJtssskm2z8mx3Ecx3HcPxzzdobEvN0/Eh988MEH3z+EpUCtXyngP4A7Q2LezuA/etFFF1104T90Z0jM2xniP2/9SoFav+I/apNNNtlk4z9lKVDrVwrkP2C/UqDWr+Q/WlVVVVVV5T9V61cK1PrlP9Iddb9SoOY/0OysdNFF5z/Pu+QpUOvnP82KHN/OkOg/y1lUlE026T/KKIxJzNvpP8a+jv5Kgeo/vxtcs8km6z+0eCloSMzrP6rV9hzHcew/ozLE0UUX7T+Yj5GGxLztPxOJeTtDYu4/DR988MEH7z8HtX6lQK3vP4GlQK1fKfA/fvDBBx988D98O0Ni3s7wP3mGxLydIfE/d9FFF1108T90HMdxHMfxP3FnSMzbGfI/b7LJJpts8j9s/UqBWr/yP2pIzNsZEvM/Z5NNNtlk8z9l3s6QmLfzP2IpUOtXCvQ/X3TRRRdd9D9dv1Kg1q/0P1oK1PqVAvU/WFVVVVVV9T9VoNavFKj1P1LrVwrU+vU/UDbZZJNN9j9NgVq/UqD2P0vM2xkS8/Y/SBdddNFF9z9GYt7OkJj3P0OtXylQ6/c/Qfjggw8++D8+Q2LezpD4PzuO4ziO4/g/Odlkk002+T81JObtDIn5PzRvZ0jM2/k/MLrooosu+j8tBWr9SoH6PytQ61cK1Po/KJtssskm+z8m5u0MiXn7PyMxb2dIzPs/IHzwwQcf/D8ex3Ecx3H8PxsS83aGxPw/GF100UUX/T9Yk0022WTDv2w7Q2LezsC/AMdxHMdxvL8wF1100UW3v1hnSMzbGbK/AG9nSMzbqb+gHnzwwQefv4C+UqDWr4S/QMBSoNavhD+AH3zwwQefP2BvZ0jM26k/iGdIzNsZsj9gF1100UW3PzjHcRzHcbw/iDtDYt7OwD9wk0022WTDP2DrVwrU+sU/SENi3s6QyD80m2yyySbLPyDzdobEvM0/hqVArV8p0D990UUXXXTRP3L9SoFav9I/aylQ61cK1D9gVVVVVVXVP1mBWr9SoNY/Ta1fKVDr1z9D2WSTTTbZPzkFav1Kgdo/LTFvZ0jM2z8jXXTRRRfdPxmJeTtDYt4/D7V+pUCt3z+C8MEHH3zgP36GxLydIeE/eRzHcRzH4T9zsskmm2ziP25IzNsZEuM/ad7OkJi34z9jdNFFF13kP14K1PqVAuU/WaDWrxSo5T9TNtlkk03mP07M2xkS8+Y/SWLezpCY5z/GlPuDDz7oP8VjMzmO4+g/wzJr7gyJ6T/BAaOjiy7qP8DQ2lgK1Oo/vGbdDYl56z+0w6rCBx/sP6ogeHeGxOw/oH1FLAVq7T+Y2hLhgw/uPxDU+pUCte4/DGr9SoFa7z8DAAAAAADwPwBLgVq/UvA//pUCtX6l8D/74IMPPvjwP/krBWr9SvE/9naGxLyd8T/0wQcffPDxP/EMiXk7Q/I/7lcK1PqV8j/soosuuujyP+ntDIl5O/M/5ziO4ziO8z/kgw8++ODzP+LOkJi3M/Q/3xkS83aG9D/cZJNNNtn0P9qvFKj1K/U/1/qVArV+9T/VRRdddNH1P9KQmLczJPY/z9sZEvN29j/NJptsssn2P8pxHMdxHPc/yLydITFv9z/FBx988MH3P8NSoNavFPg/wJ0hMW9n+D+96KKLLrr4P7szJObtDPk/t36lQK1f+T+2ySabbLL5P7IUqPUrBfo/sF8pUOtX+j+tqqqqqqr6P6r1KwVq/fo/qECtXylQ+z+liy666KL7P6PWrxSo9fs/oCExb2dI/D+dbLLJJpv8P5u3MyTm7fw/mAK1fqVA/T+VTTbZZJP9P/gefPDBB7+/IG9nSMzbub9Iv1Kg1q+0v/AefPDBB6+/QL9SoNavpL8gv1Kg1q+UvwAAAAAAALA8oL9SoNavlD+Av1Kg1q+kPzAffPDBB68/aL9SoNavtD9Ab2dIzNu5PxgffPDBB78/eGdIzNsZwj9kv1Kg1q/EP0wXXXTRRcc/PG9nSMzbyT8kx3Ecx3HMPxAffPDBB88/fjtDYt7O0D90Z0jM2xnSP2qTTTbZZNM/X79SoNav1D9Y61cK1PrVP00XXXTRRdc/RUNi3s6Q2D87b2dIzNvZPzGbbLLJJts/J8dxHMdx3D8a83aGxLzdPxAffPDBB98/g6VArV8p4D9+O0Ni3s7gP3nRRRdddOE/dGdIzNsZ4j9w/UqBWr/iP2qTTTbZZOM/ZClQ61cK5D9fv1Kg1q/kP1pVVVVVVeU/VetXCtT65T9QgVq/UqDmP0oXXXTRRec/Ra1fKVDr5z9AQ2LezpDoPzvZZJNNNuk/uAuCSMzb6T+12rn9SoHqP7Sp8bLJJus/s3gpaEjM6z+uDiwdx3HsP6dr+dFFF+0/ncjGhsS87T+SJZQ7Q2LuPw0ffPDBB+8/B7V+pUCt7z+BpUCtXynwP37wwQcffPA/eztDYt7O8D95hsS8nSHxP3bRRRdddPE/dBzHcRzH8T9xZ0jM2xnyP2+yySabbPI/bP1KgVq/8j9pSMzbGRLzP2eTTTbZZPM/ZN7OkJi38z9iKVDrVwr0P1900UUXXfQ/Xb9SoNav9D9aCtT6lQL1P1dVVVVVVfU/VaDWrxSo9T9S61cK1Pr1P1A22WSTTfY/TYFav1Kg9j9KzNsZEvP2P0gXXXTRRfc/RWLezpCY9z9DrV8pUOv3P0D44IMPPvg/PkNi3s6Q+D87juM4juP4PzjZZJNNNvk/NiTm7QyJ+T8yb2dIzNv5PzC66KKLLvo/LQVq/UqB+j8sUOtXCtT6PyibbLLJJvs/JubtDIl5+z8kMW9nSMz7PyB88MEHH/w/HsdxHMdx/D8cEvN2hsT8PxhddNFFF/0/Fqj1KwVq/T8U83aGxLz9PxA++OCDD/4/QBdddNFFt79oZ0jM2xmyvyBvZ0jM26m/AB988MEHn79Av1Kg1q+Ev4C/UqDWr4Q/IB988MEHnz9Ab2dIzNupP3hnSMzbGbI/UBdddNFFtz8gx3Ecx3G8P3w7Q2LezsA/aJNNNtlkwz9U61cK1PrFP0BDYt7OkMg/KJtssskmyz8Y83aGxLzNP4ClQK1fKdA/dtFFF1100T9s/UqBWr/SP2IpUOtXCtQ/WFVVVVVV1T9MgVq/UqDWP0WtXylQ69c/Otlkk0022T8zBWr9SoHaPykxb2dIzNs/H1100UUX3T8ViXk7Q2LePwi1fqVArd8/f/DBBx984D96hsS8nSHhP3Qcx3Ecx+E/cLLJJpts4j9qSMzbGRLjP2bezpCYt+M/YHTRRRdd5D9bCtT6lQLlP1ag1q8UqOU/UDbZZJNN5j9LzNsZEvPmP0Zi3s6QmOc/QPjggw8+6D87juM4juPoPzYk5u0Miek/Mbrooosu6j8sUOtXCtTqP6iCCA2Jees/plFAwgcf7D+lIHh3hsTsP6G2eiwFau0/mhNI4YMP7j+PcBWWArXuPwdq/UqBWu8/AgAAAAAA8D//SoFav1LwP/2VArV+pfA/+uCDDz748D/3KwVq/UrxP/V2hsS8nfE/8sEHH3zw8T/wDIl5O0PyP+1XCtT6lfI/66KLLrro8j/o7QyJeTvzP+U4juM4jvM/44MPPvjg8z/gzpCYtzP0P94ZEvN2hvQ/22STTTbZ9D/ZrxSo9Sv1P9b6lQK1fvU/00UXXXTR9T/RkJi3MyT2P87bGRLzdvY/zCabbLLJ9j/JcRzHcRz3P8a8nSExb/c/xAcffPDB9z/BUqDWrxT4P7+dITFvZ/g/vOiiiy66+D+6MyTm7Qz5P7d+pUCtX/k/tMkmm2yy+T+yFKj1KwX6P65fKVDrV/o/rKqqqqqq+j+p9SsFav36P6dArV8pUPs/pIsuuuii+z+h1q8UqPX7P58hMW9nSPw/nGyyySab/D+atzMk5u38P5cCtX6lQP0/lE022WST/T+SmLczJOb9P4/jOI7jOP4/jC666KKL/j/gHnzwwQevvzC/UqDWr6S/AL9SoNavlL8AAAAAAACwPKC/UqDWr5Q/gL9SoNavpD8wH3zwwQevP3C/UqDWr7Q/SG9nSMzbuT8gH3zwwQe/P3hnSMzbGcI/ZL9SoNavxD9QF1100UXHPzxvZ0jM28k/KMdxHMdxzD8QH3zwwQfPP4A7Q2LeztA/dGdIzNsZ0j9qk0022WTTP2C/UqDWr9Q/VutXCtT61T9MF1100UXXP0BDYt7OkNg/OG9nSMzb2T8tm2yyySbbPybHcRzHcdw/HPN2hsS83T8SH3zwwQffP4SlQK1fKeA/fjtDYt7O4D950UUXXXThP3NnSMzbGeI/bv1KgVq/4j9pk0022WTjP2QpUOtXCuQ/YL9SoNav5D9aVVVVVVXlP1TrVwrU+uU/T4Fav1Kg5j9KF1100UXnP0WtXylQ6+c/QENi3s6Q6D862WSTTTbpPzVvZ0jM2+k/MAVq/UqB6j8rm2yyySbrPyYxb2dIzOs/IcdxHMdx7D+c+Y7RRRftP5vIxobEvO0/l17JO0Ni7j+Pu5bwwQfvPwe1fqVAre8/gKVArV8p8D9+8MEHH3zwP3s7Q2LezvA/eYbEvJ0h8T920UUXXXTxP3Mcx3Ecx/E/cWdIzNsZ8j9usskmm2zyP2z9SoFav/I/aUjM2xkS8z9nk0022WTzP2TezpCYt/M/YSlQ61cK9D9fdNFFF130P1y/UqDWr/Q/WgrU+pUC9T9XVVVVVVX1P1Wg1q8UqPU/UutXCtT69T9PNtlkk032P02BWr9SoPY/SszbGRLz9j9IF1100UX3P0Vi3s6QmPc/Qq1fKVDr9z9A+OCDDz74Pz1DYt7OkPg/O47jOI7j+D842WSTTTb5PzYk5u0Mifk/M29nSMzb+T8wuuiiiy76Py4Fav1Kgfo/K1DrVwrU+j8qm2yyySb7Pybm7QyJefs/JDFvZ0jM+z8hfPDBBx/8Px7HcRzHcfw/HBLzdobE/D8ZXXTRRRf9Pxeo9SsFav0/FPN2hsS8/T8RPvjggw/+Pw+JeTtDYv4/DNT6lQK1/j8JH3zwwQf/P+AefPDBB5+/AL9SoNavhL/Av1Kg1q+EPyAffPDBB58/QG9nSMzbqT94Z0jM2xmyP1AXXXTRRbc/KMdxHMdxvD+AO0Ni3s7AP2yTTTbZZMM/VOtXCtT6xT9AQ2LezpDIPyybbLLJJss/GPN2hsS8zT+CpUCtXynQP3bRRRdddNE/bv1Kg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\\\",\\\"dtype\\\":\\\"float64\\\",\\\"shape\\\":[100,100]}],\\\"x\\\":[-1.0],\\\"y\\\":[-1.0]}}],\\\"references\\\":[]},\\\"root\\\":\\\"1003\\\"}\"};\n",
       "  var dim_vals = ['-1.0', 'X'];\n",
       "  var keyMap = {\"('-1.0', 'X')\": 0, \"('-1.0', 'Y')\": 1, \"('-1.0', 'Z')\": 2, \"('-0.800000000', 'X')\": 3, \"('-0.800000000', 'Y')\": 4, \"('-0.800000000', 'Z')\": 5, \"('-0.600000000', 'X')\": 6, \"('-0.600000000', 'Y')\": 7, \"('-0.600000000', 'Z')\": 8, \"('-0.400000000', 'X')\": 9, \"('-0.400000000', 'Y')\": 10, \"('-0.400000000', 'Z')\": 11, \"('-0.200000000', 'X')\": 12, \"('-0.200000000', 'Y')\": 13, \"('-0.200000000', 'Z')\": 14, \"('0.0', 'X')\": 15, \"('0.0', 'Y')\": 16, \"('0.0', 'Z')\": 17, \"('0.200000000', 'X')\": 18, \"('0.200000000', 'Y')\": 19, \"('0.200000000', 'Z')\": 20, \"('0.400000000', 'X')\": 21, \"('0.400000000', 'Y')\": 22, \"('0.400000000', 'Z')\": 23, \"('0.600000000', 'X')\": 24, \"('0.600000000', 'Y')\": 25, \"('0.600000000', 'Z')\": 26, \"('0.800000000', 'X')\": 27, \"('0.800000000', 'Y')\": 28, \"('0.800000000', 'Z')\": 29, \"('1.0', 'X')\": 30, \"('1.0', 'Y')\": 31, \"('1.0', 'Z')\": 32};\n",
       "  var notFound = \"<h2 style='vertical-align: middle>No frame at selected dimension value.<h2>\";\n",
       "\n",
       "  var anim = new HoloViews.BokehSelectionWidget(frame_data, \"9cd66a64100a40e3baf1d36a44ea0839\", widget_ids,\n",
       "  keyMap, dim_vals, notFound, false, \"default\",\n",
       "  true, \"./json_figures/\", false, \"1003\");\n",
       "\n",
       "  HoloViews.index['1003'] = anim;\n",
       "}\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "HoloViews.init_slider('9cd66a64100a40e3baf1d36a44ea0839', '1003', 'val', ['-1.0', '-0.800000000', '-0.600000000', '-0.400000000', '-0.200000000', '0.0', '0.200000000', '0.400000000', '0.600000000', '0.800000000', '1.0'], {}, ['-1', '-0.8', '-0.6', '-0.4', '-0.2', '0', '0.2', '0.4', '0.6', '0.8', '1'], false, 1, 0, 'direction', 0, 50, 'https://code.jquery.com/ui/1.10.4/jquery-ui.min.js', 'https://cdnjs.cloudflare.com/ajax/libs/underscore.js/1.8.3/underscore-min.js')\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "HoloViews.init_dropdown('9cd66a64100a40e3baf1d36a44ea0839', '1003', 'direction', ['X', 'Y', 'Z'], 0, {}, ['X', 'Y', 'Z'], 'None', 1, false)\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "create_widget();\n",
       "(function(root) {\n",
       "  function embed_document(root) {\n",
       "    \n",
       "  var docs_json = {\"9ca3f648-c835-4549-99f9-9555dcf7d72c\":{\"roots\":{\"references\":[{\"attributes\":{\"below\":[{\"id\":\"1012\",\"type\":\"LinearAxis\"}],\"center\":[{\"id\":\"1016\",\"type\":\"Grid\"},{\"id\":\"1021\",\"type\":\"Grid\"}],\"left\":[{\"id\":\"1017\",\"type\":\"LinearAxis\"}],\"min_border_bottom\":10,\"min_border_left\":10,\"min_border_right\":10,\"min_border_top\":10,\"plot_height\":300,\"plot_width\":300,\"renderers\":[{\"id\":\"1039\",\"type\":\"GlyphRenderer\"}],\"sizing_mode\":\"fixed\",\"title\":{\"id\":\"1004\",\"type\":\"Title\"},\"toolbar\":{\"id\":\"1027\",\"type\":\"Toolbar\"},\"x_range\":{\"id\":\"1001\",\"type\":\"Range1d\"},\"x_scale\":{\"id\":\"1008\",\"type\":\"LinearScale\"},\"y_range\":{\"id\":\"1002\",\"type\":\"Range1d\"},\"y_scale\":{\"id\":\"1010\",\"type\":\"LinearScale\"}},\"id\":\"1003\",\"subtype\":\"Figure\",\"type\":\"Plot\"},{\"attributes\":{},\"id\":\"1022\",\"type\":\"SaveTool\"},{\"attributes\":{\"bottom_units\":\"screen\",\"fill_alpha\":{\"value\":0.5},\"fill_color\":{\"value\":\"lightgrey\"},\"left_units\":\"screen\",\"level\":\"overlay\",\"line_alpha\":{\"value\":1.0},\"line_color\":{\"value\":\"black\"},\"line_dash\":[4,4],\"line_width\":{\"value\":2},\"render_mode\":\"css\",\"right_units\":\"screen\",\"top_units\":\"screen\"},\"id\":\"1060\",\"type\":\"BoxAnnotation\"},{\"attributes\":{},\"id\":\"1024\",\"type\":\"WheelZoomTool\"},{\"attributes\":{},\"id\":\"1058\",\"type\":\"UnionRenderers\"},{\"attributes\":{\"high\":2.0,\"low\":-1.0,\"nan_color\":\"rgba(0, 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:[100,100]}],\"x\":[-1.0],\"y\":[-1.0]},\"selected\":{\"id\":\"1035\",\"type\":\"Selection\"},\"selection_policy\":{\"id\":\"1058\",\"type\":\"UnionRenderers\"}},\"id\":\"1034\",\"type\":\"ColumnDataSource\"},{\"attributes\":{\"callback\":null,\"reset_end\":1.0,\"reset_start\":-1.0,\"start\":-1.0,\"tags\":[[[\"x\",\"x\",null]]]},\"id\":\"1001\",\"type\":\"Range1d\"},{\"attributes\":{\"callback\":null,\"reset_end\":1.0,\"reset_start\":-1.0,\"start\":-1.0,\"tags\":[[[\"y\",\"y\",null]]]},\"id\":\"1002\",\"type\":\"Range1d\"},{\"attributes\":{\"text\":\"val: -1, direction: X\",\"text_color\":{\"value\":\"black\"},\"text_font_size\":{\"value\":\"12pt\"}},\"id\":\"1004\",\"type\":\"Title\"},{\"attributes\":{},\"id\":\"1008\",\"type\":\"LinearScale\"},{\"attributes\":{\"axis_label\":\"x\",\"bounds\":\"auto\",\"formatter\":{\"id\":\"1042\",\"type\":\"BasicTickFormatter\"},\"major_label_orientation\":\"horizontal\",\"ticker\":{\"id\":\"1013\",\"type\":\"BasicTicker\"}},\"id\":\"1012\",\"type\":\"LinearAxis\"},{\"attributes\":{},\"id\":\"1010\",\"type\":\"LinearScale\"},{\"attributes\":{\"axis_label\":\"y\",\"bounds\":\"auto\",\"formatter\":{\"id\":\"1044\",\"type\":\"BasicTickFormatter\"},\"major_label_orientation\":\"horizontal\",\"ticker\":{\"id\":\"1018\",\"type\":\"BasicTicker\"}},\"id\":\"1017\",\"type\":\"LinearAxis\"},{\"attributes\":{\"color_mapper\":{\"id\":\"1033\",\"type\":\"LinearColorMapper\"},\"dh\":{\"field\":\"dh\",\"units\":\"data\"},\"dw\":{\"field\":\"dw\",\"units\":\"data\"},\"image\":{\"field\":\"image\"},\"x\":{\"field\":\"x\"},\"y\":{\"field\":\"y\"}},\"id\":\"1038\",\"type\":\"Image\"},{\"attributes\":{},\"id\":\"1026\",\"type\":\"ResetTool\"},{\"attributes\":{\"color_mapper\":{\"id\":\"1033\",\"type\":\"LinearColorMapper\"},\"dh\":{\"field\":\"dh\",\"units\":\"data\"},\"dw\":{\"field\":\"dw\",\"units\":\"data\"},\"image\":{\"field\":\"image\"},\"x\":{\"field\":\"x\"},\"y\":{\"field\":\"y\"}},\"id\":\"1037\",\"type\":\"Image\"},{\"attributes\":{},\"id\":\"1013\",\"type\":\"BasicTicker\"},{\"attributes\":{},\"id\":\"1044\",\"type\":\"BasicTickFormatter\"},{\"attributes\":{\"dimension\":1,\"grid_line_color\":{\"value\":null},\"ticker\":{\"id\":\"1018\",\"type\":\"BasicTicker\"}},\"id\":\"1021\",\"type\":\"Grid\"},{\"attributes\":{},\"id\":\"1042\",\"type\":\"BasicTickFormatter\"},{\"attributes\":{},\"id\":\"1035\",\"type\":\"Selection\"},{\"attributes\":{\"active_drag\":\"auto\",\"active_inspect\":\"auto\",\"active_multi\":null,\"active_scroll\":\"auto\",\"active_tap\":\"auto\",\"tools\":[{\"id\":\"1022\",\"type\":\"SaveTool\"},{\"id\":\"1023\",\"type\":\"PanTool\"},{\"id\":\"1024\",\"type\":\"WheelZoomTool\"},{\"id\":\"1025\",\"type\":\"BoxZoomTool\"},{\"id\":\"1026\",\"type\":\"ResetTool\"}]},\"id\":\"1027\",\"type\":\"Toolbar\"},{\"attributes\":{\"overlay\":{\"id\":\"1060\",\"type\":\"BoxAnnotation\"}},\"id\":\"1025\",\"type\":\"BoxZoomTool\"},{\"attributes\":{},\"id\":\"1018\",\"type\":\"BasicTicker\"},{\"attributes\":{\"source\":{\"id\":\"1034\",\"type\":\"ColumnDataSource\"}},\"id\":\"1040\",\"type\":\"CDSView\"},{\"attributes\":{\"data_source\":{\"id\":\"1034\",\"type\":\"ColumnDataSource\"},\"glyph\":{\"id\":\"1037\",\"type\":\"Image\"},\"hover_glyph\":null,\"muted_glyph\":null,\"nonselection_glyph\":{\"id\":\"1038\",\"type\":\"Image\"},\"selection_glyph\":null,\"view\":{\"id\":\"1040\",\"type\":\"CDSView\"}},\"id\":\"1039\",\"type\":\"GlyphRenderer\"},{\"attributes\":{\"grid_line_color\":{\"value\":null},\"ticker\":{\"id\":\"1013\",\"type\":\"BasicTicker\"}},\"id\":\"1016\",\"type\":\"Grid\"}],\"root_ids\":[\"1003\"]},\"title\":\"Bokeh Application\",\"version\":\"1.1.0\"}};\n",
       "  var render_items = [{\"docid\":\"9ca3f648-c835-4549-99f9-9555dcf7d72c\",\"roots\":{\"1003\":\"7b98a073-07a5-4ffa-a63d-b1006e366283\"}}];\n",
       "  root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n",
       "\n",
       "  }\n",
       "  if (root.Bokeh !== undefined) {\n",
       "    embed_document(root);\n",
       "  } else {\n",
       "    var attempts = 0;\n",
       "    var timer = setInterval(function(root) {\n",
       "      if (root.Bokeh !== undefined) {\n",
       "        embed_document(root);\n",
       "        clearInterval(timer);\n",
       "      }\n",
       "      attempts++;\n",
       "      if (attempts > 100) {\n",
       "        console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\");\n",
       "        clearInterval(timer);\n",
       "      }\n",
       "    }, 10, root)\n",
       "  }\n",
       "})(window);</script>"
      ],
      "text/plain": [
       ":HoloMap   [val,direction]\n",
       "   :Image   [x,y]   (z)"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "def plot_cut(x, direction, learner=learner):\n",
    "    cut_mapping = {'XYZ'.index(direction): x}\n",
    "    return learner.plot_slice(cut_mapping, n=100)\n",
    "\n",
    "dm = hv.DynamicMap(plot_cut, kdims=['val', 'direction'])\n",
    "dm = dm.redim.values(val=np.linspace(-1, 1, 11), direction=list('XYZ'))\n",
    "\n",
    "# In a notebook one would run `dm` however we want a statically generated\n",
    "# html, so we use a HoloMap to display it here\n",
    "dynamicmap_to_holomap(dm)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div class=\"hololayout row row-fluid\">\n",
       "  <div class=\"holoframe\" id=\"display_area7e6ed8b2cb8a46159d05852fed633e22\">\n",
       "    <div id=\"_anim_img7e6ed8b2cb8a46159d05852fed633e22\">\n",
       "      \n",
       "      <div id='1288' style='display: table; margin: 0 auto;'>\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "  <div class=\"bk-root\" id=\"3a8a98e3-bc34-48fa-8932-ccd3eca2e793\" data-root-id=\"1288\"></div>\n",
       "</div>\n",
       "      \n",
       "    </div>\n",
       "  </div>\n",
       "  <div class=\"holowidgets\" id=\"widget_area7e6ed8b2cb8a46159d05852fed633e22\">\n",
       "    <form class=\"holoform well\" id=\"form7e6ed8b2cb8a46159d05852fed633e22\">\n",
       "      \n",
       "      \n",
       "      <div class=\"form-group control-group holoformgroup\" style=''>\n",
       "        <label for=\"textInput7e6ed8b2cb8a46159d05852fed633e22_v1\">\n",
       "          <strong>v1:</strong>\n",
       "        </label>\n",
       "        <div class=\"holowell\">\n",
       "          <div class=\"hologroup\">\n",
       "            <input type=\"text\" class=\"holotext form-control input-small\"\n",
       "                   id=\"textInput7e6ed8b2cb8a46159d05852fed633e22_v1\" value=\"\" readonly>\n",
       "          </div>\n",
       "          <div class=\"holoslider\"\n",
       "               id=\"_anim_widget7e6ed8b2cb8a46159d05852fed633e22_v1\"></div>\n",
       "        </div>\n",
       "      </div>\n",
       "      \n",
       "        \n",
       "      \n",
       "      <div class=\"form-group control-group holoformgroup\" style=''>\n",
       "        <label for=\"textInput7e6ed8b2cb8a46159d05852fed633e22_v2\">\n",
       "          <strong>v2:</strong>\n",
       "        </label>\n",
       "        <div class=\"holowell\">\n",
       "          <div class=\"hologroup\">\n",
       "            <input type=\"text\" class=\"holotext form-control input-small\"\n",
       "                   id=\"textInput7e6ed8b2cb8a46159d05852fed633e22_v2\" value=\"\" readonly>\n",
       "          </div>\n",
       "          <div class=\"holoslider\"\n",
       "               id=\"_anim_widget7e6ed8b2cb8a46159d05852fed633e22_v2\"></div>\n",
       "        </div>\n",
       "      </div>\n",
       "      \n",
       "        \n",
       "      \n",
       "        <div class=\"form-group control-group holoformgroup\" style=''>\n",
       "          <label for=\"textInput7e6ed8b2cb8a46159d05852fed633e22_directions\"><strong>directions:</strong></label>\n",
       "          <select class=\"holoselect form-control\" id=\"_anim_widget7e6ed8b2cb8a46159d05852fed633e22_directions\" >\n",
       "          </select>\n",
       "        </div>\n",
       "        \n",
       "        \n",
       "        </form>\n",
       "    </div>\n",
       "</div>\n",
       "<script type=\"application/javascript\">/* Instantiate the BokehSelectionWidget class. */\n",
       "/* The IDs given should match those used in the template above. */\n",
       "var widget_ids = new Array(3);\n",
       "\n",
       "\n",
       "widget_ids[0] = \"_anim_widget7e6ed8b2cb8a46159d05852fed633e22_v1\";\n",
       "\n",
       "widget_ids[1] = \"_anim_widget7e6ed8b2cb8a46159d05852fed633e22_v2\";\n",
       "\n",
       "widget_ids[2] = \"_anim_widget7e6ed8b2cb8a46159d05852fed633e22_directions\";\n",
       "\n",
       "\n",
       "function create_widget() {\n",
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       "  var dim_vals = ['-1.0', '-1.0', 'xy'];\n",
       "  var keyMap = {\"('-1.0', '-1.0', 'xy')\": 0, \"('-1.0', '-1.0', 'xz')\": 1, \"('-1.0', '-1.0', 'yz')\": 2, \"('-1.0', '-0.600000000', 'xy')\": 3, \"('-1.0', '-0.600000000', 'xz')\": 4, \"('-1.0', '-0.600000000', 'yz')\": 5, \"('-1.0', '-0.200000000', 'xy')\": 6, \"('-1.0', '-0.200000000', 'xz')\": 7, \"('-1.0', '-0.200000000', 'yz')\": 8, \"('-1.0', '0.200000000', 'xy')\": 9, \"('-1.0', '0.200000000', 'xz')\": 10, \"('-1.0', '0.200000000', 'yz')\": 11, \"('-1.0', '0.600000000', 'xy')\": 12, \"('-1.0', '0.600000000', 'xz')\": 13, \"('-1.0', '0.600000000', 'yz')\": 14, \"('-1.0', '1.0', 'xy')\": 15, \"('-1.0', '1.0', 'xz')\": 16, \"('-1.0', '1.0', 'yz')\": 17, \"('-0.600000000', '-1.0', 'xy')\": 18, \"('-0.600000000', '-1.0', 'xz')\": 19, \"('-0.600000000', '-1.0', 'yz')\": 20, \"('-0.600000000', '-0.600000000', 'xy')\": 21, \"('-0.600000000', '-0.600000000', 'xz')\": 22, \"('-0.600000000', '-0.600000000', 'yz')\": 23, \"('-0.600000000', '-0.200000000', 'xy')\": 24, \"('-0.600000000', '-0.200000000', 'xz')\": 25, \"('-0.600000000', '-0.200000000', 'yz')\": 26, \"('-0.600000000', '0.200000000', 'xy')\": 27, \"('-0.600000000', '0.200000000', 'xz')\": 28, \"('-0.600000000', '0.200000000', 'yz')\": 29, \"('-0.600000000', '0.600000000', 'xy')\": 30, \"('-0.600000000', '0.600000000', 'xz')\": 31, \"('-0.600000000', '0.600000000', 'yz')\": 32, \"('-0.600000000', '1.0', 'xy')\": 33, \"('-0.600000000', '1.0', 'xz')\": 34, \"('-0.600000000', '1.0', 'yz')\": 35, \"('-0.200000000', '-1.0', 'xy')\": 36, \"('-0.200000000', '-1.0', 'xz')\": 37, \"('-0.200000000', '-1.0', 'yz')\": 38, \"('-0.200000000', '-0.600000000', 'xy')\": 39, \"('-0.200000000', '-0.600000000', 'xz')\": 40, \"('-0.200000000', '-0.600000000', 'yz')\": 41, \"('-0.200000000', '-0.200000000', 'xy')\": 42, \"('-0.200000000', '-0.200000000', 'xz')\": 43, \"('-0.200000000', '-0.200000000', 'yz')\": 44, \"('-0.200000000', '0.200000000', 'xy')\": 45, \"('-0.200000000', '0.200000000', 'xz')\": 46, \"('-0.200000000', '0.200000000', 'yz')\": 47, \"('-0.200000000', '0.600000000', 'xy')\": 48, \"('-0.200000000', '0.600000000', 'xz')\": 49, \"('-0.200000000', '0.600000000', 'yz')\": 50, \"('-0.200000000', '1.0', 'xy')\": 51, \"('-0.200000000', '1.0', 'xz')\": 52, \"('-0.200000000', '1.0', 'yz')\": 53, \"('0.200000000', '-1.0', 'xy')\": 54, \"('0.200000000', '-1.0', 'xz')\": 55, \"('0.200000000', '-1.0', 'yz')\": 56, \"('0.200000000', '-0.600000000', 'xy')\": 57, \"('0.200000000', '-0.600000000', 'xz')\": 58, \"('0.200000000', '-0.600000000', 'yz')\": 59, \"('0.200000000', '-0.200000000', 'xy')\": 60, \"('0.200000000', '-0.200000000', 'xz')\": 61, \"('0.200000000', '-0.200000000', 'yz')\": 62, \"('0.200000000', '0.200000000', 'xy')\": 63, \"('0.200000000', '0.200000000', 'xz')\": 64, \"('0.200000000', '0.200000000', 'yz')\": 65, \"('0.200000000', '0.600000000', 'xy')\": 66, \"('0.200000000', '0.600000000', 'xz')\": 67, \"('0.200000000', '0.600000000', 'yz')\": 68, \"('0.200000000', '1.0', 'xy')\": 69, \"('0.200000000', '1.0', 'xz')\": 70, \"('0.200000000', '1.0', 'yz')\": 71, \"('0.600000000', '-1.0', 'xy')\": 72, \"('0.600000000', '-1.0', 'xz')\": 73, \"('0.600000000', '-1.0', 'yz')\": 74, \"('0.600000000', '-0.600000000', 'xy')\": 75, \"('0.600000000', '-0.600000000', 'xz')\": 76, \"('0.600000000', '-0.600000000', 'yz')\": 77, \"('0.600000000', '-0.200000000', 'xy')\": 78, \"('0.600000000', '-0.200000000', 'xz')\": 79, \"('0.600000000', '-0.200000000', 'yz')\": 80, \"('0.600000000', '0.200000000', 'xy')\": 81, \"('0.600000000', '0.200000000', 'xz')\": 82, \"('0.600000000', '0.200000000', 'yz')\": 83, \"('0.600000000', '0.600000000', 'xy')\": 84, \"('0.600000000', '0.600000000', 'xz')\": 85, \"('0.600000000', '0.600000000', 'yz')\": 86, \"('0.600000000', '1.0', 'xy')\": 87, \"('0.600000000', '1.0', 'xz')\": 88, \"('0.600000000', '1.0', 'yz')\": 89, \"('1.0', '-1.0', 'xy')\": 90, \"('1.0', '-1.0', 'xz')\": 91, \"('1.0', '-1.0', 'yz')\": 92, \"('1.0', '-0.600000000', 'xy')\": 93, \"('1.0', '-0.600000000', 'xz')\": 94, \"('1.0', '-0.600000000', 'yz')\": 95, \"('1.0', '-0.200000000', 'xy')\": 96, \"('1.0', '-0.200000000', 'xz')\": 97, \"('1.0', '-0.200000000', 'yz')\": 98, \"('1.0', '0.200000000', 'xy')\": 99, \"('1.0', '0.200000000', 'xz')\": 100, \"('1.0', '0.200000000', 'yz')\": 101, \"('1.0', '0.600000000', 'xy')\": 102, \"('1.0', '0.600000000', 'xz')\": 103, \"('1.0', '0.600000000', 'yz')\": 104, \"('1.0', '1.0', 'xy')\": 105, \"('1.0', '1.0', 'xz')\": 106, \"('1.0', '1.0', 'yz')\": 107};\n",
       "  var notFound = \"<h2 style='vertical-align: middle>No frame at selected dimension value.<h2>\";\n",
       "\n",
       "  var anim = new HoloViews.BokehSelectionWidget(frame_data, \"7e6ed8b2cb8a46159d05852fed633e22\", widget_ids,\n",
       "  keyMap, dim_vals, notFound, false, \"default\",\n",
       "  true, \"./json_figures/\", false, \"1288\");\n",
       "\n",
       "  HoloViews.index['1288'] = anim;\n",
       "}\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "HoloViews.init_slider('7e6ed8b2cb8a46159d05852fed633e22', '1288', 'v1', ['-1.0', '-0.600000000', '-0.200000000', '0.200000000', '0.600000000', '1.0'], {}, ['-1', '-0.6', '-0.2', '0.2', '0.6', '1'], false, 1, 0, 'v2', 0, 50, 'https://code.jquery.com/ui/1.10.4/jquery-ui.min.js', 'https://cdnjs.cloudflare.com/ajax/libs/underscore.js/1.8.3/underscore-min.js')\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "HoloViews.init_slider('7e6ed8b2cb8a46159d05852fed633e22', '1288', 'v2', ['-1.0', '-0.600000000', '-0.200000000', '0.200000000', '0.600000000', '1.0'], {}, ['-1', '-0.6', '-0.2', '0.2', '0.6', '1'], false, 1, 0, 'directions', 1, 50, 'https://code.jquery.com/ui/1.10.4/jquery-ui.min.js', 'https://cdnjs.cloudflare.com/ajax/libs/underscore.js/1.8.3/underscore-min.js')\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "HoloViews.init_dropdown('7e6ed8b2cb8a46159d05852fed633e22', '1288', 'directions', ['xy', 'xz', 'yz'], 0, {}, ['xy', 'xz', 'yz'], 'None', 2, false)\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "create_widget();\n",
       "(function(root) {\n",
       "  function embed_document(root) {\n",
       "    \n",
       "  var docs_json = 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-1, v2: -1 directions: xy\",\"text_color\":{\"value\":\"black\"},\"text_font_size\":{\"value\":\"12pt\"}},\"id\":\"1289\",\"type\":\"Title\"},{\"attributes\":{},\"id\":\"1293\",\"type\":\"LinearScale\"},{\"attributes\":{\"overlay\":{\"id\":\"1345\",\"type\":\"BoxAnnotation\"}},\"id\":\"1310\",\"type\":\"BoxZoomTool\"},{\"attributes\":{},\"id\":\"1327\",\"type\":\"BasicTickFormatter\"},{\"attributes\":{},\"id\":\"1311\",\"type\":\"ResetTool\"},{\"attributes\":{},\"id\":\"1343\",\"type\":\"UnionRenderers\"}],\"root_ids\":[\"1288\"]},\"title\":\"Bokeh Application\",\"version\":\"1.1.0\"}};\n",
       "  var render_items = [{\"docid\":\"d56a06e9-c7f1-409e-b0af-e68f563e3259\",\"roots\":{\"1288\":\"3a8a98e3-bc34-48fa-8932-ccd3eca2e793\"}}];\n",
       "  root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n",
       "\n",
       "  }\n",
       "  if (root.Bokeh !== undefined) {\n",
       "    embed_document(root);\n",
       "  } else {\n",
       "    var attempts = 0;\n",
       "    var timer = setInterval(function(root) {\n",
       "      if (root.Bokeh !== undefined) {\n",
       "        embed_document(root);\n",
       "        clearInterval(timer);\n",
       "      }\n",
       "      attempts++;\n",
       "      if (attempts > 100) {\n",
       "        console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\");\n",
       "        clearInterval(timer);\n",
       "      }\n",
       "    }, 10, root)\n",
       "  }\n",
       "})(window);</script>"
      ],
      "text/plain": [
       ":HoloMap   [v1,v2,directions]\n",
       "   :Path   [x,y]"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "%%opts Path {+framewise}\n",
    "def plot_cut(x1, x2, directions, learner=learner):\n",
    "    cut_mapping = {'xyz'.index(d): x for d, x in zip(directions, [x1, x2])}\n",
    "    return learner.plot_slice(cut_mapping)\n",
    "\n",
    "dm = hv.DynamicMap(plot_cut, kdims=['v1', 'v2', 'directions'])\n",
    "dm = dm.redim.values(v1=np.linspace(-1, 1, 6),\n",
    "                v2=np.linspace(-1, 1, 6),\n",
    "                directions=['xy', 'xz', 'yz'])\n",
    "\n",
    "# In a notebook one would run `dm` however we want a statically generated\n",
    "# html, so we use a HoloMap to display it here\n",
    "dynamicmap_to_holomap(dm)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "        window.PlotlyConfig = {MathJaxConfig: 'local'};\n",
       "        if (window.MathJax) {MathJax.Hub.Config({SVG: {font: \"STIX-Web\"}});}\n",
       "        if (typeof require !== 'undefined') {\n",
       "        require.undef(\"plotly\");\n",
       "        define('plotly', function(require, exports, module) {\n",
       "            /**\n",
       "* plotly.js v1.47.4\n",
       "* Copyright 2012-2019, Plotly, Inc.\n",
       "* All rights reserved.\n",
       "* Licensed under the MIT license\n",
       "*/\n",
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this.length>t.length?this.clone().iuand(t):t.clone().iuand(this)},a.prototype.iuxor=function(t){var e,r;this.length>t.length?(e=this,r=t):(e=t,r=this);for(var n=0;n<r.length;n++)this.words[n]=e.words[n]^r.words[n];if(this!==e)for(;n<e.length;n++)this.words[n]=e.words[n];return this.length=e.length,this.strip()},a.prototype.ixor=function(t){return n(0==(this.negative|t.negative)),this.iuxor(t)},a.prototype.xor=function(t){return this.length>t.length?this.clone().ixor(t):t.clone().ixor(this)},a.prototype.uxor=function(t){return this.length>t.length?this.clone().iuxor(t):t.clone().iuxor(this)},a.prototype.inotn=function(t){n(\"number\"==typeof t&&t>=0);var e=0|Math.ceil(t/26),r=t%26;this._expand(e),r>0&&e--;for(var i=0;i<e;i++)this.words[i]=67108863&~this.words[i];return r>0&&(this.words[i]=~this.words[i]&67108863>>26-r),this.strip()},a.prototype.notn=function(t){return this.clone().inotn(t)},a.prototype.setn=function(t,e){n(\"number\"==typeof t&&t>=0);var r=t/26|0,i=t%26;return this._expand(r+1),this.words[r]=e?this.words[r]|1<<i:this.words[r]&~(1<<i),this.strip()},a.prototype.iadd=function(t){var e,r,n;if(0!==this.negative&&0===t.negative)return this.negative=0,e=this.isub(t),this.negative^=1,this._normSign();if(0===this.negative&&0!==t.negative)return t.negative=0,e=this.isub(t),t.negative=1,e._normSign();this.length>t.length?(r=this,n=t):(r=t,n=this);for(var i=0,a=0;a<n.length;a++)e=(0|r.words[a])+(0|n.words[a])+i,this.words[a]=67108863&e,i=e>>>26;for(;0!==i&&a<r.length;a++)e=(0|r.words[a])+i,this.words[a]=67108863&e,i=e>>>26;if(this.length=r.length,0!==i)this.words[this.length]=i,this.length++;else if(r!==this)for(;a<r.length;a++)this.words[a]=r.words[a];return this},a.prototype.add=function(t){var e;return 0!==t.negative&&0===this.negative?(t.negative=0,e=this.sub(t),t.negative^=1,e):0===t.negative&&0!==this.negative?(this.negative=0,e=t.sub(this),this.negative=1,e):this.length>t.length?this.clone().iadd(t):t.clone().iadd(this)},a.prototype.isub=function(t){if(0!==t.negative){t.negative=0;var e=this.iadd(t);return t.negative=1,e._normSign()}if(0!==this.negative)return this.negative=0,this.iadd(t),this.negative=1,this._normSign();var r,n,i=this.cmp(t);if(0===i)return this.negative=0,this.length=1,this.words[0]=0,this;i>0?(r=this,n=t):(r=t,n=this);for(var a=0,o=0;o<n.length;o++)a=(e=(0|r.words[o])-(0|n.words[o])+a)>>26,this.words[o]=67108863&e;for(;0!==a&&o<r.length;o++)a=(e=(0|r.words[o])+a)>>26,this.words[o]=67108863&e;if(0===a&&o<r.length&&r!==this)for(;o<r.length;o++)this.words[o]=r.words[o];return this.length=Math.max(this.length,o),r!==this&&(this.negative=1),this.strip()},a.prototype.sub=function(t){return this.clone().isub(t)};var p=function(t,e,r){var n,i,a,o=t.words,s=e.words,l=r.words,c=0,u=0|o[0],h=8191&u,f=u>>>13,p=0|o[1],d=8191&p,g=p>>>13,v=0|o[2],m=8191&v,y=v>>>13,x=0|o[3],b=8191&x,_=x>>>13,w=0|o[4],k=8191&w,A=w>>>13,T=0|o[5],M=8191&T,S=T>>>13,E=0|o[6],C=8191&E,L=E>>>13,z=0|o[7],O=8191&z,I=z>>>13,D=0|o[8],P=8191&D,R=D>>>13,F=0|o[9],B=8191&F,N=F>>>13,j=0|s[0],V=8191&j,U=j>>>13,q=0|s[1],H=8191&q,G=q>>>13,Y=0|s[2],W=8191&Y,X=Y>>>13,Z=0|s[3],$=8191&Z,J=Z>>>13,K=0|s[4],Q=8191&K,tt=K>>>13,et=0|s[5],rt=8191&et,nt=et>>>13,it=0|s[6],at=8191&it,ot=it>>>13,st=0|s[7],lt=8191&st,ct=st>>>13,ut=0|s[8],ht=8191&ut,ft=ut>>>13,pt=0|s[9],dt=8191&pt,gt=pt>>>13;r.negative=t.negative^e.negative,r.length=19;var vt=(c+(n=Math.imul(h,V))|0)+((8191&(i=(i=Math.imul(h,U))+Math.imul(f,V)|0))<<13)|0;c=((a=Math.imul(f,U))+(i>>>13)|0)+(vt>>>26)|0,vt&=67108863,n=Math.imul(d,V),i=(i=Math.imul(d,U))+Math.imul(g,V)|0,a=Math.imul(g,U);var mt=(c+(n=n+Math.imul(h,H)|0)|0)+((8191&(i=(i=i+Math.imul(h,G)|0)+Math.imul(f,H)|0))<<13)|0;c=((a=a+Math.imul(f,G)|0)+(i>>>13)|0)+(mt>>>26)|0,mt&=67108863,n=Math.imul(m,V),i=(i=Math.imul(m,U))+Math.imul(y,V)|0,a=Math.imul(y,U),n=n+Math.imul(d,H)|0,i=(i=i+Math.imul(d,G)|0)+Math.imul(g,H)|0,a=a+Math.imul(g,G)|0;var yt=(c+(n=n+Math.imul(h,W)|0)|0)+((8191&(i=(i=i+Math.imul(h,X)|0)+Math.imul(f,W)|0))<<13)|0;c=((a=a+Math.imul(f,X)|0)+(i>>>13)|0)+(yt>>>26)|0,yt&=67108863,n=Math.imul(b,V),i=(i=Math.imul(b,U))+Math.imul(_,V)|0,a=Math.imul(_,U),n=n+Math.imul(m,H)|0,i=(i=i+Math.imul(m,G)|0)+Math.imul(y,H)|0,a=a+Math.imul(y,G)|0,n=n+Math.imul(d,W)|0,i=(i=i+Math.imul(d,X)|0)+Math.imul(g,W)|0,a=a+Math.imul(g,X)|0;var xt=(c+(n=n+Math.imul(h,$)|0)|0)+((8191&(i=(i=i+Math.imul(h,J)|0)+Math.imul(f,$)|0))<<13)|0;c=((a=a+Math.imul(f,J)|0)+(i>>>13)|0)+(xt>>>26)|0,xt&=67108863,n=Math.imul(k,V),i=(i=Math.imul(k,U))+Math.imul(A,V)|0,a=Math.imul(A,U),n=n+Math.imul(b,H)|0,i=(i=i+Math.imul(b,G)|0)+Math.imul(_,H)|0,a=a+Math.imul(_,G)|0,n=n+Math.imul(m,W)|0,i=(i=i+Math.imul(m,X)|0)+Math.imul(y,W)|0,a=a+Math.imul(y,X)|0,n=n+Math.imul(d,$)|0,i=(i=i+Math.imul(d,J)|0)+Math.imul(g,$)|0,a=a+Math.imul(g,J)|0;var bt=(c+(n=n+Math.imul(h,Q)|0)|0)+((8191&(i=(i=i+Math.imul(h,tt)|0)+Math.imul(f,Q)|0))<<13)|0;c=((a=a+Math.imul(f,tt)|0)+(i>>>13)|0)+(bt>>>26)|0,bt&=67108863,n=Math.imul(M,V),i=(i=Math.imul(M,U))+Math.imul(S,V)|0,a=Math.imul(S,U),n=n+Math.imul(k,H)|0,i=(i=i+Math.imul(k,G)|0)+Math.imul(A,H)|0,a=a+Math.imul(A,G)|0,n=n+Math.imul(b,W)|0,i=(i=i+Math.imul(b,X)|0)+Math.imul(_,W)|0,a=a+Math.imul(_,X)|0,n=n+Math.imul(m,$)|0,i=(i=i+Math.imul(m,J)|0)+Math.imul(y,$)|0,a=a+Math.imul(y,J)|0,n=n+Math.imul(d,Q)|0,i=(i=i+Math.imul(d,tt)|0)+Math.imul(g,Q)|0,a=a+Math.imul(g,tt)|0;var _t=(c+(n=n+Math.imul(h,rt)|0)|0)+((8191&(i=(i=i+Math.imul(h,nt)|0)+Math.imul(f,rt)|0))<<13)|0;c=((a=a+Math.imul(f,nt)|0)+(i>>>13)|0)+(_t>>>26)|0,_t&=67108863,n=Math.imul(C,V),i=(i=Math.imul(C,U))+Math.imul(L,V)|0,a=Math.imul(L,U),n=n+Math.imul(M,H)|0,i=(i=i+Math.imul(M,G)|0)+Math.imul(S,H)|0,a=a+Math.imul(S,G)|0,n=n+Math.imul(k,W)|0,i=(i=i+Math.imul(k,X)|0)+Math.imul(A,W)|0,a=a+Math.imul(A,X)|0,n=n+Math.imul(b,$)|0,i=(i=i+Math.imul(b,J)|0)+Math.imul(_,$)|0,a=a+Math.imul(_,J)|0,n=n+Math.imul(m,Q)|0,i=(i=i+Math.imul(m,tt)|0)+Math.imul(y,Q)|0,a=a+Math.imul(y,tt)|0,n=n+Math.imul(d,rt)|0,i=(i=i+Math.imul(d,nt)|0)+Math.imul(g,rt)|0,a=a+Math.imul(g,nt)|0;var wt=(c+(n=n+Math.imul(h,at)|0)|0)+((8191&(i=(i=i+Math.imul(h,ot)|0)+Math.imul(f,at)|0))<<13)|0;c=((a=a+Math.imul(f,ot)|0)+(i>>>13)|0)+(wt>>>26)|0,wt&=67108863,n=Math.imul(O,V),i=(i=Math.imul(O,U))+Math.imul(I,V)|0,a=Math.imul(I,U),n=n+Math.imul(C,H)|0,i=(i=i+Math.imul(C,G)|0)+Math.imul(L,H)|0,a=a+Math.imul(L,G)|0,n=n+Math.imul(M,W)|0,i=(i=i+Math.imul(M,X)|0)+Math.imul(S,W)|0,a=a+Math.imul(S,X)|0,n=n+Math.imul(k,$)|0,i=(i=i+Math.imul(k,J)|0)+Math.imul(A,$)|0,a=a+Math.imul(A,J)|0,n=n+Math.imul(b,Q)|0,i=(i=i+Math.imul(b,tt)|0)+Math.imul(_,Q)|0,a=a+Math.imul(_,tt)|0,n=n+Math.imul(m,rt)|0,i=(i=i+Math.imul(m,nt)|0)+Math.imul(y,rt)|0,a=a+Math.imul(y,nt)|0,n=n+Math.imul(d,at)|0,i=(i=i+Math.imul(d,ot)|0)+Math.imul(g,at)|0,a=a+Math.imul(g,ot)|0;var kt=(c+(n=n+Math.imul(h,lt)|0)|0)+((8191&(i=(i=i+Math.imul(h,ct)|0)+Math.imul(f,lt)|0))<<13)|0;c=((a=a+Math.imul(f,ct)|0)+(i>>>13)|0)+(kt>>>26)|0,kt&=67108863,n=Math.imul(P,V),i=(i=Math.imul(P,U))+Math.imul(R,V)|0,a=Math.imul(R,U),n=n+Math.imul(O,H)|0,i=(i=i+Math.imul(O,G)|0)+Math.imul(I,H)|0,a=a+Math.imul(I,G)|0,n=n+Math.imul(C,W)|0,i=(i=i+Math.imul(C,X)|0)+Math.imul(L,W)|0,a=a+Math.imul(L,X)|0,n=n+Math.imul(M,$)|0,i=(i=i+Math.imul(M,J)|0)+Math.imul(S,$)|0,a=a+Math.imul(S,J)|0,n=n+Math.imul(k,Q)|0,i=(i=i+Math.imul(k,tt)|0)+Math.imul(A,Q)|0,a=a+Math.imul(A,tt)|0,n=n+Math.imul(b,rt)|0,i=(i=i+Math.imul(b,nt)|0)+Math.imul(_,rt)|0,a=a+Math.imul(_,nt)|0,n=n+Math.imul(m,at)|0,i=(i=i+Math.imul(m,ot)|0)+Math.imul(y,at)|0,a=a+Math.imul(y,ot)|0,n=n+Math.imul(d,lt)|0,i=(i=i+Math.imul(d,ct)|0)+Math.imul(g,lt)|0,a=a+Math.imul(g,ct)|0;var At=(c+(n=n+Math.imul(h,ht)|0)|0)+((8191&(i=(i=i+Math.imul(h,ft)|0)+Math.imul(f,ht)|0))<<13)|0;c=((a=a+Math.imul(f,ft)|0)+(i>>>13)|0)+(At>>>26)|0,At&=67108863,n=Math.imul(B,V),i=(i=Math.imul(B,U))+Math.imul(N,V)|0,a=Math.imul(N,U),n=n+Math.imul(P,H)|0,i=(i=i+Math.imul(P,G)|0)+Math.imul(R,H)|0,a=a+Math.imul(R,G)|0,n=n+Math.imul(O,W)|0,i=(i=i+Math.imul(O,X)|0)+Math.imul(I,W)|0,a=a+Math.imul(I,X)|0,n=n+Math.imul(C,$)|0,i=(i=i+Math.imul(C,J)|0)+Math.imul(L,$)|0,a=a+Math.imul(L,J)|0,n=n+Math.imul(M,Q)|0,i=(i=i+Math.imul(M,tt)|0)+Math.imul(S,Q)|0,a=a+Math.imul(S,tt)|0,n=n+Math.imul(k,rt)|0,i=(i=i+Math.imul(k,nt)|0)+Math.imul(A,rt)|0,a=a+Math.imul(A,nt)|0,n=n+Math.imul(b,at)|0,i=(i=i+Math.imul(b,ot)|0)+Math.imul(_,at)|0,a=a+Math.imul(_,ot)|0,n=n+Math.imul(m,lt)|0,i=(i=i+Math.imul(m,ct)|0)+Math.imul(y,lt)|0,a=a+Math.imul(y,ct)|0,n=n+Math.imul(d,ht)|0,i=(i=i+Math.imul(d,ft)|0)+Math.imul(g,ht)|0,a=a+Math.imul(g,ft)|0;var Tt=(c+(n=n+Math.imul(h,dt)|0)|0)+((8191&(i=(i=i+Math.imul(h,gt)|0)+Math.imul(f,dt)|0))<<13)|0;c=((a=a+Math.imul(f,gt)|0)+(i>>>13)|0)+(Tt>>>26)|0,Tt&=67108863,n=Math.imul(B,H),i=(i=Math.imul(B,G))+Math.imul(N,H)|0,a=Math.imul(N,G),n=n+Math.imul(P,W)|0,i=(i=i+Math.imul(P,X)|0)+Math.imul(R,W)|0,a=a+Math.imul(R,X)|0,n=n+Math.imul(O,$)|0,i=(i=i+Math.imul(O,J)|0)+Math.imul(I,$)|0,a=a+Math.imul(I,J)|0,n=n+Math.imul(C,Q)|0,i=(i=i+Math.imul(C,tt)|0)+Math.imul(L,Q)|0,a=a+Math.imul(L,tt)|0,n=n+Math.imul(M,rt)|0,i=(i=i+Math.imul(M,nt)|0)+Math.imul(S,rt)|0,a=a+Math.imul(S,nt)|0,n=n+Math.imul(k,at)|0,i=(i=i+Math.imul(k,ot)|0)+Math.imul(A,at)|0,a=a+Math.imul(A,ot)|0,n=n+Math.imul(b,lt)|0,i=(i=i+Math.imul(b,ct)|0)+Math.imul(_,lt)|0,a=a+Math.imul(_,ct)|0,n=n+Math.imul(m,ht)|0,i=(i=i+Math.imul(m,ft)|0)+Math.imul(y,ht)|0,a=a+Math.imul(y,ft)|0;var Mt=(c+(n=n+Math.imul(d,dt)|0)|0)+((8191&(i=(i=i+Math.imul(d,gt)|0)+Math.imul(g,dt)|0))<<13)|0;c=((a=a+Math.imul(g,gt)|0)+(i>>>13)|0)+(Mt>>>26)|0,Mt&=67108863,n=Math.imul(B,W),i=(i=Math.imul(B,X))+Math.imul(N,W)|0,a=Math.imul(N,X),n=n+Math.imul(P,$)|0,i=(i=i+Math.imul(P,J)|0)+Math.imul(R,$)|0,a=a+Math.imul(R,J)|0,n=n+Math.imul(O,Q)|0,i=(i=i+Math.imul(O,tt)|0)+Math.imul(I,Q)|0,a=a+Math.imul(I,tt)|0,n=n+Math.imul(C,rt)|0,i=(i=i+Math.imul(C,nt)|0)+Math.imul(L,rt)|0,a=a+Math.imul(L,nt)|0,n=n+Math.imul(M,at)|0,i=(i=i+Math.imul(M,ot)|0)+Math.imul(S,at)|0,a=a+Math.imul(S,ot)|0,n=n+Math.imul(k,lt)|0,i=(i=i+Math.imul(k,ct)|0)+Math.imul(A,lt)|0,a=a+Math.imul(A,ct)|0,n=n+Math.imul(b,ht)|0,i=(i=i+Math.imul(b,ft)|0)+Math.imul(_,ht)|0,a=a+Math.imul(_,ft)|0;var St=(c+(n=n+Math.imul(m,dt)|0)|0)+((8191&(i=(i=i+Math.imul(m,gt)|0)+Math.imul(y,dt)|0))<<13)|0;c=((a=a+Math.imul(y,gt)|0)+(i>>>13)|0)+(St>>>26)|0,St&=67108863,n=Math.imul(B,$),i=(i=Math.imul(B,J))+Math.imul(N,$)|0,a=Math.imul(N,J),n=n+Math.imul(P,Q)|0,i=(i=i+Math.imul(P,tt)|0)+Math.imul(R,Q)|0,a=a+Math.imul(R,tt)|0,n=n+Math.imul(O,rt)|0,i=(i=i+Math.imul(O,nt)|0)+Math.imul(I,rt)|0,a=a+Math.imul(I,nt)|0,n=n+Math.imul(C,at)|0,i=(i=i+Math.imul(C,ot)|0)+Math.imul(L,at)|0,a=a+Math.imul(L,ot)|0,n=n+Math.imul(M,lt)|0,i=(i=i+Math.imul(M,ct)|0)+Math.imul(S,lt)|0,a=a+Math.imul(S,ct)|0,n=n+Math.imul(k,ht)|0,i=(i=i+Math.imul(k,ft)|0)+Math.imul(A,ht)|0,a=a+Math.imul(A,ft)|0;var Et=(c+(n=n+Math.imul(b,dt)|0)|0)+((8191&(i=(i=i+Math.imul(b,gt)|0)+Math.imul(_,dt)|0))<<13)|0;c=((a=a+Math.imul(_,gt)|0)+(i>>>13)|0)+(Et>>>26)|0,Et&=67108863,n=Math.imul(B,Q),i=(i=Math.imul(B,tt))+Math.imul(N,Q)|0,a=Math.imul(N,tt),n=n+Math.imul(P,rt)|0,i=(i=i+Math.imul(P,nt)|0)+Math.imul(R,rt)|0,a=a+Math.imul(R,nt)|0,n=n+Math.imul(O,at)|0,i=(i=i+Math.imul(O,ot)|0)+Math.imul(I,at)|0,a=a+Math.imul(I,ot)|0,n=n+Math.imul(C,lt)|0,i=(i=i+Math.imul(C,ct)|0)+Math.imul(L,lt)|0,a=a+Math.imul(L,ct)|0,n=n+Math.imul(M,ht)|0,i=(i=i+Math.imul(M,ft)|0)+Math.imul(S,ht)|0,a=a+Math.imul(S,ft)|0;var Ct=(c+(n=n+Math.imul(k,dt)|0)|0)+((8191&(i=(i=i+Math.imul(k,gt)|0)+Math.imul(A,dt)|0))<<13)|0;c=((a=a+Math.imul(A,gt)|0)+(i>>>13)|0)+(Ct>>>26)|0,Ct&=67108863,n=Math.imul(B,rt),i=(i=Math.imul(B,nt))+Math.imul(N,rt)|0,a=Math.imul(N,nt),n=n+Math.imul(P,at)|0,i=(i=i+Math.imul(P,ot)|0)+Math.imul(R,at)|0,a=a+Math.imul(R,ot)|0,n=n+Math.imul(O,lt)|0,i=(i=i+Math.imul(O,ct)|0)+Math.imul(I,lt)|0,a=a+Math.imul(I,ct)|0,n=n+Math.imul(C,ht)|0,i=(i=i+Math.imul(C,ft)|0)+Math.imul(L,ht)|0,a=a+Math.imul(L,ft)|0;var Lt=(c+(n=n+Math.imul(M,dt)|0)|0)+((8191&(i=(i=i+Math.imul(M,gt)|0)+Math.imul(S,dt)|0))<<13)|0;c=((a=a+Math.imul(S,gt)|0)+(i>>>13)|0)+(Lt>>>26)|0,Lt&=67108863,n=Math.imul(B,at),i=(i=Math.imul(B,ot))+Math.imul(N,at)|0,a=Math.imul(N,ot),n=n+Math.imul(P,lt)|0,i=(i=i+Math.imul(P,ct)|0)+Math.imul(R,lt)|0,a=a+Math.imul(R,ct)|0,n=n+Math.imul(O,ht)|0,i=(i=i+Math.imul(O,ft)|0)+Math.imul(I,ht)|0,a=a+Math.imul(I,ft)|0;var zt=(c+(n=n+Math.imul(C,dt)|0)|0)+((8191&(i=(i=i+Math.imul(C,gt)|0)+Math.imul(L,dt)|0))<<13)|0;c=((a=a+Math.imul(L,gt)|0)+(i>>>13)|0)+(zt>>>26)|0,zt&=67108863,n=Math.imul(B,lt),i=(i=Math.imul(B,ct))+Math.imul(N,lt)|0,a=Math.imul(N,ct),n=n+Math.imul(P,ht)|0,i=(i=i+Math.imul(P,ft)|0)+Math.imul(R,ht)|0,a=a+Math.imul(R,ft)|0;var Ot=(c+(n=n+Math.imul(O,dt)|0)|0)+((8191&(i=(i=i+Math.imul(O,gt)|0)+Math.imul(I,dt)|0))<<13)|0;c=((a=a+Math.imul(I,gt)|0)+(i>>>13)|0)+(Ot>>>26)|0,Ot&=67108863,n=Math.imul(B,ht),i=(i=Math.imul(B,ft))+Math.imul(N,ht)|0,a=Math.imul(N,ft);var It=(c+(n=n+Math.imul(P,dt)|0)|0)+((8191&(i=(i=i+Math.imul(P,gt)|0)+Math.imul(R,dt)|0))<<13)|0;c=((a=a+Math.imul(R,gt)|0)+(i>>>13)|0)+(It>>>26)|0,It&=67108863;var Dt=(c+(n=Math.imul(B,dt))|0)+((8191&(i=(i=Math.imul(B,gt))+Math.imul(N,dt)|0))<<13)|0;return c=((a=Math.imul(N,gt))+(i>>>13)|0)+(Dt>>>26)|0,Dt&=67108863,l[0]=vt,l[1]=mt,l[2]=yt,l[3]=xt,l[4]=bt,l[5]=_t,l[6]=wt,l[7]=kt,l[8]=At,l[9]=Tt,l[10]=Mt,l[11]=St,l[12]=Et,l[13]=Ct,l[14]=Lt,l[15]=zt,l[16]=Ot,l[17]=It,l[18]=Dt,0!==c&&(l[19]=c,r.length++),r};function d(t,e,r){return(new g).mulp(t,e,r)}function g(t,e){this.x=t,this.y=e}Math.imul||(p=f),a.prototype.mulTo=function(t,e){var r=this.length+t.length;return 10===this.length&&10===t.length?p(this,t,e):r<63?f(this,t,e):r<1024?function(t,e,r){r.negative=e.negative^t.negative,r.length=t.length+e.length;for(var n=0,i=0,a=0;a<r.length-1;a++){var o=i;i=0;for(var s=67108863&n,l=Math.min(a,e.length-1),c=Math.max(0,a-t.length+1);c<=l;c++){var u=a-c,h=(0|t.words[u])*(0|e.words[c]),f=67108863&h;s=67108863&(f=f+s|0),i+=(o=(o=o+(h/67108864|0)|0)+(f>>>26)|0)>>>26,o&=67108863}r.words[a]=s,n=o,o=i}return 0!==n?r.words[a]=n:r.length--,r.strip()}(this,t,e):d(this,t,e)},g.prototype.makeRBT=function(t){for(var e=new Array(t),r=a.prototype._countBits(t)-1,n=0;n<t;n++)e[n]=this.revBin(n,r,t);return e},g.prototype.revBin=function(t,e,r){if(0===t||t===r-1)return t;for(var n=0,i=0;i<e;i++)n|=(1&t)<<e-i-1,t>>=1;return n},g.prototype.permute=function(t,e,r,n,i,a){for(var o=0;o<a;o++)n[o]=e[t[o]],i[o]=r[t[o]]},g.prototype.transform=function(t,e,r,n,i,a){this.permute(a,t,e,r,n,i);for(var o=1;o<i;o<<=1)for(var s=o<<1,l=Math.cos(2*Math.PI/s),c=Math.sin(2*Math.PI/s),u=0;u<i;u+=s)for(var h=l,f=c,p=0;p<o;p++){var d=r[u+p],g=n[u+p],v=r[u+p+o],m=n[u+p+o],y=h*v-f*m;m=h*m+f*v,v=y,r[u+p]=d+v,n[u+p]=g+m,r[u+p+o]=d-v,n[u+p+o]=g-m,p!==s&&(y=l*h-c*f,f=l*f+c*h,h=y)}},g.prototype.guessLen13b=function(t,e){var r=1|Math.max(e,t),n=1&r,i=0;for(r=r/2|0;r;r>>>=1)i++;return 1<<i+1+n},g.prototype.conjugate=function(t,e,r){if(!(r<=1))for(var n=0;n<r/2;n++){var i=t[n];t[n]=t[r-n-1],t[r-n-1]=i,i=e[n],e[n]=-e[r-n-1],e[r-n-1]=-i}},g.prototype.normalize13b=function(t,e){for(var r=0,n=0;n<e/2;n++){var i=8192*Math.round(t[2*n+1]/e)+Math.round(t[2*n]/e)+r;t[n]=67108863&i,r=i<67108864?0:i/67108864|0}return t},g.prototype.convert13b=function(t,e,r,i){for(var a=0,o=0;o<e;o++)a+=0|t[o],r[2*o]=8191&a,a>>>=13,r[2*o+1]=8191&a,a>>>=13;for(o=2*e;o<i;++o)r[o]=0;n(0===a),n(0==(-8192&a))},g.prototype.stub=function(t){for(var e=new Array(t),r=0;r<t;r++)e[r]=0;return e},g.prototype.mulp=function(t,e,r){var n=2*this.guessLen13b(t.length,e.length),i=this.makeRBT(n),a=this.stub(n),o=new Array(n),s=new Array(n),l=new Array(n),c=new Array(n),u=new Array(n),h=new Array(n),f=r.words;f.length=n,this.convert13b(t.words,t.length,o,n),this.convert13b(e.words,e.length,c,n),this.transform(o,a,s,l,n,i),this.transform(c,a,u,h,n,i);for(var p=0;p<n;p++){var d=s[p]*u[p]-l[p]*h[p];l[p]=s[p]*h[p]+l[p]*u[p],s[p]=d}return this.conjugate(s,l,n),this.transform(s,l,f,a,n,i),this.conjugate(f,a,n),this.normalize13b(f,n),r.negative=t.negative^e.negative,r.length=t.length+e.length,r.strip()},a.prototype.mul=function(t){var e=new a(null);return e.words=new Array(this.length+t.length),this.mulTo(t,e)},a.prototype.mulf=function(t){var e=new a(null);return e.words=new Array(this.length+t.length),d(this,t,e)},a.prototype.imul=function(t){return this.clone().mulTo(t,this)},a.prototype.imuln=function(t){n(\"number\"==typeof t),n(t<67108864);for(var e=0,r=0;r<this.length;r++){var i=(0|this.words[r])*t,a=(67108863&i)+(67108863&e);e>>=26,e+=i/67108864|0,e+=a>>>26,this.words[r]=67108863&a}return 0!==e&&(this.words[r]=e,this.length++),this},a.prototype.muln=function(t){return this.clone().imuln(t)},a.prototype.sqr=function(){return this.mul(this)},a.prototype.isqr=function(){return this.imul(this.clone())},a.prototype.pow=function(t){var e=function(t){for(var e=new Array(t.bitLength()),r=0;r<e.length;r++){var n=r/26|0,i=r%26;e[r]=(t.words[n]&1<<i)>>>i}return e}(t);if(0===e.length)return new a(1);for(var r=this,n=0;n<e.length&&0===e[n];n++,r=r.sqr());if(++n<e.length)for(var i=r.sqr();n<e.length;n++,i=i.sqr())0!==e[n]&&(r=r.mul(i));return r},a.prototype.iushln=function(t){n(\"number\"==typeof t&&t>=0);var e,r=t%26,i=(t-r)/26,a=67108863>>>26-r<<26-r;if(0!==r){var o=0;for(e=0;e<this.length;e++){var s=this.words[e]&a,l=(0|this.words[e])-s<<r;this.words[e]=l|o,o=s>>>26-r}o&&(this.words[e]=o,this.length++)}if(0!==i){for(e=this.length-1;e>=0;e--)this.words[e+i]=this.words[e];for(e=0;e<i;e++)this.words[e]=0;this.length+=i}return this.strip()},a.prototype.ishln=function(t){return n(0===this.negative),this.iushln(t)},a.prototype.iushrn=function(t,e,r){var i;n(\"number\"==typeof t&&t>=0),i=e?(e-e%26)/26:0;var a=t%26,o=Math.min((t-a)/26,this.length),s=67108863^67108863>>>a<<a,l=r;if(i-=o,i=Math.max(0,i),l){for(var c=0;c<o;c++)l.words[c]=this.words[c];l.length=o}if(0===o);else if(this.length>o)for(this.length-=o,c=0;c<this.length;c++)this.words[c]=this.words[c+o];else this.words[0]=0,this.length=1;var u=0;for(c=this.length-1;c>=0&&(0!==u||c>=i);c--){var h=0|this.words[c];this.words[c]=u<<26-a|h>>>a,u=h&s}return l&&0!==u&&(l.words[l.length++]=u),0===this.length&&(this.words[0]=0,this.length=1),this.strip()},a.prototype.ishrn=function(t,e,r){return n(0===this.negative),this.iushrn(t,e,r)},a.prototype.shln=function(t){return this.clone().ishln(t)},a.prototype.ushln=function(t){return this.clone().iushln(t)},a.prototype.shrn=function(t){return this.clone().ishrn(t)},a.prototype.ushrn=function(t){return this.clone().iushrn(t)},a.prototype.testn=function(t){n(\"number\"==typeof t&&t>=0);var e=t%26,r=(t-e)/26,i=1<<e;return!(this.length<=r)&&!!(this.words[r]&i)},a.prototype.imaskn=function(t){n(\"number\"==typeof t&&t>=0);var e=t%26,r=(t-e)/26;if(n(0===this.negative,\"imaskn works only with positive numbers\"),this.length<=r)return this;if(0!==e&&r++,this.length=Math.min(r,this.length),0!==e){var i=67108863^67108863>>>e<<e;this.words[this.length-1]&=i}return this.strip()},a.prototype.maskn=function(t){return this.clone().imaskn(t)},a.prototype.iaddn=function(t){return n(\"number\"==typeof t),n(t<67108864),t<0?this.isubn(-t):0!==this.negative?1===this.length&&(0|this.words[0])<t?(this.words[0]=t-(0|this.words[0]),this.negative=0,this):(this.negative=0,this.isubn(t),this.negative=1,this):this._iaddn(t)},a.prototype._iaddn=function(t){this.words[0]+=t;for(var e=0;e<this.length&&this.words[e]>=67108864;e++)this.words[e]-=67108864,e===this.length-1?this.words[e+1]=1:this.words[e+1]++;return this.length=Math.max(this.length,e+1),this},a.prototype.isubn=function(t){if(n(\"number\"==typeof t),n(t<67108864),t<0)return this.iaddn(-t);if(0!==this.negative)return this.negative=0,this.iaddn(t),this.negative=1,this;if(this.words[0]-=t,1===this.length&&this.words[0]<0)this.words[0]=-this.words[0],this.negative=1;else for(var e=0;e<this.length&&this.words[e]<0;e++)this.words[e]+=67108864,this.words[e+1]-=1;return this.strip()},a.prototype.addn=function(t){return this.clone().iaddn(t)},a.prototype.subn=function(t){return this.clone().isubn(t)},a.prototype.iabs=function(){return this.negative=0,this},a.prototype.abs=function(){return this.clone().iabs()},a.prototype._ishlnsubmul=function(t,e,r){var i,a,o=t.length+r;this._expand(o);var s=0;for(i=0;i<t.length;i++){a=(0|this.words[i+r])+s;var l=(0|t.words[i])*e;s=((a-=67108863&l)>>26)-(l/67108864|0),this.words[i+r]=67108863&a}for(;i<this.length-r;i++)s=(a=(0|this.words[i+r])+s)>>26,this.words[i+r]=67108863&a;if(0===s)return this.strip();for(n(-1===s),s=0,i=0;i<this.length;i++)s=(a=-(0|this.words[i])+s)>>26,this.words[i]=67108863&a;return this.negative=1,this.strip()},a.prototype._wordDiv=function(t,e){var r=(this.length,t.length),n=this.clone(),i=t,o=0|i.words[i.length-1];0!==(r=26-this._countBits(o))&&(i=i.ushln(r),n.iushln(r),o=0|i.words[i.length-1]);var s,l=n.length-i.length;if(\"mod\"!==e){(s=new a(null)).length=l+1,s.words=new Array(s.length);for(var c=0;c<s.length;c++)s.words[c]=0}var u=n.clone()._ishlnsubmul(i,1,l);0===u.negative&&(n=u,s&&(s.words[l]=1));for(var h=l-1;h>=0;h--){var f=67108864*(0|n.words[i.length+h])+(0|n.words[i.length+h-1]);for(f=Math.min(f/o|0,67108863),n._ishlnsubmul(i,f,h);0!==n.negative;)f--,n.negative=0,n._ishlnsubmul(i,1,h),n.isZero()||(n.negative^=1);s&&(s.words[h]=f)}return s&&s.strip(),n.strip(),\"div\"!==e&&0!==r&&n.iushrn(r),{div:s||null,mod:n}},a.prototype.divmod=function(t,e,r){return n(!t.isZero()),this.isZero()?{div:new a(0),mod:new a(0)}:0!==this.negative&&0===t.negative?(s=this.neg().divmod(t,e),\"mod\"!==e&&(i=s.div.neg()),\"div\"!==e&&(o=s.mod.neg(),r&&0!==o.negative&&o.iadd(t)),{div:i,mod:o}):0===this.negative&&0!==t.negative?(s=this.divmod(t.neg(),e),\"mod\"!==e&&(i=s.div.neg()),{div:i,mod:s.mod}):0!=(this.negative&t.negative)?(s=this.neg().divmod(t.neg(),e),\"div\"!==e&&(o=s.mod.neg(),r&&0!==o.negative&&o.isub(t)),{div:s.div,mod:o}):t.length>this.length||this.cmp(t)<0?{div:new a(0),mod:this}:1===t.length?\"div\"===e?{div:this.divn(t.words[0]),mod:null}:\"mod\"===e?{div:null,mod:new a(this.modn(t.words[0]))}:{div:this.divn(t.words[0]),mod:new a(this.modn(t.words[0]))}:this._wordDiv(t,e);var i,o,s},a.prototype.div=function(t){return this.divmod(t,\"div\",!1).div},a.prototype.mod=function(t){return this.divmod(t,\"mod\",!1).mod},a.prototype.umod=function(t){return this.divmod(t,\"mod\",!0).mod},a.prototype.divRound=function(t){var e=this.divmod(t);if(e.mod.isZero())return e.div;var r=0!==e.div.negative?e.mod.isub(t):e.mod,n=t.ushrn(1),i=t.andln(1),a=r.cmp(n);return a<0||1===i&&0===a?e.div:0!==e.div.negative?e.div.isubn(1):e.div.iaddn(1)},a.prototype.modn=function(t){n(t<=67108863);for(var e=(1<<26)%t,r=0,i=this.length-1;i>=0;i--)r=(e*r+(0|this.words[i]))%t;return r},a.prototype.idivn=function(t){n(t<=67108863);for(var e=0,r=this.length-1;r>=0;r--){var i=(0|this.words[r])+67108864*e;this.words[r]=i/t|0,e=i%t}return this.strip()},a.prototype.divn=function(t){return this.clone().idivn(t)},a.prototype.egcd=function(t){n(0===t.negative),n(!t.isZero());var e=this,r=t.clone();e=0!==e.negative?e.umod(t):e.clone();for(var i=new a(1),o=new a(0),s=new a(0),l=new a(1),c=0;e.isEven()&&r.isEven();)e.iushrn(1),r.iushrn(1),++c;for(var u=r.clone(),h=e.clone();!e.isZero();){for(var f=0,p=1;0==(e.words[0]&p)&&f<26;++f,p<<=1);if(f>0)for(e.iushrn(f);f-- >0;)(i.isOdd()||o.isOdd())&&(i.iadd(u),o.isub(h)),i.iushrn(1),o.iushrn(1);for(var d=0,g=1;0==(r.words[0]&g)&&d<26;++d,g<<=1);if(d>0)for(r.iushrn(d);d-- >0;)(s.isOdd()||l.isOdd())&&(s.iadd(u),l.isub(h)),s.iushrn(1),l.iushrn(1);e.cmp(r)>=0?(e.isub(r),i.isub(s),o.isub(l)):(r.isub(e),s.isub(i),l.isub(o))}return{a:s,b:l,gcd:r.iushln(c)}},a.prototype._invmp=function(t){n(0===t.negative),n(!t.isZero());var e=this,r=t.clone();e=0!==e.negative?e.umod(t):e.clone();for(var i,o=new a(1),s=new a(0),l=r.clone();e.cmpn(1)>0&&r.cmpn(1)>0;){for(var c=0,u=1;0==(e.words[0]&u)&&c<26;++c,u<<=1);if(c>0)for(e.iushrn(c);c-- >0;)o.isOdd()&&o.iadd(l),o.iushrn(1);for(var h=0,f=1;0==(r.words[0]&f)&&h<26;++h,f<<=1);if(h>0)for(r.iushrn(h);h-- >0;)s.isOdd()&&s.iadd(l),s.iushrn(1);e.cmp(r)>=0?(e.isub(r),o.isub(s)):(r.isub(e),s.isub(o))}return(i=0===e.cmpn(1)?o:s).cmpn(0)<0&&i.iadd(t),i},a.prototype.gcd=function(t){if(this.isZero())return t.abs();if(t.isZero())return this.abs();var e=this.clone(),r=t.clone();e.negative=0,r.negative=0;for(var n=0;e.isEven()&&r.isEven();n++)e.iushrn(1),r.iushrn(1);for(;;){for(;e.isEven();)e.iushrn(1);for(;r.isEven();)r.iushrn(1);var i=e.cmp(r);if(i<0){var a=e;e=r,r=a}else if(0===i||0===r.cmpn(1))break;e.isub(r)}return r.iushln(n)},a.prototype.invm=function(t){return this.egcd(t).a.umod(t)},a.prototype.isEven=function(){return 0==(1&this.words[0])},a.prototype.isOdd=function(){return 1==(1&this.words[0])},a.prototype.andln=function(t){return this.words[0]&t},a.prototype.bincn=function(t){n(\"number\"==typeof t);var 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0!==(z=H?l.sweepBipartite(t,e,B,N,X,Z,R,K,Y,W):l.sweepBipartite(t,e,R,K,Y,W,B,N,X,Z)))return z}else A(O++,P+1,R,K,B,N,H,-1/0,1/0),A(O++,P+1,B,N,R,K,1^H,-1/0,1/0);if(K<F){var Q=c(t,P,B,N,X,Z),tt=X[I*Q+P],et=g(t,P,Q,N,X,Z,tt);if(et<N&&A(O++,P,K,F,et,N,(4|H)+(G?16:0),tt,q),B<Q&&A(O++,P,K,F,B,Q,(2|H)+(G?16:0),U,tt),Q+1===et){if(void 0!==(z=G?M(t,P,e,K,F,Y,W,Q,X,Z[Q]):T(t,P,e,H,K,F,Y,W,Q,X,Z[Q])))return z}else if(Q<et){var rt;if(G){if(rt=y(t,P,K,F,Y,W,tt),K<rt){var nt=g(t,P,K,rt,Y,W,tt);if(P===t-2){if(K<nt&&void 0!==(z=l.sweepComplete(t,e,K,nt,Y,W,Q,et,X,Z)))return z;if(nt<rt&&void 0!==(z=l.sweepBipartite(t,e,nt,rt,Y,W,Q,et,X,Z)))return z}else K<nt&&A(O++,P+1,K,nt,Q,et,16,-1/0,1/0),nt<rt&&(A(O++,P+1,nt,rt,Q,et,0,-1/0,1/0),A(O++,P+1,Q,et,nt,rt,1,-1/0,1/0))}}else rt=H?x(t,P,K,F,Y,W,tt):y(t,P,K,F,Y,W,tt),K<rt&&(P===t-2?z=H?l.sweepBipartite(t,e,Q,et,X,Z,K,rt,Y,W):l.sweepBipartite(t,e,K,rt,Y,W,Q,et,X,Z):(A(O++,P+1,K,rt,Q,et,H,-1/0,1/0),A(O++,P+1,Q,et,K,rt,1^H,-1/0,1/0)))}}}}};var n=t(\"typedarray-pool\"),i=t(\"bit-twiddle\"),a=t(\"./brute\"),o=a.partial,s=a.full,l=t(\"./sweep\"),c=t(\"./median\"),u=t(\"./partition\"),h=128,f=1<<22,p=1<<22,d=u(\"!(lo>=p0)&&!(p1>=hi)\",[\"p0\",\"p1\"]),g=u(\"lo===p0\",[\"p0\"]),v=u(\"lo<p0\",[\"p0\"]),m=u(\"hi<=p0\",[\"p0\"]),y=u(\"lo<=p0&&p0<=hi\",[\"p0\"]),x=u(\"lo<p0&&p0<=hi\",[\"p0\"]),b=6,_=2,w=n.mallocInt32(1024),k=n.mallocDouble(1024);function A(t,e,r,n,i,a,o,s,l){var c=b*t;w[c]=e,w[c+1]=r,w[c+2]=n,w[c+3]=i,w[c+4]=a,w[c+5]=o;var u=_*t;k[u]=s,k[u+1]=l}function T(t,e,r,n,i,a,o,s,l,c,u){var h=2*t,f=l*h,p=c[f+e];t:for(var d=i,g=i*h;d<a;++d,g+=h){var v=o[g+e],m=o[g+e+t];if(!(p<v||m<p)&&(!n||p!==v)){for(var y,x=s[d],b=e+1;b<t;++b){v=o[g+b],m=o[g+b+t];var _=c[f+b],w=c[f+b+t];if(m<_||w<v)continue t}if(void 0!==(y=n?r(u,x):r(x,u)))return y}}}function M(t,e,r,n,i,a,o,s,l,c){var u=2*t,h=s*u,f=l[h+e];t:for(var p=n,d=n*u;p<i;++p,d+=u){var g=o[p];if(g!==c){var v=a[d+e],m=a[d+e+t];if(!(f<v||m<f)){for(var y=e+1;y<t;++y){v=a[d+y],m=a[d+y+t];var x=l[h+y],b=l[h+y+t];if(m<x||b<v)continue t}var _=r(g,c);if(void 0!==_)return _}}}}},{\"./brute\":88,\"./median\":90,\"./partition\":91,\"./sweep\":93,\"bit-twiddle\":83,\"typedarray-pool\":530}],90:[function(t,e,r){\"use strict\";e.exports=function(t,e,r,o,s,l){if(o<=r+1)return r;var c=r,u=o,h=o+r>>>1,f=2*t,p=h,d=s[f*h+e];for(;c<u;){if(u-c<i){a(t,e,c,u,s,l),d=s[f*h+e];break}var g=u-c,v=Math.random()*g+c|0,m=s[f*v+e],y=Math.random()*g+c|0,x=s[f*y+e],b=Math.random()*g+c|0,_=s[f*b+e];m<=x?_>=x?(p=y,d=x):m>=_?(p=v,d=m):(p=b,d=_):x>=_?(p=y,d=x):_>=m?(p=v,d=m):(p=b,d=_);for(var w=f*(u-1),k=f*p,A=0;A<f;++A,++w,++k){var T=s[w];s[w]=s[k],s[k]=T}var M=l[u-1];l[u-1]=l[p],l[p]=M,p=n(t,e,c,u-1,s,l,d);for(var w=f*(u-1),k=f*p,A=0;A<f;++A,++w,++k){var T=s[w];s[w]=s[k],s[k]=T}var M=l[u-1];if(l[u-1]=l[p],l[p]=M,h<p){for(u=p-1;c<u&&s[f*(u-1)+e]===d;)u-=1;u+=1}else{if(!(p<h))break;for(c=p+1;c<u&&s[f*c+e]===d;)c+=1}}return n(t,e,r,h,s,l,s[f*h+e])};var n=t(\"./partition\")(\"lo<p0\",[\"p0\"]),i=8;function a(t,e,r,n,i,a){for(var o=2*t,s=o*(r+1)+e,l=r+1;l<n;++l,s+=o)for(var c=i[s],u=l,h=o*(l-1);u>r&&i[h+e]>c;--u,h-=o){for(var f=h,p=h+o,d=0;d<o;++d,++f,++p){var g=i[f];i[f]=i[p],i[p]=g}var v=a[u];a[u]=a[u-1],a[u-1]=v}}},{\"./partition\":91}],91:[function(t,e,r){\"use strict\";e.exports=function(t,e){var r=\"abcdef\".split(\"\").concat(e),i=[];t.indexOf(\"lo\")>=0&&i.push(\"lo=e[k+n]\");t.indexOf(\"hi\")>=0&&i.push(\"hi=e[k+o]\");return r.push(n.replace(\"_\",i.join()).replace(\"$\",t)),Function.apply(void 0,r)};var n=\"for(var j=2*a,k=j*c,l=k,m=c,n=b,o=a+b,p=c;d>p;++p,k+=j){var _;if($)if(m===p)m+=1,l+=j;else{for(var s=0;j>s;++s){var t=e[k+s];e[k+s]=e[l],e[l++]=t}var u=f[p];f[p]=f[m],f[m++]=u}}return m\"},{}],92:[function(t,e,r){\"use strict\";e.exports=function(t,e){e<=4*n?i(0,e-1,t):function t(e,r,h){var 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r=8*e;p.length<r&&(n.free(p),p=n.mallocDouble(r))},sweepBipartite:function(t,e,r,n,i,h,f,v,m,y){for(var x=0,b=2*t,_=t-1,w=b-1,k=r;k<n;++k){var A=h[k],T=b*k;p[x++]=i[T+_],p[x++]=-(A+1),p[x++]=i[T+w],p[x++]=A}for(var k=f;k<v;++k){var A=y[k]+o,M=b*k;p[x++]=m[M+_],p[x++]=-A,p[x++]=m[M+w],p[x++]=A}var S=x>>>1;a(p,S);for(var E=0,C=0,k=0;k<S;++k){var L=0|p[2*k+1];if(L>=o)d(c,u,C--,L=L-o|0);else if(L>=0)d(s,l,E--,L);else if(L<=-o){L=-L-o|0;for(var z=0;z<E;++z){var O=e(s[z],L);if(void 0!==O)return O}g(c,u,C++,L)}else{L=-L-1|0;for(var z=0;z<C;++z){var O=e(L,c[z]);if(void 0!==O)return O}g(s,l,E++,L)}}},sweepComplete:function(t,e,r,n,i,o,v,m,y,x){for(var b=0,_=2*t,w=t-1,k=_-1,A=r;A<n;++A){var T=o[A]+1<<1,M=_*A;p[b++]=i[M+w],p[b++]=-T,p[b++]=i[M+k],p[b++]=T}for(var A=v;A<m;++A){var T=x[A]+1<<1,S=_*A;p[b++]=y[S+w],p[b++]=1|-T,p[b++]=y[S+k],p[b++]=1|T}var E=b>>>1;a(p,E);for(var C=0,L=0,z=0,A=0;A<E;++A){var O=0|p[2*A+1],I=1&O;if(A<E-1&&O>>1==p[2*A+3]>>1&&(I=2,A+=1),O<0){for(var D=-(O>>1)-1,P=0;P<z;++P){var R=e(h[P],D);if(void 0!==R)return R}if(0!==I)for(var P=0;P<C;++P){var R=e(s[P],D);if(void 0!==R)return R}if(1!==I)for(var P=0;P<L;++P){var R=e(c[P],D);if(void 0!==R)return R}0===I?g(s,l,C++,D):1===I?g(c,u,L++,D):2===I&&g(h,f,z++,D)}else{var D=(O>>1)-1;0===I?d(s,l,C--,D):1===I?d(c,u,L--,D):2===I&&d(h,f,z--,D)}}},scanBipartite:function(t,e,r,n,i,c,u,h,f,v,m,y){var x=0,b=2*t,_=e,w=e+t,k=1,A=1;n?A=o:k=o;for(var T=i;T<c;++T){var M=T+k,S=b*T;p[x++]=u[S+_],p[x++]=-M,p[x++]=u[S+w],p[x++]=M}for(var T=f;T<v;++T){var M=T+A,E=b*T;p[x++]=m[E+_],p[x++]=-M}var C=x>>>1;a(p,C);for(var L=0,T=0;T<C;++T){var z=0|p[2*T+1];if(z<0){var M=-z,O=!1;if(M>=o?(O=!n,M-=o):(O=!!n,M-=1),O)g(s,l,L++,M);else{var I=y[M],D=b*M,P=m[D+e+1],R=m[D+e+1+t];t:for(var F=0;F<L;++F){var B=s[F],N=b*B;if(!(R<u[N+e+1]||u[N+e+1+t]<P)){for(var j=e+2;j<t;++j)if(m[D+j+t]<u[N+j]||u[N+j+t]<m[D+j])continue t;var V,U=h[B];if(void 0!==(V=n?r(I,U):r(U,I)))return V}}}}else 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c=(a=r.left=o(a)).right=o(a.right),r.left=c.right,a.right=c.left,c.right=r,c.left=a,c._color=r._color,r._color=i,a._color=i,e._color=i,l(r),l(a),l(c),u>1&&((h=t[u-2]).right===r?h.right=c:h.left=c),void(t[u-1]=c);if(a._color===i){if(r._color===n)return r._color=i,void(r.left=s(n,a));r.left=s(n,a);continue}var h;a=o(a),r.left=a.right,a.right=r,a._color=r._color,r._color=n,l(r),l(a),u>1&&((h=t[u-2]).right===r?h.right=a:h.left=a),t[u-1]=a,t[u]=r,u+1<t.length?t[u+1]=e:t.push(e),u+=2}}}(e),g.left===r?g.left=null:g.right=null,new c(this.tree._compare,e[0])},Object.defineProperty(f,\"key\",{get:function(){if(this._stack.length>0)return this._stack[this._stack.length-1].key},enumerable:!0}),Object.defineProperty(f,\"value\",{get:function(){if(this._stack.length>0)return this._stack[this._stack.length-1].value},enumerable:!0}),Object.defineProperty(f,\"index\",{get:function(){var t=0,e=this._stack;if(0===e.length){var r=this.tree.root;return 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r.update(e),r};var n=t(\"./lib/text.js\"),i=t(\"./lib/lines.js\"),a=t(\"./lib/background.js\"),o=t(\"./lib/cube.js\"),s=t(\"./lib/ticks.js\"),l=new Float32Array([1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1]);function c(t,e){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t}function 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h=u.prototype;function f(){this.primalOffset=[0,0,0],this.primalMinor=[0,0,0],this.mirrorOffset=[0,0,0],this.mirrorMinor=[0,0,0]}h.update=function(t){function e(e,r,n){if(n in t){var i,a=t[n],o=this[n];(e?Array.isArray(a)&&Array.isArray(a[0]):Array.isArray(a))?this[n]=i=[r(a[0]),r(a[1]),r(a[2])]:this[n]=i=[r(a),r(a),r(a)];for(var s=0;s<3;++s)if(i[s]!==o[s])return!0}return!1}t=t||{};var r,a=e.bind(this,!1,Number),o=e.bind(this,!1,Boolean),l=e.bind(this,!1,String),c=e.bind(this,!0,function(t){if(Array.isArray(t)){if(3===t.length)return[+t[0],+t[1],+t[2],1];if(4===t.length)return[+t[0],+t[1],+t[2],+t[3]]}return[0,0,0,1]}),u=!1,h=!1;if(\"bounds\"in t)for(var f=t.bounds,p=0;p<2;++p)for(var d=0;d<3;++d)f[p][d]!==this.bounds[p][d]&&(h=!0),this.bounds[p][d]=f[p][d];if(\"ticks\"in t){r=t.ticks,u=!0,this.autoTicks=!1;for(p=0;p<3;++p)this.tickSpacing[p]=0}else a(\"tickSpacing\")&&(this.autoTicks=!0,h=!0);if(this._firstInit&&(\"ticks\"in t||\"tickSpacing\"in t||(this.autoTicks=!0),h=!0,u=!0,this._firstInit=!1),h&&this.autoTicks&&(r=s.create(this.bounds,this.tickSpacing),u=!0),u){for(p=0;p<3;++p)r[p].sort(function(t,e){return t.x-e.x});s.equal(r,this.ticks)?u=!1:this.ticks=r}o(\"tickEnable\"),l(\"tickFont\")&&(u=!0),a(\"tickSize\"),a(\"tickAngle\"),a(\"tickPad\"),c(\"tickColor\");var g=l(\"labels\");l(\"labelFont\")&&(g=!0),o(\"labelEnable\"),a(\"labelSize\"),a(\"labelPad\"),c(\"labelColor\"),o(\"lineEnable\"),o(\"lineMirror\"),a(\"lineWidth\"),c(\"lineColor\"),o(\"lineTickEnable\"),o(\"lineTickMirror\"),a(\"lineTickLength\"),a(\"lineTickWidth\"),c(\"lineTickColor\"),o(\"gridEnable\"),a(\"gridWidth\"),c(\"gridColor\"),o(\"zeroEnable\"),c(\"zeroLineColor\"),a(\"zeroLineWidth\"),o(\"backgroundEnable\"),c(\"backgroundColor\"),this._text?this._text&&(g||u)&&this._text.update(this.bounds,this.labels,this.labelFont,this.ticks,this.tickFont):this._text=n(this.gl,this.bounds,this.labels,this.labelFont,this.ticks,this.tickFont),this._lines&&u&&(this._lines.dispose(),this._lines=null),this._lines||(this._lines=i(this.gl,this.bounds,this.ticks))};var p=[new f,new f,new f];function d(t,e,r,n,i){for(var a=t.primalOffset,o=t.primalMinor,s=t.mirrorOffset,l=t.mirrorMinor,c=n[e],u=0;u<3;++u)if(e!==u){var h=a,f=s,p=o,d=l;c&1<<u&&(h=s,f=a,p=l,d=o),h[u]=r[0][u],f[u]=r[1][u],i[u]>0?(p[u]=-1,d[u]=0):(p[u]=0,d[u]=1)}}var g=[0,0,0],v={model:l,view:l,projection:l,_ortho:!1};h.isOpaque=function(){return!0},h.isTransparent=function(){return!1},h.drawTransparent=function(t){};var m=[0,0,0],y=[0,0,0],x=[0,0,0];h.draw=function(t){t=t||v;for(var e=this.gl,r=t.model||l,n=t.view||l,i=t.projection||l,a=this.bounds,s=t._ortho||!1,u=o(r,n,i,a,s),h=u.cubeEdges,f=u.axis,b=n[12],_=n[13],w=n[14],k=n[15],A=(s?2:1)*this.pixelRatio*(i[3]*b+i[7]*_+i[11]*w+i[15]*k)/e.drawingBufferHeight,T=0;T<3;++T)this.lastCubeProps.cubeEdges[T]=h[T],this.lastCubeProps.axis[T]=f[T];var M=p;for(T=0;T<3;++T)d(p[T],T,this.bounds,h,f);e=this.gl;var S,E=g;for(T=0;T<3;++T)this.backgroundEnable[T]?E[T]=f[T]:E[T]=0;this._background.draw(r,n,i,a,E,this.backgroundColor),this._lines.bind(r,n,i,this);for(T=0;T<3;++T){var C=[0,0,0];f[T]>0?C[T]=a[1][T]:C[T]=a[0][T];for(var L=0;L<2;++L){var z=(T+1+L)%3,O=(T+1+(1^L))%3;this.gridEnable[z]&&this._lines.drawGrid(z,O,this.bounds,C,this.gridColor[z],this.gridWidth[z]*this.pixelRatio)}for(L=0;L<2;++L){z=(T+1+L)%3,O=(T+1+(1^L))%3;this.zeroEnable[O]&&Math.min(a[0][O],a[1][O])<=0&&Math.max(a[0][O],a[1][O])>=0&&this._lines.drawZero(z,O,this.bounds,C,this.zeroLineColor[O],this.zeroLineWidth[O]*this.pixelRatio)}}for(T=0;T<3;++T){this.lineEnable[T]&&this._lines.drawAxisLine(T,this.bounds,M[T].primalOffset,this.lineColor[T],this.lineWidth[T]*this.pixelRatio),this.lineMirror[T]&&this._lines.drawAxisLine(T,this.bounds,M[T].mirrorOffset,this.lineColor[T],this.lineWidth[T]*this.pixelRatio);var I=c(m,M[T].primalMinor),D=c(y,M[T].mirrorMinor),P=this.lineTickLength;for(L=0;L<3;++L){var R=A/r[5*L];I[L]*=P[L]*R,D[L]*=P[L]*R}this.lineTickEnable[T]&&this._lines.drawAxisTicks(T,M[T].primalOffset,I,this.lineTickColor[T],this.lineTickWidth[T]*this.pixelRatio),this.lineTickMirror[T]&&this._lines.drawAxisTicks(T,M[T].mirrorOffset,D,this.lineTickColor[T],this.lineTickWidth[T]*this.pixelRatio)}this._lines.unbind(),this._text.bind(r,n,i,this.pixelRatio);var F,B;function N(t){(B=[0,0,0])[t]=1}function j(t,e,r){var n=(t+1)%3,i=(t+2)%3,a=e[n],o=e[i],s=r[n],l=r[i];a>0&&l>0?N(n):a>0&&l<0?N(n):a<0&&l>0?N(n):a<0&&l<0?N(n):o>0&&s>0?N(i):o>0&&s<0?N(i):o<0&&s>0?N(i):o<0&&s<0&&N(i)}for(T=0;T<3;++T){var V=M[T].primalMinor,U=M[T].mirrorMinor,q=c(x,M[T].primalOffset);for(L=0;L<3;++L)this.lineTickEnable[T]&&(q[L]+=A*V[L]*Math.max(this.lineTickLength[L],0)/r[5*L]);var H=[0,0,0];if(H[T]=1,this.tickEnable[T]){-3600===this.tickAngle[T]?(this.tickAngle[T]=0,this.tickAlign[T]=\"auto\"):this.tickAlign[T]=-1,F=1,\"auto\"===(S=[this.tickAlign[T],.5,F])[0]?S[0]=0:S[0]=parseInt(\"\"+S[0]),B=[0,0,0],j(T,V,U);for(L=0;L<3;++L)q[L]+=A*V[L]*this.tickPad[L]/r[5*L];this._text.drawTicks(T,this.tickSize[T],this.tickAngle[T],q,this.tickColor[T],H,B,S)}if(this.labelEnable[T]){F=0,B=[0,0,0],this.labels[T].length>4&&(N(T),F=1),\"auto\"===(S=[this.labelAlign[T],.5,F])[0]?S[0]=0:S[0]=parseInt(\"\"+S[0]);for(L=0;L<3;++L)q[L]+=A*V[L]*this.labelPad[L]/r[5*L];q[T]+=.5*(a[0][T]+a[1][T]),this._text.drawLabel(T,this.labelSize[T],this.labelAngle[T],q,this.labelColor[T],[0,0,0],B,S)}}this._text.unbind()},h.dispose=function(){this._text.dispose(),this._lines.dispose(),this._background.dispose(),this._lines=null,this._text=null,this._background=null,this.gl=null}},{\"./lib/background.js\":231,\"./lib/cube.js\":232,\"./lib/lines.js\":233,\"./lib/text.js\":235,\"./lib/ticks.js\":236}],231:[function(t,e,r){\"use strict\";e.exports=function(t){for(var e=[],r=[],s=0,l=0;l<3;++l)for(var c=(l+1)%3,u=(l+2)%3,h=[0,0,0],f=[0,0,0],p=-1;p<=1;p+=2){r.push(s,s+2,s+1,s+1,s+2,s+3),h[l]=p,f[l]=p;for(var d=-1;d<=1;d+=2){h[c]=d;for(var g=-1;g<=1;g+=2)h[u]=g,e.push(h[0],h[1],h[2],f[0],f[1],f[2]),s+=1}var v=c;c=u,u=v}var m=n(t,new Float32Array(e)),y=n(t,new Uint16Array(r),t.ELEMENT_ARRAY_BUFFER),x=i(t,[{buffer:m,type:t.FLOAT,size:3,offset:0,stride:24},{buffer:m,type:t.FLOAT,size:3,offset:12,stride:24}],y),b=a(t);return b.attributes.position.location=0,b.attributes.normal.location=1,new o(t,m,x,b)};var n=t(\"gl-buffer\"),i=t(\"gl-vao\"),a=t(\"./shaders\").bg;function o(t,e,r,n){this.gl=t,this.buffer=e,this.vao=r,this.shader=n}var s=o.prototype;s.draw=function(t,e,r,n,i,a){for(var o=!1,s=0;s<3;++s)o=o||i[s];if(o){var l=this.gl;l.enable(l.POLYGON_OFFSET_FILL),l.polygonOffset(1,2),this.shader.bind(),this.shader.uniforms={model:t,view:e,projection:r,bounds:n,enable:i,colors:a},this.vao.bind(),this.vao.draw(this.gl.TRIANGLES,36),this.vao.unbind(),l.disable(l.POLYGON_OFFSET_FILL)}},s.dispose=function(){this.vao.dispose(),this.buffer.dispose(),this.shader.dispose()}},{\"./shaders\":234,\"gl-buffer\":238,\"gl-vao\":320}],232:[function(t,e,r){\"use strict\";e.exports=function(t,e,r,a,p){i(s,e,t),i(s,r,s);for(var y=0,x=0;x<2;++x){u[2]=a[x][2];for(var b=0;b<2;++b){u[1]=a[b][1];for(var _=0;_<2;++_)u[0]=a[_][0],f(l[y],u,s),y+=1}}for(var w=-1,x=0;x<8;++x){for(var k=l[x][3],A=0;A<3;++A)c[x][A]=l[x][A]/k;p&&(c[x][2]*=-1),k<0&&(w<0?w=x:c[x][2]<c[w][2]&&(w=x))}if(w<0){w=0;for(var T=0;T<3;++T){for(var M=(T+2)%3,S=(T+1)%3,E=-1,C=-1,L=0;L<2;++L){var z=L<<T,O=z+(L<<M)+(1-L<<S),I=z+(1-L<<M)+(L<<S);o(c[z],c[O],c[I],h)<0||(L?E=1:C=1)}if(E<0||C<0)C>E&&(w|=1<<T);else{for(var L=0;L<2;++L){var z=L<<T,O=z+(L<<M)+(1-L<<S),I=z+(1-L<<M)+(L<<S),D=d([l[z],l[O],l[I],l[z+(1<<M)+(1<<S)]]);L?E=D:C=D}C>E&&(w|=1<<T)}}}for(var P=7^w,R=-1,x=0;x<8;++x)x!==w&&x!==P&&(R<0?R=x:c[R][1]>c[x][1]&&(R=x));for(var F=-1,x=0;x<3;++x){var B=R^1<<x;if(B!==w&&B!==P){F<0&&(F=B);var S=c[B];S[0]<c[F][0]&&(F=B)}}for(var N=-1,x=0;x<3;++x){var B=R^1<<x;if(B!==w&&B!==P&&B!==F){N<0&&(N=B);var S=c[B];S[0]>c[N][0]&&(N=B)}}var j=g;j[0]=j[1]=j[2]=0,j[n.log2(F^R)]=R&F,j[n.log2(R^N)]=R&N;var V=7^N;V===w||V===P?(V=7^F,j[n.log2(N^V)]=V&N):j[n.log2(F^V)]=V&F;for(var U=v,q=w,T=0;T<3;++T)U[T]=q&1<<T?-1:1;return m};var n=t(\"bit-twiddle\"),i=t(\"gl-mat4/multiply\"),a=t(\"split-polygon\"),o=t(\"robust-orientation\"),s=new Array(16),l=new Array(8),c=new Array(8),u=new Array(3),h=[0,0,0];function f(t,e,r){for(var n=0;n<4;++n){t[n]=r[12+n];for(var i=0;i<3;++i)t[n]+=e[i]*r[4*i+n]}}!function(){for(var t=0;t<8;++t)l[t]=[1,1,1,1],c[t]=[1,1,1]}();var p=[[0,0,1,0,0],[0,0,-1,1,0],[0,-1,0,1,0],[0,1,0,1,0],[-1,0,0,1,0],[1,0,0,1,0]];function d(t){for(var e=0;e<p.length;++e)if((t=a.positive(t,p[e])).length<3)return 0;var r=t[0],n=r[0]/r[3],i=r[1]/r[3],o=0;for(e=1;e+1<t.length;++e){var s=t[e],l=t[e+1],c=s[0]/s[3]-n,u=s[1]/s[3]-i,h=l[0]/l[3]-n,f=l[1]/l[3]-i;o+=Math.abs(c*f-u*h)}return o}var g=[1,1,1],v=[0,0,0],m={cubeEdges:g,axis:v}},{\"bit-twiddle\":83,\"gl-mat4/multiply\":264,\"robust-orientation\":495,\"split-polygon\":512}],233:[function(t,e,r){\"use strict\";e.exports=function(t,e,r){var o=[],s=[0,0,0],l=[0,0,0],c=[0,0,0],u=[0,0,0];o.push(0,0,1,0,1,1,0,0,-1,0,0,-1,0,1,1,0,1,-1);for(var h=0;h<3;++h){for(var f=o.length/3|0,d=0;d<r[h].length;++d){var g=+r[h][d].x;o.push(g,0,1,g,1,1,g,0,-1,g,0,-1,g,1,1,g,1,-1)}var v=o.length/3|0;s[h]=f,l[h]=v-f;for(var f=o.length/3|0,m=0;m<r[h].length;++m){var g=+r[h][m].x;o.push(g,0,1,g,1,1,g,0,-1,g,0,-1,g,1,1,g,1,-1)}var v=o.length/3|0;c[h]=f,u[h]=v-f}var y=n(t,new Float32Array(o)),x=i(t,[{buffer:y,type:t.FLOAT,size:3,stride:0,offset:0}]),b=a(t);return b.attributes.position.location=0,new p(t,y,x,b,l,s,u,c)};var n=t(\"gl-buffer\"),i=t(\"gl-vao\"),a=t(\"./shaders\").line,o=[0,0,0],s=[0,0,0],l=[0,0,0],c=[0,0,0],u=[1,1];function h(t){return t[0]=t[1]=t[2]=0,t}function f(t,e){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t}function p(t,e,r,n,i,a,o,s){this.gl=t,this.vertBuffer=e,this.vao=r,this.shader=n,this.tickCount=i,this.tickOffset=a,this.gridCount=o,this.gridOffset=s}var d=p.prototype;d.bind=function(t,e,r){this.shader.bind(),this.shader.uniforms.model=t,this.shader.uniforms.view=e,this.shader.uniforms.projection=r,u[0]=this.gl.drawingBufferWidth,u[1]=this.gl.drawingBufferHeight,this.shader.uniforms.screenShape=u,this.vao.bind()},d.unbind=function(){this.vao.unbind()},d.drawAxisLine=function(t,e,r,n,i){var a=h(s);this.shader.uniforms.majorAxis=s,a[t]=e[1][t]-e[0][t],this.shader.uniforms.minorAxis=a;var o,u=f(c,r);u[t]+=e[0][t],this.shader.uniforms.offset=u,this.shader.uniforms.lineWidth=i,this.shader.uniforms.color=n,(o=h(l))[(t+2)%3]=1,this.shader.uniforms.screenAxis=o,this.vao.draw(this.gl.TRIANGLES,6),(o=h(l))[(t+1)%3]=1,this.shader.uniforms.screenAxis=o,this.vao.draw(this.gl.TRIANGLES,6)},d.drawAxisTicks=function(t,e,r,n,i){if(this.tickCount[t]){var a=h(o);a[t]=1,this.shader.uniforms.majorAxis=a,this.shader.uniforms.offset=e,this.shader.uniforms.minorAxis=r,this.shader.uniforms.color=n,this.shader.uniforms.lineWidth=i;var s=h(l);s[t]=1,this.shader.uniforms.screenAxis=s,this.vao.draw(this.gl.TRIANGLES,this.tickCount[t],this.tickOffset[t])}},d.drawGrid=function(t,e,r,n,i,a){if(this.gridCount[t]){var u=h(s);u[e]=r[1][e]-r[0][e],this.shader.uniforms.minorAxis=u;var p=f(c,n);p[e]+=r[0][e],this.shader.uniforms.offset=p;var d=h(o);d[t]=1,this.shader.uniforms.majorAxis=d;var g=h(l);g[t]=1,this.shader.uniforms.screenAxis=g,this.shader.uniforms.lineWidth=a,this.shader.uniforms.color=i,this.vao.draw(this.gl.TRIANGLES,this.gridCount[t],this.gridOffset[t])}},d.drawZero=function(t,e,r,n,i,a){var o=h(s);this.shader.uniforms.majorAxis=o,o[t]=r[1][t]-r[0][t],this.shader.uniforms.minorAxis=o;var u=f(c,n);u[t]+=r[0][t],this.shader.uniforms.offset=u;var p=h(l);p[e]=1,this.shader.uniforms.screenAxis=p,this.shader.uniforms.lineWidth=a,this.shader.uniforms.color=i,this.vao.draw(this.gl.TRIANGLES,6)},d.dispose=function(){this.vao.dispose(),this.vertBuffer.dispose(),this.shader.dispose()}},{\"./shaders\":234,\"gl-buffer\":238,\"gl-vao\":320}],234:[function(t,e,r){\"use strict\";var n=t(\"glslify\"),i=t(\"gl-shader\"),a=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 offset, majorAxis, minorAxis, screenAxis;\\nuniform float lineWidth;\\nuniform vec2 screenShape;\\n\\nvec3 project(vec3 p) {\\n  vec4 pp = projection * view * model * vec4(p, 1.0);\\n  return pp.xyz / max(pp.w, 0.0001);\\n}\\n\\nvoid main() {\\n  vec3 major = position.x * majorAxis;\\n  vec3 minor = position.y * minorAxis;\\n\\n  vec3 vPosition = major + minor + offset;\\n  vec3 pPosition = project(vPosition);\\n  vec3 offset = project(vPosition + screenAxis * position.z);\\n\\n  vec2 screen = normalize((offset - pPosition).xy * screenShape) / screenShape;\\n\\n  gl_Position = vec4(pPosition + vec3(0.5 * screen * lineWidth, 0), 1.0);\\n}\\n\"]),o=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color;\\nvoid main() {\\n  gl_FragColor = color;\\n}\"]);r.line=function(t){return i(t,a,o,null,[{name:\"position\",type:\"vec3\"}])};var s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 offset, axis, alignDir, alignOpt;\\nuniform float scale, angle, pixelScale;\\nuniform vec2 resolution;\\n\\nvec3 project(vec3 p) {\\n  vec4 pp = projection * view * model * vec4(p, 1.0);\\n  return pp.xyz / max(pp.w, 0.0001);\\n}\\n\\nfloat computeViewAngle(vec3 a, vec3 b) {\\n  vec3 A = project(a);\\n  vec3 B = project(b);\\n\\n  return atan(\\n    (B.y - A.y) * resolution.y,\\n    (B.x - A.x) * resolution.x\\n  );\\n}\\n\\nconst float PI = 3.141592;\\nconst float TWO_PI = 2.0 * PI;\\nconst float HALF_PI = 0.5 * PI;\\nconst float ONE_AND_HALF_PI = 1.5 * PI;\\n\\nint option = int(floor(alignOpt.x + 0.001));\\nfloat hv_ratio =       alignOpt.y;\\nbool enableAlign =    (alignOpt.z != 0.0);\\n\\nfloat mod_angle(float a) {\\n  return mod(a, PI);\\n}\\n\\nfloat positive_angle(float a) {\\n  return mod_angle((a < 0.0) ?\\n    a + TWO_PI :\\n    a\\n  );\\n}\\n\\nfloat look_upwards(float a) {\\n  float b = positive_angle(a);\\n  return ((b > HALF_PI) && (b <= ONE_AND_HALF_PI)) ?\\n    b - PI :\\n    b;\\n}\\n\\nfloat look_horizontal_or_vertical(float a, float ratio) {\\n  // ratio controls the ratio between being horizontal to (vertical + horizontal)\\n  // if ratio is set to 0.5 then it is 50%, 50%.\\n  // when using a higher ratio e.g. 0.75 the result would\\n  // likely be more horizontal than vertical.\\n\\n  float b = positive_angle(a);\\n\\n  return\\n    (b < (      ratio) * HALF_PI) ? 0.0 :\\n    (b < (2.0 - ratio) * HALF_PI) ? -HALF_PI :\\n    (b < (2.0 + ratio) * HALF_PI) ? 0.0 :\\n    (b < (4.0 - ratio) * HALF_PI) ? HALF_PI :\\n                                    0.0;\\n}\\n\\nfloat roundTo(float a, float b) {\\n  return float(b * floor((a + 0.5 * b) / b));\\n}\\n\\nfloat look_round_n_directions(float a, int n) {\\n  float b = positive_angle(a);\\n  float div = TWO_PI / float(n);\\n  float c = roundTo(b, div);\\n  return look_upwards(c);\\n}\\n\\nfloat applyAlignOption(float rawAngle, float delta) {\\n  return\\n    (option >  2) ? look_round_n_directions(rawAngle + delta, option) :       // option 3-n: round to n directions\\n    (option == 2) ? look_horizontal_or_vertical(rawAngle + delta, hv_ratio) : // horizontal or vertical\\n    (option == 1) ? rawAngle + delta :       // use free angle, and flip to align with one direction of the axis\\n    (option == 0) ? look_upwards(rawAngle) : // use free angle, and stay upwards\\n    (option ==-1) ? 0.0 :                    // useful for backward compatibility, all texts remains horizontal\\n                    rawAngle;                // otherwise return back raw input angle\\n}\\n\\nbool isAxisTitle = (axis.x == 0.0) &&\\n                   (axis.y == 0.0) &&\\n                   (axis.z == 0.0);\\n\\nvoid main() {\\n  //Compute world offset\\n  float axisDistance = position.z;\\n  vec3 dataPosition = axisDistance * axis + offset;\\n\\n  float beta = angle; // i.e. user defined attributes for each tick\\n\\n  float axisAngle;\\n  float clipAngle;\\n  float flip;\\n\\n  if (enableAlign) {\\n    axisAngle = (isAxisTitle) ? HALF_PI :\\n                      computeViewAngle(dataPosition, dataPosition + axis);\\n    clipAngle = computeViewAngle(dataPosition, dataPosition + alignDir);\\n\\n    axisAngle += (sin(axisAngle) < 0.0) ? PI : 0.0;\\n    clipAngle += (sin(clipAngle) < 0.0) ? PI : 0.0;\\n\\n    flip = (dot(vec2(cos(axisAngle), sin(axisAngle)),\\n                vec2(sin(clipAngle),-cos(clipAngle))) > 0.0) ? 1.0 : 0.0;\\n\\n    beta += applyAlignOption(clipAngle, flip * PI);\\n  }\\n\\n  //Compute plane offset\\n  vec2 planeCoord = position.xy * pixelScale;\\n\\n  mat2 planeXform = scale * mat2(\\n     cos(beta), sin(beta),\\n    -sin(beta), cos(beta)\\n  );\\n\\n  vec2 viewOffset = 2.0 * planeXform * planeCoord / resolution;\\n\\n  //Compute clip position\\n  vec3 clipPosition = project(dataPosition);\\n\\n  //Apply text offset in clip coordinates\\n  clipPosition += vec3(viewOffset, 0.0);\\n\\n  //Done\\n  gl_Position = vec4(clipPosition, 1.0);\\n}\"]),l=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color;\\nvoid main() {\\n  gl_FragColor = color;\\n}\"]);r.text=function(t){return i(t,s,l,null,[{name:\"position\",type:\"vec3\"}])};var c=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\nattribute vec3 normal;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 enable;\\nuniform vec3 bounds[2];\\n\\nvarying vec3 colorChannel;\\n\\nvoid main() {\\n\\n  vec3 signAxis = sign(bounds[1] - bounds[0]);\\n\\n  vec3 realNormal = signAxis * normal;\\n\\n  if(dot(realNormal, enable) > 0.0) {\\n    vec3 minRange = min(bounds[0], bounds[1]);\\n    vec3 maxRange = max(bounds[0], bounds[1]);\\n    vec3 nPosition = mix(minRange, maxRange, 0.5 * (position + 1.0));\\n    gl_Position = projection * view * model * vec4(nPosition, 1.0);\\n  } else {\\n    gl_Position = vec4(0,0,0,0);\\n  }\\n\\n  colorChannel = abs(realNormal);\\n}\"]),u=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec4 colors[3];\\n\\nvarying vec3 colorChannel;\\n\\nvoid main() {\\n  gl_FragColor = colorChannel.x * colors[0] +\\n                 colorChannel.y * colors[1] +\\n                 colorChannel.z * colors[2];\\n}\"]);r.bg=function(t){return i(t,c,u,null,[{name:\"position\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"}])}},{\"gl-shader\":298,glslify:402}],235:[function(t,e,r){(function(r){\"use strict\";e.exports=function(t,e,r,a,s,l){var u=n(t),h=i(t,[{buffer:u,size:3}]),f=o(t);f.attributes.position.location=0;var p=new c(t,f,u,h);return p.update(e,r,a,s,l),p};var n=t(\"gl-buffer\"),i=t(\"gl-vao\"),a=t(\"vectorize-text\"),o=t(\"./shaders\").text,s=window||r.global||{},l=s.__TEXT_CACHE||{};s.__TEXT_CACHE={};function c(t,e,r,n){this.gl=t,this.shader=e,this.buffer=r,this.vao=n,this.tickOffset=this.tickCount=this.labelOffset=this.labelCount=null}var u=c.prototype,h=[0,0];u.bind=function(t,e,r,n){this.vao.bind(),this.shader.bind();var i=this.shader.uniforms;i.model=t,i.view=e,i.projection=r,i.pixelScale=n,h[0]=this.gl.drawingBufferWidth,h[1]=this.gl.drawingBufferHeight,this.shader.uniforms.resolution=h},u.unbind=function(){this.vao.unbind()},u.update=function(t,e,r,n,i){var o=[];function s(t,e,r,n,i,s){var c=l[r];c||(c=l[r]={});var u=c[e];u||(u=c[e]=function(t,e){try{return a(t,e)}catch(e){return console.warn('error vectorizing text:\"'+t+'\" error:',e),{cells:[],positions:[]}}}(e,{triangles:!0,font:r,textAlign:\"center\",textBaseline:\"middle\",lineSpacing:i,styletags:s}));for(var h=(n||12)/12,f=u.positions,p=u.cells,d=0,g=p.length;d<g;++d)for(var v=p[d],m=2;m>=0;--m){var y=f[v[m]];o.push(h*y[0],-h*y[1],t)}}for(var c=[0,0,0],u=[0,0,0],h=[0,0,0],f=[0,0,0],p={breaklines:!0,bolds:!0,italics:!0,subscripts:!0,superscripts:!0},d=0;d<3;++d){h[d]=o.length/3|0,s(.5*(t[0][d]+t[1][d]),e[d],r[d],12,1.25,p),f[d]=(o.length/3|0)-h[d],c[d]=o.length/3|0;for(var g=0;g<n[d].length;++g)n[d][g].text&&s(n[d][g].x,n[d][g].text,n[d][g].font||i,n[d][g].fontSize||12,1.25,p);u[d]=(o.length/3|0)-c[d]}this.buffer.update(o),this.tickOffset=c,this.tickCount=u,this.labelOffset=h,this.labelCount=f},u.drawTicks=function(t,e,r,n,i,a,o,s){this.tickCount[t]&&(this.shader.uniforms.axis=a,this.shader.uniforms.color=i,this.shader.uniforms.angle=r,this.shader.uniforms.scale=e,this.shader.uniforms.offset=n,this.shader.uniforms.alignDir=o,this.shader.uniforms.alignOpt=s,this.vao.draw(this.gl.TRIANGLES,this.tickCount[t],this.tickOffset[t]))},u.drawLabel=function(t,e,r,n,i,a,o,s){this.labelCount[t]&&(this.shader.uniforms.axis=a,this.shader.uniforms.color=i,this.shader.uniforms.angle=r,this.shader.uniforms.scale=e,this.shader.uniforms.offset=n,this.shader.uniforms.alignDir=o,this.shader.uniforms.alignOpt=s,this.vao.draw(this.gl.TRIANGLES,this.labelCount[t],this.labelOffset[t]))},u.dispose=function(){this.shader.dispose(),this.vao.dispose(),this.buffer.dispose()}}).call(this,t(\"_process\"))},{\"./shaders\":234,_process:475,\"gl-buffer\":238,\"gl-vao\":320,\"vectorize-text\":535}],236:[function(t,e,r){\"use strict\";function n(t,e){var r=t+\"\",n=r.indexOf(\".\"),i=0;n>=0&&(i=r.length-n-1);var a=Math.pow(10,i),o=Math.round(t*e*a),s=o+\"\";if(s.indexOf(\"e\")>=0)return s;var l=o/a,c=o%a;o<0?(l=0|-Math.ceil(l),c=0|-c):(l=0|Math.floor(l),c|=0);var u=\"\"+l;if(o<0&&(u=\"-\"+u),i){for(var h=\"\"+c;h.length<i;)h=\"0\"+h;return u+\".\"+h}return u}r.create=function(t,e){for(var r=[],i=0;i<3;++i){for(var a=[],o=(t[0][i],t[1][i],0);o*e[i]<=t[1][i];++o)a.push({x:o*e[i],text:n(e[i],o)});for(var o=-1;o*e[i]>=t[0][i];--o)a.push({x:o*e[i],text:n(e[i],o)});r.push(a)}return r},r.equal=function(t,e){for(var r=0;r<3;++r){if(t[r].length!==e[r].length)return!1;for(var n=0;n<t[r].length;++n){var i=t[r][n],a=e[r][n];if(i.x!==a.x||i.text!==a.text||i.font!==a.font||i.fontColor!==a.fontColor||i.fontSize!==a.fontSize||i.dx!==a.dx||i.dy!==a.dy)return!1}}return!0}},{}],237:[function(t,e,r){\"use strict\";e.exports=function(t,e,r,l,h){var f=e.model||c,p=e.view||c,m=e.projection||c,y=e._ortho||!1,x=t.bounds,b=(h=h||a(f,p,m,x,y)).axis;o(u,p,f),o(u,m,u);for(var _=g,w=0;w<3;++w)_[w].lo=1/0,_[w].hi=-1/0,_[w].pixelsPerDataUnit=1/0;var k=n(s(u,u));s(u,u);for(var A=0;A<3;++A){var T=(A+1)%3,M=(A+2)%3,S=v;t:for(var w=0;w<2;++w){var E=[];if(b[A]<0!=!!w){S[A]=x[w][A];for(var C=0;C<2;++C){S[T]=x[C^w][T];for(var L=0;L<2;++L)S[M]=x[L^C^w][M],E.push(S.slice())}for(var z=y?5:4,C=z;C===z;++C){if(0===E.length)continue t;E=i.positive(E,k[C])}for(var C=0;C<E.length;++C)for(var M=E[C],O=d(v,u,M,r,l),L=0;L<3;++L)_[L].lo=Math.min(_[L].lo,M[L]),_[L].hi=Math.max(_[L].hi,M[L]),L!==A&&(_[L].pixelsPerDataUnit=Math.min(_[L].pixelsPerDataUnit,Math.abs(O[L])))}}}return _};var n=t(\"extract-frustum-planes\"),i=t(\"split-polygon\"),a=t(\"./lib/cube.js\"),o=t(\"gl-mat4/multiply\"),s=t(\"gl-mat4/transpose\"),l=t(\"gl-vec4/transformMat4\"),c=new Float32Array([1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1]),u=new Float32Array(16);function h(t,e,r){this.lo=t,this.hi=e,this.pixelsPerDataUnit=r}var f=[0,0,0,1],p=[0,0,0,1];function d(t,e,r,n,i){for(var a=0;a<3;++a){for(var o=f,s=p,c=0;c<3;++c)s[c]=o[c]=r[c];s[3]=o[3]=1,s[a]+=1,l(s,s,e),s[3]<0&&(t[a]=1/0),o[a]-=1,l(o,o,e),o[3]<0&&(t[a]=1/0);var u=(o[0]/o[3]-s[0]/s[3])*n,h=(o[1]/o[3]-s[1]/s[3])*i;t[a]=.25*Math.sqrt(u*u+h*h)}return t}var g=[new h(1/0,-1/0,1/0),new h(1/0,-1/0,1/0),new h(1/0,-1/0,1/0)],v=[0,0,0]},{\"./lib/cube.js\":232,\"extract-frustum-planes\":221,\"gl-mat4/multiply\":264,\"gl-mat4/transpose\":273,\"gl-vec4/transformMat4\":391,\"split-polygon\":512}],238:[function(t,e,r){\"use strict\";var n=t(\"typedarray-pool\"),i=t(\"ndarray-ops\"),a=t(\"ndarray\"),o=[\"uint8\",\"uint8_clamped\",\"uint16\",\"uint32\",\"int8\",\"int16\",\"int32\",\"float32\"];function s(t,e,r,n,i){this.gl=t,this.type=e,this.handle=r,this.length=n,this.usage=i}var l=s.prototype;function c(t,e,r,n,i,a){var o=i.length*i.BYTES_PER_ELEMENT;if(a<0)return t.bufferData(e,i,n),o;if(o+a>r)throw new Error(\"gl-buffer: If resizing buffer, must not specify offset\");return t.bufferSubData(e,a,i),r}function u(t,e){for(var r=n.malloc(t.length,e),i=t.length,a=0;a<i;++a)r[a]=t[a];return r}l.bind=function(){this.gl.bindBuffer(this.type,this.handle)},l.unbind=function(){this.gl.bindBuffer(this.type,null)},l.dispose=function(){this.gl.deleteBuffer(this.handle)},l.update=function(t,e){if(\"number\"!=typeof e&&(e=-1),this.bind(),\"object\"==typeof t&&\"undefined\"!=typeof t.shape){var r=t.dtype;if(o.indexOf(r)<0&&(r=\"float32\"),this.type===this.gl.ELEMENT_ARRAY_BUFFER)r=gl.getExtension(\"OES_element_index_uint\")&&\"uint16\"!==r?\"uint32\":\"uint16\";if(r===t.dtype&&function(t,e){for(var r=1,n=e.length-1;n>=0;--n){if(e[n]!==r)return!1;r*=t[n]}return!0}(t.shape,t.stride))0===t.offset&&t.data.length===t.shape[0]?this.length=c(this.gl,this.type,this.length,this.usage,t.data,e):this.length=c(this.gl,this.type,this.length,this.usage,t.data.subarray(t.offset,t.shape[0]),e);else{var s=n.malloc(t.size,r),l=a(s,t.shape);i.assign(l,t),this.length=c(this.gl,this.type,this.length,this.usage,e<0?s:s.subarray(0,t.size),e),n.free(s)}}else if(Array.isArray(t)){var h;h=this.type===this.gl.ELEMENT_ARRAY_BUFFER?u(t,\"uint16\"):u(t,\"float32\"),this.length=c(this.gl,this.type,this.length,this.usage,e<0?h:h.subarray(0,t.length),e),n.free(h)}else if(\"object\"==typeof t&&\"number\"==typeof t.length)this.length=c(this.gl,this.type,this.length,this.usage,t,e);else{if(\"number\"!=typeof t&&void 0!==t)throw new Error(\"gl-buffer: Invalid data type\");if(e>=0)throw new Error(\"gl-buffer: Cannot specify offset when resizing buffer\");(t|=0)<=0&&(t=1),this.gl.bufferData(this.type,0|t,this.usage),this.length=t}},e.exports=function(t,e,r,n){if(r=r||t.ARRAY_BUFFER,n=n||t.DYNAMIC_DRAW,r!==t.ARRAY_BUFFER&&r!==t.ELEMENT_ARRAY_BUFFER)throw new Error(\"gl-buffer: Invalid type for webgl buffer, must be either gl.ARRAY_BUFFER or gl.ELEMENT_ARRAY_BUFFER\");if(n!==t.DYNAMIC_DRAW&&n!==t.STATIC_DRAW&&n!==t.STREAM_DRAW)throw new Error(\"gl-buffer: Invalid usage for buffer, must be either gl.DYNAMIC_DRAW, gl.STATIC_DRAW or gl.STREAM_DRAW\");var i=t.createBuffer(),a=new s(t,r,i,0,n);return a.update(e),a}},{ndarray:443,\"ndarray-ops\":437,\"typedarray-pool\":530}],239:[function(t,e,r){\"use strict\";var n=t(\"gl-vec3\"),i=function(t,e){for(var r=0;r<t.length;r++)if(t[r]>=e)return r-1;return r},a=n.create(),o=n.create(),s=function(t,e,r){return t<e?e:t>r?r:t},l=function(t,e,r,l){var c=t[0],u=t[1],h=t[2],f=r[0].length,p=r[1].length,d=r[2].length,g=i(r[0],c),v=i(r[1],u),m=i(r[2],h),y=g+1,x=v+1,b=m+1;if(l&&(g=s(g,0,f-1),y=s(y,0,f-1),v=s(v,0,p-1),x=s(x,0,p-1),m=s(m,0,d-1),b=s(b,0,d-1)),g<0||v<0||m<0||y>=f||x>=p||b>=d)return n.create();var _=(c-r[0][g])/(r[0][y]-r[0][g]),w=(u-r[1][v])/(r[1][x]-r[1][v]),k=(h-r[2][m])/(r[2][b]-r[2][m]);(_<0||_>1||isNaN(_))&&(_=0),(w<0||w>1||isNaN(w))&&(w=0),(k<0||k>1||isNaN(k))&&(k=0);var A=m*f*p,T=b*f*p,M=v*f,S=x*f,E=g,C=y,L=e[M+A+E],z=e[M+A+C],O=e[S+A+E],I=e[S+A+C],D=e[M+T+E],P=e[M+T+C],R=e[S+T+E],F=e[S+T+C],B=n.create();return n.lerp(B,L,z,_),n.lerp(a,O,I,_),n.lerp(B,B,a,w),n.lerp(a,D,P,_),n.lerp(o,R,F,_),n.lerp(a,a,o,w),n.lerp(B,B,a,k),B};e.exports=function(t,e){var r;r=t.positions?t.positions:function(t){for(var e=t[0],r=t[1],n=t[2],i=[],a=0;a<n.length;a++)for(var o=0;o<r.length;o++)for(var s=0;s<e.length;s++)i.push([n[a],r[o],e[s]]);return i}(t.meshgrid);var i=t.meshgrid,a=t.vectors,o={positions:[],vertexIntensity:[],vertexIntensityBounds:t.vertexIntensityBounds,vertexNormals:[],vectors:[],cells:[],coneOffset:t.coneOffset,colormap:t.colormap};if(0===t.positions.length)return e&&(e[0]=[0,0,0],e[1]=[0,0,0]),o;for(var s=0,c=1/0,u=-1/0,h=1/0,f=-1/0,p=1/0,d=-1/0,g=null,v=null,m=[],y=1/0,x=0;x<r.length;x++){var b,_=r[x];c=Math.min(_[0],c),u=Math.max(_[0],u),h=Math.min(_[1],h),f=Math.max(_[1],f),p=Math.min(_[2],p),d=Math.max(_[2],d),b=i?l(_,a,i,!0):a[x],n.length(b)>s&&(s=n.length(b)),x&&(y=Math.min(y,2*n.distance(g,_)/(n.length(v)+n.length(b)))),g=_,v=b,m.push(b)}var w=[c,h,p],k=[u,f,d];e&&(e[0]=w,e[1]=k),0===s&&(s=1);var A=1/s;isFinite(y)&&!isNaN(y)||(y=1),o.vectorScale=y;var T=function(t,e,r){var i=n.create();return void 0!==t&&n.set(i,t,e,r),i}(0,1,0),M=t.coneSize||.5;t.absoluteConeSize&&(M=t.absoluteConeSize*A),o.coneScale=M;x=0;for(var S=0;x<r.length;x++)for(var E=(_=r[x])[0],C=_[1],L=_[2],z=m[x],O=n.length(z)*A,I=0;I<8;I++){o.positions.push([E,C,L,S++]),o.positions.push([E,C,L,S++]),o.positions.push([E,C,L,S++]),o.positions.push([E,C,L,S++]),o.positions.push([E,C,L,S++]),o.positions.push([E,C,L,S++]),o.vectors.push(z),o.vectors.push(z),o.vectors.push(z),o.vectors.push(z),o.vectors.push(z),o.vectors.push(z),o.vertexIntensity.push(O,O,O),o.vertexIntensity.push(O,O,O),o.vertexNormals.push(T,T,T),o.vertexNormals.push(T,T,T);var D=o.positions.length;o.cells.push([D-6,D-5,D-4],[D-3,D-2,D-1])}return o},e.exports.createConeMesh=t(\"./lib/conemesh\")},{\"./lib/conemesh\":240,\"gl-vec3\":339}],240:[function(t,e,r){\"use strict\";var n=t(\"gl-shader\"),i=t(\"gl-buffer\"),a=t(\"gl-vao\"),o=t(\"gl-texture2d\"),s=t(\"normals\"),l=t(\"gl-mat4/multiply\"),c=t(\"gl-mat4/invert\"),u=t(\"ndarray\"),h=t(\"colormap\"),f=t(\"simplicial-complex-contour\"),p=t(\"typedarray-pool\"),d=t(\"./shaders\"),g=d.meshShader,v=d.pickShader,m=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function y(t,e,r,n,i,a,o,s,l,c,u,h,f,p,d,g,v,y,x,b,_,w,k,A){this.gl=t,this.pixelRatio=1,this.cells=[],this.positions=[],this.intensity=[],this.texture=e,this.dirty=!0,this.triShader=r,this.pickShader=n,this.trianglePositions=i,this.triangleVectors=a,this.triangleColors=s,this.triangleNormals=c,this.triangleUVs=l,this.triangleIds=o,this.triangleVAO=u,this.triangleCount=0,this.lineWidth=1,this.edgePositions=h,this.edgeColors=p,this.edgeUVs=d,this.edgeIds=f,this.edgeVAO=g,this.edgeCount=0,this.pointPositions=v,this.pointColors=x,this.pointUVs=b,this.pointSizes=_,this.pointIds=y,this.pointVAO=w,this.pointCount=0,this.contourLineWidth=1,this.contourPositions=k,this.contourVAO=A,this.contourCount=0,this.contourColor=[0,0,0],this.contourEnable=!0,this.pickId=1,this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.lightPosition=[1e5,1e5,0],this.ambientLight=.8,this.diffuseLight=.8,this.specularLight=2,this.roughness=.5,this.fresnel=1.5,this.opacity=1,this.coneScale=2,this.vectorScale=1,this.coneOffset=.25,this._model=m,this._view=m,this._projection=m,this._resolution=[1,1]}var x=y.prototype;function b(t){var e=n(t,v.vertex,v.fragment,null,v.attributes);return e.attributes.position.location=0,e.attributes.id.location=1,e.attributes.vector.location=5,e}x.isOpaque=function(){return this.opacity>=1},x.isTransparent=function(){return this.opacity<1},x.pickSlots=1,x.setPickBase=function(t){this.pickId=t},x.highlight=function(t){if(t&&this.contourEnable){for(var e=f(this.cells,this.intensity,t.intensity),r=e.cells,n=e.vertexIds,i=e.vertexWeights,a=r.length,o=p.mallocFloat32(6*a),s=0,l=0;l<a;++l)for(var c=r[l],u=0;u<2;++u){var h=c[0];2===c.length&&(h=c[u]);for(var d=n[h][0],g=n[h][1],v=i[h],m=1-v,y=this.positions[d],x=this.positions[g],b=0;b<3;++b)o[s++]=v*y[b]+m*x[b]}this.contourCount=s/3|0,this.contourPositions.update(o.subarray(0,s)),p.free(o)}else this.contourCount=0},x.update=function(t){t=t||{};var e=this.gl;this.dirty=!0,\"contourEnable\"in t&&(this.contourEnable=t.contourEnable),\"contourColor\"in t&&(this.contourColor=t.contourColor),\"lineWidth\"in t&&(this.lineWidth=t.lineWidth),\"lightPosition\"in t&&(this.lightPosition=t.lightPosition),\"opacity\"in t&&(this.opacity=t.opacity),\"ambient\"in t&&(this.ambientLight=t.ambient),\"diffuse\"in t&&(this.diffuseLight=t.diffuse),\"specular\"in t&&(this.specularLight=t.specular),\"roughness\"in t&&(this.roughness=t.roughness),\"fresnel\"in t&&(this.fresnel=t.fresnel),void 0!==t.vectorScale&&(this.vectorScale=t.vectorScale),void 0!==t.coneScale&&(this.coneScale=t.coneScale),void 0!==t.coneOffset&&(this.coneOffset=t.coneOffset),t.texture?(this.texture.dispose(),this.texture=o(e,t.texture)):t.colormap&&(this.texture.shape=[256,256],this.texture.minFilter=e.LINEAR_MIPMAP_LINEAR,this.texture.magFilter=e.LINEAR,this.texture.setPixels(function(t){for(var e=h({colormap:t,nshades:256,format:\"rgba\"}),r=new Uint8Array(1024),n=0;n<256;++n){for(var i=e[n],a=0;a<3;++a)r[4*n+a]=i[a];r[4*n+3]=255*i[3]}return u(r,[256,256,4],[4,0,1])}(t.colormap)),this.texture.generateMipmap());var r=t.cells,n=t.positions,i=t.vectors;if(n&&r&&i){var a=[],l=[],c=[],f=[],p=[],d=[],g=[],v=[],m=[],y=[],x=[],b=[],_=[],w=[],k=[];this.cells=r,this.positions=n;var A=t.vertexNormals,T=t.cellNormals,M=void 0===t.vertexNormalsEpsilon?1e-6:t.vertexNormalsEpsilon,S=void 0===t.faceNormalsEpsilon?1e-6:t.faceNormalsEpsilon;t.useFacetNormals&&!T&&(T=s.faceNormals(r,n,S)),T||A||(A=s.vertexNormals(r,n,M));var E=t.vertexColors,C=t.cellColors,L=t.meshColor||[1,1,1,1],z=t.vertexUVs,O=t.vertexIntensity,I=t.cellUVs,D=t.cellIntensity,P=1/0,R=-1/0;if(!z&&!I)if(O)if(t.vertexIntensityBounds)P=+t.vertexIntensityBounds[0],R=+t.vertexIntensityBounds[1];else for(var F=0;F<O.length;++F){var B=O[F];P=Math.min(P,B),R=Math.max(R,B)}else if(D)for(F=0;F<D.length;++F){B=D[F];P=Math.min(P,B),R=Math.max(R,B)}else for(F=0;F<n.length;++F){B=n[F][2];P=Math.min(P,B),R=Math.max(R,B)}this.intensity=O||(D?function(t,e,r){for(var n=new Array(e),i=0;i<e;++i)n[i]=0;var a=t.length;for(i=0;i<a;++i)for(var o=t[i],s=0;s<o.length;++s)n[o[s]]=r[i];return n}(r,n.length,D):function(t){for(var e=t.length,r=new Array(e),n=0;n<e;++n)r[n]=t[n][2];return r}(n));var N=t.pointSizes,j=t.pointSize||1;this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]];for(F=0;F<n.length;++F)for(var V=n[F],U=0;U<3;++U)!isNaN(V[U])&&isFinite(V[U])&&(this.bounds[0][U]=Math.min(this.bounds[0][U],V[U]),this.bounds[1][U]=Math.max(this.bounds[1][U],V[U]));var q=0,H=0,G=0;t:for(F=0;F<r.length;++F){var Y=r[F];switch(Y.length){case 1:for(V=n[X=Y[0]],U=0;U<3;++U)if(isNaN(V[U])||!isFinite(V[U]))continue t;x.push(V[0],V[1],V[2],V[3]),3===(Z=E?E[X]:C?C[F]:L).length?b.push(Z[0],Z[1],Z[2],1):b.push(Z[0],Z[1],Z[2],Z[3]),$=z?z[X]:O?[(O[X]-P)/(R-P),0]:I?I[F]:D?[(D[F]-P)/(R-P),0]:[(V[2]-P)/(R-P),0],_.push($[0],$[1]),N?w.push(N[X]):w.push(j),k.push(F),G+=1;break;case 2:for(U=0;U<2;++U){V=n[X=Y[U]];for(var W=0;W<3;++W)if(isNaN(V[W])||!isFinite(V[W]))continue t}for(U=0;U<2;++U){V=n[X=Y[U]];g.push(V[0],V[1],V[2]),3===(Z=E?E[X]:C?C[F]:L).length?v.push(Z[0],Z[1],Z[2],1):v.push(Z[0],Z[1],Z[2],Z[3]),$=z?z[X]:O?[(O[X]-P)/(R-P),0]:I?I[F]:D?[(D[F]-P)/(R-P),0]:[(V[2]-P)/(R-P),0],m.push($[0],$[1]),y.push(F)}H+=1;break;case 3:for(U=0;U<3;++U)for(V=n[X=Y[U]],W=0;W<3;++W)if(isNaN(V[W])||!isFinite(V[W]))continue t;for(U=0;U<3;++U){var X;V=n[X=Y[2-U]];a.push(V[0],V[1],V[2],V[3]);var Z,$,J,K=i[X];l.push(K[0],K[1],K[2]),3===(Z=E?E[X]:C?C[F]:L).length?c.push(Z[0],Z[1],Z[2],1):c.push(Z[0],Z[1],Z[2],Z[3]),$=z?z[X]:O?[(O[X]-P)/(R-P),0]:I?I[F]:D?[(D[F]-P)/(R-P),0]:[(V[2]-P)/(R-P),0],p.push($[0],$[1]),J=A?A[X]:T[F],f.push(J[0],J[1],J[2]),d.push(F)}q+=1}}this.pointCount=G,this.edgeCount=H,this.triangleCount=q,this.pointPositions.update(x),this.pointColors.update(b),this.pointUVs.update(_),this.pointSizes.update(w),this.pointIds.update(new Uint32Array(k)),this.edgePositions.update(g),this.edgeColors.update(v),this.edgeUVs.update(m),this.edgeIds.update(new Uint32Array(y)),this.trianglePositions.update(a),this.triangleVectors.update(l),this.triangleColors.update(c),this.triangleUVs.update(p),this.triangleNormals.update(f),this.triangleIds.update(new Uint32Array(d))}},x.drawTransparent=x.draw=function(t){t=t||{};for(var e=this.gl,r=t.model||m,n=t.view||m,i=t.projection||m,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);var s={model:r,view:n,projection:i,inverseModel:m.slice(),clipBounds:a,kambient:this.ambientLight,kdiffuse:this.diffuseLight,kspecular:this.specularLight,roughness:this.roughness,fresnel:this.fresnel,eyePosition:[0,0,0],lightPosition:[0,0,0],opacity:this.opacity,vectorScale:this.vectorScale,coneScale:this.coneScale,coneOffset:this.coneOffset,contourColor:this.contourColor,texture:0};s.inverseModel=c(s.inverseModel,s.model),e.disable(e.CULL_FACE),this.texture.bind(0);var u=new Array(16);l(u,s.view,s.model),l(u,s.projection,u),c(u,u);for(o=0;o<3;++o)s.eyePosition[o]=u[12+o]/u[15];var h=u[15];for(o=0;o<3;++o)h+=this.lightPosition[o]*u[4*o+3];for(o=0;o<3;++o){for(var f=u[12+o],p=0;p<3;++p)f+=u[4*p+o]*this.lightPosition[p];s.lightPosition[o]=f/h}if(this.triangleCount>0){var d=this.triShader;d.bind(),d.uniforms=s,this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind()}},x.drawPick=function(t){t=t||{};for(var e=this.gl,r=t.model||m,n=t.view||m,i=t.projection||m,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);this._model=[].slice.call(r),this._view=[].slice.call(n),this._projection=[].slice.call(i),this._resolution=[e.drawingBufferWidth,e.drawingBufferHeight];var s={model:r,view:n,projection:i,clipBounds:a,vectorScale:this.vectorScale,coneScale:this.coneScale,coneOffset:this.coneOffset,pickId:this.pickId/255},l=this.pickShader;l.bind(),l.uniforms=s,this.triangleCount>0&&(this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind()),this.edgeCount>0&&(this.edgeVAO.bind(),e.lineWidth(this.lineWidth*this.pixelRatio),e.drawArrays(e.LINES,0,2*this.edgeCount),this.edgeVAO.unbind())},x.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=t.value[0]+256*t.value[1]+65536*t.value[2],r=this.cells[e],n=this.positions[r[1]].slice(0,3);return{index:Math.floor(r[1]/48),position:n,dataCoordinate:n}},x.dispose=function(){this.texture.dispose(),this.triShader.dispose(),this.pickShader.dispose(),this.triangleVAO.dispose(),this.trianglePositions.dispose(),this.triangleVectors.dispose(),this.triangleColors.dispose(),this.triangleUVs.dispose(),this.triangleNormals.dispose(),this.triangleIds.dispose(),this.edgeVAO.dispose(),this.edgePositions.dispose(),this.edgeColors.dispose(),this.edgeUVs.dispose(),this.edgeIds.dispose(),this.pointVAO.dispose(),this.pointPositions.dispose(),this.pointColors.dispose(),this.pointUVs.dispose(),this.pointSizes.dispose(),this.pointIds.dispose(),this.contourVAO.dispose(),this.contourPositions.dispose()},e.exports=function(t,e){1===arguments.length&&(t=(e=t).gl);var r=e.triShader||function(t){var e=n(t,g.vertex,g.fragment,null,g.attributes);return e.attributes.position.location=0,e.attributes.color.location=2,e.attributes.uv.location=3,e.attributes.vector.location=5,e}(t),s=b(t),l=o(t,u(new Uint8Array([255,255,255,255]),[1,1,4]));l.generateMipmap(),l.minFilter=t.LINEAR_MIPMAP_LINEAR,l.magFilter=t.LINEAR;var c=i(t),h=i(t),f=i(t),p=i(t),d=i(t),v=i(t),m=a(t,[{buffer:c,type:t.FLOAT,size:4},{buffer:v,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:f,type:t.FLOAT,size:4},{buffer:p,type:t.FLOAT,size:2},{buffer:d,type:t.FLOAT,size:3},{buffer:h,type:t.FLOAT,size:3}]),x=i(t),_=i(t),w=i(t),k=i(t),A=a(t,[{buffer:x,type:t.FLOAT,size:3},{buffer:k,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:_,type:t.FLOAT,size:4},{buffer:w,type:t.FLOAT,size:2}]),T=i(t),M=i(t),S=i(t),E=i(t),C=i(t),L=a(t,[{buffer:T,type:t.FLOAT,size:3},{buffer:C,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:M,type:t.FLOAT,size:4},{buffer:S,type:t.FLOAT,size:2},{buffer:E,type:t.FLOAT,size:1}]),z=i(t),O=new y(t,l,r,s,c,h,v,f,p,d,m,x,k,_,w,A,T,C,M,S,E,L,z,a(t,[{buffer:z,type:t.FLOAT,size:3}]));return O.update(e),O}},{\"./shaders\":241,colormap:117,\"gl-buffer\":238,\"gl-mat4/invert\":262,\"gl-mat4/multiply\":264,\"gl-shader\":298,\"gl-texture2d\":315,\"gl-vao\":320,ndarray:443,normals:446,\"simplicial-complex-contour\":503,\"typedarray-pool\":530}],241:[function(t,e,r){var n=t(\"glslify\"),i=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the cone vertex and normal at the given index.\\n//\\n// The returned vertex is for a cone with its top at origin and height of 1.0,\\n// pointing in the direction of the vector attribute.\\n//\\n// Each cone is made up of a top vertex, a center base vertex and base perimeter vertices.\\n// These vertices are used to make up the triangles of the cone by the following:\\n//   segment + 0 top vertex\\n//   segment + 1 perimeter vertex a+1\\n//   segment + 2 perimeter vertex a\\n//   segment + 3 center base vertex\\n//   segment + 4 perimeter vertex a\\n//   segment + 5 perimeter vertex a+1\\n// Where segment is the number of the radial segment * 6 and a is the angle at that radial segment.\\n// To go from index to segment, floor(index / 6)\\n// To go from segment to angle, 2*pi * (segment/segmentCount)\\n// To go from index to segment index, index - (segment*6)\\n//\\nvec3 getConePosition(vec3 d, float rawIndex, float coneOffset, out vec3 normal) {\\n\\n  const float segmentCount = 8.0;\\n\\n  float index = rawIndex - floor(rawIndex /\\n    (segmentCount * 6.0)) *\\n    (segmentCount * 6.0);\\n\\n  float segment = floor(0.001 + index/6.0);\\n  float segmentIndex = index - (segment*6.0);\\n\\n  normal = -normalize(d);\\n\\n  if (segmentIndex > 2.99 && segmentIndex < 3.01) {\\n    return mix(vec3(0.0), -d, coneOffset);\\n  }\\n\\n  float nextAngle = (\\n    (segmentIndex > 0.99 &&  segmentIndex < 1.01) ||\\n    (segmentIndex > 4.99 &&  segmentIndex < 5.01)\\n  ) ? 1.0 : 0.0;\\n  float angle = 2.0 * 3.14159 * ((segment + nextAngle) / segmentCount);\\n\\n  vec3 v1 = mix(d, vec3(0.0), coneOffset);\\n  vec3 v2 = v1 - d;\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d)*0.25;\\n  vec3 y = v * sin(angle) * length(d)*0.25;\\n  vec3 v3 = v2 + x + y;\\n  if (segmentIndex < 3.0) {\\n    vec3 tx = u * sin(angle);\\n    vec3 ty = v * -cos(angle);\\n    vec3 tangent = tx + ty;\\n    normal = normalize(cross(v3 - v1, tangent));\\n  }\\n\\n  if (segmentIndex == 0.0) {\\n    return mix(d, vec3(0.0), coneOffset);\\n  }\\n  return v3;\\n}\\n\\nattribute vec3 vector;\\nattribute vec4 color, position;\\nattribute vec2 uv;\\nuniform float vectorScale;\\nuniform float coneScale;\\n\\nuniform float coneOffset;\\n\\nuniform mat4 model\\n           , view\\n           , projection\\n           , inverseModel;\\nuniform vec3 eyePosition\\n           , lightPosition;\\n\\nvarying vec3 f_normal\\n           , f_lightDirection\\n           , f_eyeDirection\\n           , f_data\\n           , f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  // Scale the vector magnitude to stay constant with\\n  // model & view changes.\\n  vec3 normal;\\n  vec3 XYZ = getConePosition(mat3(model) * ((vectorScale * coneScale) * vector), position.w, coneOffset, normal);\\n  vec4 conePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * conePosition;\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  f_lightDirection = lightPosition - cameraCoordinate.xyz;\\n  f_eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  f_normal = normalize((vec4(normal,0.0) * inverseModel).xyz);\\n\\n  // vec4 m_position  = model * vec4(conePosition, 1.0);\\n  vec4 t_position  = view * conePosition;\\n  gl_Position      = projection * t_position;\\n\\n  f_color          = color;\\n  f_data           = conePosition.xyz;\\n  f_position       = position.xyz;\\n  f_uv             = uv;\\n}\\n\"]),a=n([\"#extension GL_OES_standard_derivatives : enable\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat cookTorranceSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness,\\n  float fresnel) {\\n\\n  float VdotN = max(dot(viewDirection, surfaceNormal), 0.0);\\n  float LdotN = max(dot(lightDirection, surfaceNormal), 0.0);\\n\\n  //Half angle vector\\n  vec3 H = normalize(lightDirection + viewDirection);\\n\\n  //Geometric term\\n  float NdotH = max(dot(surfaceNormal, H), 0.0);\\n  float VdotH = max(dot(viewDirection, H), 0.000001);\\n  float LdotH = max(dot(lightDirection, H), 0.000001);\\n  float G1 = (2.0 * NdotH * VdotN) / VdotH;\\n  float G2 = (2.0 * NdotH * LdotN) / LdotH;\\n  float G = min(1.0, min(G1, G2));\\n  \\n  //Distribution term\\n  float D = beckmannDistribution(NdotH, roughness);\\n\\n  //Fresnel term\\n  float F = pow(1.0 - VdotN, fresnel);\\n\\n  //Multiply terms and done\\n  return  G * F * D / max(3.14159265 * VdotN, 0.000001);\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform float roughness\\n            , fresnel\\n            , kambient\\n            , kdiffuse\\n            , kspecular\\n            , opacity;\\nuniform sampler2D texture;\\n\\nvarying vec3 f_normal\\n           , f_lightDirection\\n           , f_eyeDirection\\n           , f_data\\n           , f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n  vec3 N = normalize(f_normal);\\n  vec3 L = normalize(f_lightDirection);\\n  vec3 V = normalize(f_eyeDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = min(1.0, max(0.0, cookTorranceSpecular(L, V, N, roughness, fresnel)));\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  vec4 surfaceColor = f_color * texture2D(texture, f_uv);\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = litColor * opacity;\\n}\\n\"]),o=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the cone vertex and normal at the given index.\\n//\\n// The returned vertex is for a cone with its top at origin and height of 1.0,\\n// pointing in the direction of the vector attribute.\\n//\\n// Each cone is made up of a top vertex, a center base vertex and base perimeter vertices.\\n// These vertices are used to make up the triangles of the cone by the following:\\n//   segment + 0 top vertex\\n//   segment + 1 perimeter vertex a+1\\n//   segment + 2 perimeter vertex a\\n//   segment + 3 center base vertex\\n//   segment + 4 perimeter vertex a\\n//   segment + 5 perimeter vertex a+1\\n// Where segment is the number of the radial segment * 6 and a is the angle at that radial segment.\\n// To go from index to segment, floor(index / 6)\\n// To go from segment to angle, 2*pi * (segment/segmentCount)\\n// To go from index to segment index, index - (segment*6)\\n//\\nvec3 getConePosition(vec3 d, float rawIndex, float coneOffset, out vec3 normal) {\\n\\n  const float segmentCount = 8.0;\\n\\n  float index = rawIndex - floor(rawIndex /\\n    (segmentCount * 6.0)) *\\n    (segmentCount * 6.0);\\n\\n  float segment = floor(0.001 + index/6.0);\\n  float segmentIndex = index - (segment*6.0);\\n\\n  normal = -normalize(d);\\n\\n  if (segmentIndex > 2.99 && segmentIndex < 3.01) {\\n    return mix(vec3(0.0), -d, coneOffset);\\n  }\\n\\n  float nextAngle = (\\n    (segmentIndex > 0.99 &&  segmentIndex < 1.01) ||\\n    (segmentIndex > 4.99 &&  segmentIndex < 5.01)\\n  ) ? 1.0 : 0.0;\\n  float angle = 2.0 * 3.14159 * ((segment + nextAngle) / segmentCount);\\n\\n  vec3 v1 = mix(d, vec3(0.0), coneOffset);\\n  vec3 v2 = v1 - d;\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d)*0.25;\\n  vec3 y = v * sin(angle) * length(d)*0.25;\\n  vec3 v3 = v2 + x + y;\\n  if (segmentIndex < 3.0) {\\n    vec3 tx = u * sin(angle);\\n    vec3 ty = v * -cos(angle);\\n    vec3 tangent = tx + ty;\\n    normal = normalize(cross(v3 - v1, tangent));\\n  }\\n\\n  if (segmentIndex == 0.0) {\\n    return mix(d, vec3(0.0), coneOffset);\\n  }\\n  return v3;\\n}\\n\\nattribute vec3 vector;\\nattribute vec4 position;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\n\\nuniform float vectorScale;\\nuniform float coneScale;\\nuniform float coneOffset;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  vec3 normal;\\n  vec3 XYZ = getConePosition(mat3(model) * ((vectorScale * coneScale) * vector), position.w, coneOffset, normal);\\n  vec4 conePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n  gl_Position = projection * view * conePosition;\\n  f_id        = id;\\n  f_position  = position.xyz;\\n}\\n\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3  clipBounds[2];\\nuniform float pickId;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n\\n  gl_FragColor = vec4(pickId, f_id.xyz);\\n}\"]);r.meshShader={vertex:i,fragment:a,attributes:[{name:\"position\",type:\"vec4\"},{name:\"normal\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"},{name:\"vector\",type:\"vec3\"}]},r.pickShader={vertex:o,fragment:s,attributes:[{name:\"position\",type:\"vec4\"},{name:\"id\",type:\"vec4\"},{name:\"vector\",type:\"vec3\"}]}},{glslify:402}],242:[function(t,e,r){e.exports={0:\"NONE\",1:\"ONE\",2:\"LINE_LOOP\",3:\"LINE_STRIP\",4:\"TRIANGLES\",5:\"TRIANGLE_STRIP\",6:\"TRIANGLE_FAN\",256:\"DEPTH_BUFFER_BIT\",512:\"NEVER\",513:\"LESS\",514:\"EQUAL\",515:\"LEQUAL\",516:\"GREATER\",517:\"NOTEQUAL\",518:\"GEQUAL\",519:\"ALWAYS\",768:\"SRC_COLOR\",769:\"ONE_MINUS_SRC_COLOR\",770:\"SRC_ALPHA\",771:\"ONE_MINUS_SRC_ALPHA\",772:\"DST_ALPHA\",773:\"ONE_MINUS_DST_ALPHA\",774:\"DST_COLOR\",775:\"ONE_MINUS_DST_COLOR\",776:\"SRC_ALPHA_SATURATE\",1024:\"STENCIL_BUFFER_BIT\",1028:\"FRONT\",1029:\"BACK\",1032:\"FRONT_AND_BACK\",1280:\"INVALID_ENUM\",1281:\"INVALID_VALUE\",1282:\"INVALID_OPERATION\",1285:\"OUT_OF_MEMORY\",1286:\"INVALID_FRAMEBUFFER_OPERATION\",2304:\"CW\",2305:\"CCW\",2849:\"LINE_WIDTH\",2884:\"CULL_FACE\",2885:\"CULL_FACE_MODE\",2886:\"FRONT_FACE\",2928:\"DEPTH_RANGE\",2929:\"DEPTH_TEST\",2930:\"DEPTH_WRITEMASK\",2931:\"DEPTH_CLEAR_VALUE\",2932:\"DEPTH_FUNC\",2960:\"STENCIL_TEST\",2961:\"STENCIL_CLEAR_VALUE\",2962:\"STENCIL_FUNC\",2963:\"STENCIL_VALUE_MASK\",2964:\"STENCIL_FAIL\",2965:\"STENCIL_PASS_DEPTH_FAIL\",2966:\"STENCIL_PASS_DEPTH_PASS\",2967:\"STENCIL_REF\",2968:\"STENCIL_WRITEMASK\",2978:\"VIEWPORT\",3024:\"DITHER\",3042:\"BLEND\",3088:\"SCISSOR_BOX\",3089:\"SCISSOR_TEST\",3106:\"COLOR_CLEAR_VALUE\",3107:\"COLOR_WRITEMASK\",3317:\"UNPACK_ALIGNMENT\",3333:\"PACK_ALIGNMENT\",3379:\"MAX_TEXTURE_SIZE\",3386:\"MAX_VIEWPORT_DIMS\",3408:\"SUBPIXEL_BITS\",3410:\"RED_BITS\",3411:\"GREEN_BITS\",3412:\"BLUE_BITS\",3413:\"ALPHA_BITS\",3414:\"DEPTH_BITS\",3415:\"STENCIL_BITS\",3553:\"TEXTURE_2D\",4352:\"DONT_CARE\",4353:\"FASTEST\",4354:\"NICEST\",5120:\"BYTE\",5121:\"UNSIGNED_BYTE\",5122:\"SHORT\",5123:\"UNSIGNED_SHORT\",5124:\"INT\",5125:\"UNSIGNED_INT\",5126:\"FLOAT\",5386:\"INVERT\",5890:\"TEXTURE\",6401:\"STENCIL_INDEX\",6402:\"DEPTH_COMPONENT\",6406:\"ALPHA\",6407:\"RGB\",6408:\"RGBA\",6409:\"LUMINANCE\",6410:\"LUMINANCE_ALPHA\",7680:\"KEEP\",7681:\"REPLACE\",7682:\"INCR\",7683:\"DECR\",7936:\"VENDOR\",7937:\"RENDERER\",7938:\"VERSION\",9728:\"NEAREST\",9729:\"LINEAR\",9984:\"NEAREST_MIPMAP_NEAREST\",9985:\"LINEAR_MIPMAP_NEAREST\",9986:\"NEAREST_MIPMAP_LINEAR\",9987:\"LINEAR_MIPMAP_LINEAR\",10240:\"TEXTURE_MAG_FILTER\",10241:\"TEXTURE_MIN_FILTER\",10242:\"TEXTURE_WRAP_S\",10243:\"TEXTURE_WRAP_T\",10497:\"REPEAT\",10752:\"POLYGON_OFFSET_UNITS\",16384:\"COLOR_BUFFER_BIT\",32769:\"CONSTANT_COLOR\",32770:\"ONE_MINUS_CONSTANT_COLOR\",32771:\"CONSTANT_ALPHA\",32772:\"ONE_MINUS_CONSTANT_ALPHA\",32773:\"BLEND_COLOR\",32774:\"FUNC_ADD\",32777:\"BLEND_EQUATION_RGB\",32778:\"FUNC_SUBTRACT\",32779:\"FUNC_REVERSE_SUBTRACT\",32819:\"UNSIGNED_SHORT_4_4_4_4\",32820:\"UNSIGNED_SHORT_5_5_5_1\",32823:\"POLYGON_OFFSET_FILL\",32824:\"POLYGON_OFFSET_FACTOR\",32854:\"RGBA4\",32855:\"RGB5_A1\",32873:\"TEXTURE_BINDING_2D\",32926:\"SAMPLE_ALPHA_TO_COVERAGE\",32928:\"SAMPLE_COVERAGE\",32936:\"SAMPLE_BUFFERS\",32937:\"SAMPLES\",32938:\"SAMPLE_COVERAGE_VALUE\",32939:\"SAMPLE_COVERAGE_INVERT\",32968:\"BLEND_DST_RGB\",32969:\"BLEND_SRC_RGB\",32970:\"BLEND_DST_ALPHA\",32971:\"BLEND_SRC_ALPHA\",33071:\"CLAMP_TO_EDGE\",33170:\"GENERATE_MIPMAP_HINT\",33189:\"DEPTH_COMPONENT16\",33306:\"DEPTH_STENCIL_ATTACHMENT\",33635:\"UNSIGNED_SHORT_5_6_5\",33648:\"MIRRORED_REPEAT\",33901:\"ALIASED_POINT_SIZE_RANGE\",33902:\"ALIASED_LINE_WIDTH_RANGE\",33984:\"TEXTURE0\",33985:\"TEXTURE1\",33986:\"TEXTURE2\",33987:\"TEXTURE3\",33988:\"TEXTURE4\",33989:\"TEXTURE5\",33990:\"TEXTURE6\",33991:\"TEXTURE7\",33992:\"TEXTURE8\",33993:\"TEXTURE9\",33994:\"TEXTURE10\",33995:\"TEXTURE11\",33996:\"TEXTURE12\",33997:\"TEXTURE13\",33998:\"TEXTURE14\",33999:\"TEXTURE15\",34000:\"TEXTURE16\",34001:\"TEXTURE17\",34002:\"TEXTURE18\",34003:\"TEXTURE19\",34004:\"TEXTURE20\",34005:\"TEXTURE21\",34006:\"TEXTURE22\",34007:\"TEXTURE23\",34008:\"TEXTURE24\",34009:\"TEXTURE25\",34010:\"TEXTURE26\",34011:\"TEXTURE27\",34012:\"TEXTURE28\",34013:\"TEXTURE29\",34014:\"TEXTURE30\",34015:\"TEXTURE31\",34016:\"ACTIVE_TEXTURE\",34024:\"MAX_RENDERBUFFER_SIZE\",34041:\"DEPTH_STENCIL\",34055:\"INCR_WRAP\",34056:\"DECR_WRAP\",34067:\"TEXTURE_CUBE_MAP\",34068:\"TEXTURE_BINDING_CUBE_MAP\",34069:\"TEXTURE_CUBE_MAP_POSITIVE_X\",34070:\"TEXTURE_CUBE_MAP_NEGATIVE_X\",34071:\"TEXTURE_CUBE_MAP_POSITIVE_Y\",34072:\"TEXTURE_CUBE_MAP_NEGATIVE_Y\",34073:\"TEXTURE_CUBE_MAP_POSITIVE_Z\",34074:\"TEXTURE_CUBE_MAP_NEGATIVE_Z\",34076:\"MAX_CUBE_MAP_TEXTURE_SIZE\",34338:\"VERTEX_ATTRIB_ARRAY_ENABLED\",34339:\"VERTEX_ATTRIB_ARRAY_SIZE\",34340:\"VERTEX_ATTRIB_ARRAY_STRIDE\",34341:\"VERTEX_ATTRIB_ARRAY_TYPE\",34342:\"CURRENT_VERTEX_ATTRIB\",34373:\"VERTEX_ATTRIB_ARRAY_POINTER\",34466:\"NUM_COMPRESSED_TEXTURE_FORMATS\",34467:\"COMPRESSED_TEXTURE_FORMATS\",34660:\"BUFFER_SIZE\",34661:\"BUFFER_USAGE\",34816:\"STENCIL_BACK_FUNC\",34817:\"STENCIL_BACK_FAIL\",34818:\"STENCIL_BACK_PASS_DEPTH_FAIL\",34819:\"STENCIL_BACK_PASS_DEPTH_PASS\",34877:\"BLEND_EQUATION_ALPHA\",34921:\"MAX_VERTEX_ATTRIBS\",34922:\"VERTEX_ATTRIB_ARRAY_NORMALIZED\",34930:\"MAX_TEXTURE_IMAGE_UNITS\",34962:\"ARRAY_BUFFER\",34963:\"ELEMENT_ARRAY_BUFFER\",34964:\"ARRAY_BUFFER_BINDING\",34965:\"ELEMENT_ARRAY_BUFFER_BINDING\",34975:\"VERTEX_ATTRIB_ARRAY_BUFFER_BINDING\",35040:\"STREAM_DRAW\",35044:\"STATIC_DRAW\",35048:\"DYNAMIC_DRAW\",35632:\"FRAGMENT_SHADER\",35633:\"VERTEX_SHADER\",35660:\"MAX_VERTEX_TEXTURE_IMAGE_UNITS\",35661:\"MAX_COMBINED_TEXTURE_IMAGE_UNITS\",35663:\"SHADER_TYPE\",35664:\"FLOAT_VEC2\",35665:\"FLOAT_VEC3\",35666:\"FLOAT_VEC4\",35667:\"INT_VEC2\",35668:\"INT_VEC3\",35669:\"INT_VEC4\",35670:\"BOOL\",35671:\"BOOL_VEC2\",35672:\"BOOL_VEC3\",35673:\"BOOL_VEC4\",35674:\"FLOAT_MAT2\",35675:\"FLOAT_MAT3\",35676:\"FLOAT_MAT4\",35678:\"SAMPLER_2D\",35680:\"SAMPLER_CUBE\",35712:\"DELETE_STATUS\",35713:\"COMPILE_STATUS\",35714:\"LINK_STATUS\",35715:\"VALIDATE_STATUS\",35716:\"INFO_LOG_LENGTH\",35717:\"ATTACHED_SHADERS\",35718:\"ACTIVE_UNIFORMS\",35719:\"ACTIVE_UNIFORM_MAX_LENGTH\",35720:\"SHADER_SOURCE_LENGTH\",35721:\"ACTIVE_ATTRIBUTES\",35722:\"ACTIVE_ATTRIBUTE_MAX_LENGTH\",35724:\"SHADING_LANGUAGE_VERSION\",35725:\"CURRENT_PROGRAM\",36003:\"STENCIL_BACK_REF\",36004:\"STENCIL_BACK_VALUE_MASK\",36005:\"STENCIL_BACK_WRITEMASK\",36006:\"FRAMEBUFFER_BINDING\",36007:\"RENDERBUFFER_BINDING\",36048:\"FRAMEBUFFER_ATTACHMENT_OBJECT_TYPE\",36049:\"FRAMEBUFFER_ATTACHMENT_OBJECT_NAME\",36050:\"FRAMEBUFFER_ATTACHMENT_TEXTURE_LEVEL\",36051:\"FRAMEBUFFER_ATTACHMENT_TEXTURE_CUBE_MAP_FACE\",36053:\"FRAMEBUFFER_COMPLETE\",36054:\"FRAMEBUFFER_INCOMPLETE_ATTACHMENT\",36055:\"FRAMEBUFFER_INCOMPLETE_MISSING_ATTACHMENT\",36057:\"FRAMEBUFFER_INCOMPLETE_DIMENSIONS\",36061:\"FRAMEBUFFER_UNSUPPORTED\",36064:\"COLOR_ATTACHMENT0\",36096:\"DEPTH_ATTACHMENT\",36128:\"STENCIL_ATTACHMENT\",36160:\"FRAMEBUFFER\",36161:\"RENDERBUFFER\",36162:\"RENDERBUFFER_WIDTH\",36163:\"RENDERBUFFER_HEIGHT\",36164:\"RENDERBUFFER_INTERNAL_FORMAT\",36168:\"STENCIL_INDEX8\",36176:\"RENDERBUFFER_RED_SIZE\",36177:\"RENDERBUFFER_GREEN_SIZE\",36178:\"RENDERBUFFER_BLUE_SIZE\",36179:\"RENDERBUFFER_ALPHA_SIZE\",36180:\"RENDERBUFFER_DEPTH_SIZE\",36181:\"RENDERBUFFER_STENCIL_SIZE\",36194:\"RGB565\",36336:\"LOW_FLOAT\",36337:\"MEDIUM_FLOAT\",36338:\"HIGH_FLOAT\",36339:\"LOW_INT\",36340:\"MEDIUM_INT\",36341:\"HIGH_INT\",36346:\"SHADER_COMPILER\",36347:\"MAX_VERTEX_UNIFORM_VECTORS\",36348:\"MAX_VARYING_VECTORS\",36349:\"MAX_FRAGMENT_UNIFORM_VECTORS\",37440:\"UNPACK_FLIP_Y_WEBGL\",37441:\"UNPACK_PREMULTIPLY_ALPHA_WEBGL\",37442:\"CONTEXT_LOST_WEBGL\",37443:\"UNPACK_COLORSPACE_CONVERSION_WEBGL\",37444:\"BROWSER_DEFAULT_WEBGL\"}},{}],243:[function(t,e,r){var n=t(\"./1.0/numbers\");e.exports=function(t){return n[t]}},{\"./1.0/numbers\":242}],244:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=n(e),o=i(e,[{buffer:r,type:e.FLOAT,size:3,offset:0,stride:40},{buffer:r,type:e.FLOAT,size:4,offset:12,stride:40},{buffer:r,type:e.FLOAT,size:3,offset:28,stride:40}]),l=a(e);l.attributes.position.location=0,l.attributes.color.location=1,l.attributes.offset.location=2;var c=new s(e,r,o,l);return c.update(t),c};var n=t(\"gl-buffer\"),i=t(\"gl-vao\"),a=t(\"./shaders/index\"),o=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function s(t,e,r,n){this.gl=t,this.shader=n,this.buffer=e,this.vao=r,this.pixelRatio=1,this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.lineWidth=[1,1,1],this.capSize=[10,10,10],this.lineCount=[0,0,0],this.lineOffset=[0,0,0],this.opacity=1,this.hasAlpha=!1}var l=s.prototype;function c(t,e){for(var r=0;r<3;++r)t[0][r]=Math.min(t[0][r],e[r]),t[1][r]=Math.max(t[1][r],e[r])}l.isOpaque=function(){return!this.hasAlpha},l.isTransparent=function(){return this.hasAlpha},l.drawTransparent=l.draw=function(t){var e=this.gl,r=this.shader.uniforms;this.shader.bind();var n=r.view=t.view||o,i=r.projection=t.projection||o;r.model=t.model||o,r.clipBounds=this.clipBounds,r.opacity=this.opacity;var a=n[12],s=n[13],l=n[14],c=n[15],u=(t._ortho||!1?2:1)*this.pixelRatio*(i[3]*a+i[7]*s+i[11]*l+i[15]*c)/e.drawingBufferHeight;this.vao.bind();for(var h=0;h<3;++h)e.lineWidth(this.lineWidth[h]*this.pixelRatio),r.capSize=this.capSize[h]*u,this.lineCount[h]&&e.drawArrays(e.LINES,this.lineOffset[h],this.lineCount[h]);this.vao.unbind()};var u=function(){for(var t=new Array(3),e=0;e<3;++e){for(var r=[],n=1;n<=2;++n)for(var i=-1;i<=1;i+=2){var a=[0,0,0];a[(n+e)%3]=i,r.push(a)}t[e]=r}return t}();function h(t,e,r,n){for(var i=u[n],a=0;a<i.length;++a){var o=i[a];t.push(e[0],e[1],e[2],r[0],r[1],r[2],r[3],o[0],o[1],o[2])}return i.length}l.update=function(t){\"lineWidth\"in(t=t||{})&&(this.lineWidth=t.lineWidth,Array.isArray(this.lineWidth)||(this.lineWidth=[this.lineWidth,this.lineWidth,this.lineWidth])),\"capSize\"in t&&(this.capSize=t.capSize,Array.isArray(this.capSize)||(this.capSize=[this.capSize,this.capSize,this.capSize])),this.hasAlpha=!1,\"opacity\"in t&&(this.opacity=+t.opacity,this.opacity<1&&(this.hasAlpha=!0));var e=t.color||[[0,0,0],[0,0,0],[0,0,0]],r=t.position,n=t.error;if(Array.isArray(e[0])||(e=[e,e,e]),r&&n){var i=[],a=r.length,o=0;this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.lineCount=[0,0,0];for(var s=0;s<3;++s){this.lineOffset[s]=o;t:for(var l=0;l<a;++l){for(var u=r[l],f=0;f<3;++f)if(isNaN(u[f])||!isFinite(u[f]))continue t;var p=n[l],d=e[s];if(Array.isArray(d[0])&&(d=e[l]),3===d.length?d=[d[0],d[1],d[2],1]:4===d.length&&(d=[d[0],d[1],d[2],d[3]],!this.hasAlpha&&d[3]<1&&(this.hasAlpha=!0)),!isNaN(p[0][s])&&!isNaN(p[1][s])){var g;if(p[0][s]<0)(g=u.slice())[s]+=p[0][s],i.push(u[0],u[1],u[2],d[0],d[1],d[2],d[3],0,0,0,g[0],g[1],g[2],d[0],d[1],d[2],d[3],0,0,0),c(this.bounds,g),o+=2+h(i,g,d,s);if(p[1][s]>0)(g=u.slice())[s]+=p[1][s],i.push(u[0],u[1],u[2],d[0],d[1],d[2],d[3],0,0,0,g[0],g[1],g[2],d[0],d[1],d[2],d[3],0,0,0),c(this.bounds,g),o+=2+h(i,g,d,s)}}this.lineCount[s]=o-this.lineOffset[s]}this.buffer.update(i)}},l.dispose=function(){this.shader.dispose(),this.buffer.dispose(),this.vao.dispose()}},{\"./shaders/index\":245,\"gl-buffer\":238,\"gl-vao\":320}],245:[function(t,e,r){\"use strict\";var n=t(\"glslify\"),i=t(\"gl-shader\"),a=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position, offset;\\nattribute vec4 color;\\nuniform mat4 model, view, projection;\\nuniform float capSize;\\nvarying vec4 fragColor;\\nvarying vec3 fragPosition;\\n\\nvoid main() {\\n  vec4 worldPosition  = model * vec4(position, 1.0);\\n  worldPosition       = (worldPosition / worldPosition.w) + vec4(capSize * offset, 0.0);\\n  gl_Position         = projection * view * worldPosition;\\n  fragColor           = color;\\n  fragPosition        = position;\\n}\"]),o=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform float opacity;\\nvarying vec3 fragPosition;\\nvarying vec4 fragColor;\\n\\nvoid main() {\\n  if (\\n    outOfRange(clipBounds[0], clipBounds[1], fragPosition) ||\\n    fragColor.a * opacity == 0.\\n  ) discard;\\n\\n  gl_FragColor = opacity * fragColor;\\n}\"]);e.exports=function(t){return i(t,a,o,null,[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"offset\",type:\"vec3\"}])}},{\"gl-shader\":298,glslify:402}],246:[function(t,e,r){\"use strict\";var n=t(\"gl-texture2d\");e.exports=function(t,e,r,n){i||(i=t.FRAMEBUFFER_UNSUPPORTED,a=t.FRAMEBUFFER_INCOMPLETE_ATTACHMENT,o=t.FRAMEBUFFER_INCOMPLETE_DIMENSIONS,s=t.FRAMEBUFFER_INCOMPLETE_MISSING_ATTACHMENT);var c=t.getExtension(\"WEBGL_draw_buffers\");!l&&c&&function(t,e){var r=t.getParameter(e.MAX_COLOR_ATTACHMENTS_WEBGL);l=new Array(r+1);for(var n=0;n<=r;++n){for(var i=new Array(r),a=0;a<n;++a)i[a]=t.COLOR_ATTACHMENT0+a;for(var a=n;a<r;++a)i[a]=t.NONE;l[n]=i}}(t,c);Array.isArray(e)&&(n=r,r=0|e[1],e=0|e[0]);if(\"number\"!=typeof e)throw new Error(\"gl-fbo: Missing shape parameter\");var u=t.getParameter(t.MAX_RENDERBUFFER_SIZE);if(e<0||e>u||r<0||r>u)throw new Error(\"gl-fbo: Parameters are too large for FBO\");var h=1;if(\"color\"in(n=n||{})){if((h=Math.max(0|n.color,0))<0)throw new Error(\"gl-fbo: Must specify a nonnegative number of colors\");if(h>1){if(!c)throw new Error(\"gl-fbo: Multiple draw buffer extension not supported\");if(h>t.getParameter(c.MAX_COLOR_ATTACHMENTS_WEBGL))throw new Error(\"gl-fbo: Context does not support \"+h+\" draw buffers\")}}var f=t.UNSIGNED_BYTE,p=t.getExtension(\"OES_texture_float\");if(n.float&&h>0){if(!p)throw new Error(\"gl-fbo: Context does not support floating point textures\");f=t.FLOAT}else n.preferFloat&&h>0&&p&&(f=t.FLOAT);var g=!0;\"depth\"in n&&(g=!!n.depth);var v=!1;\"stencil\"in n&&(v=!!n.stencil);return new d(t,e,r,f,h,g,v,c)};var i,a,o,s,l=null;function c(t){return[t.getParameter(t.FRAMEBUFFER_BINDING),t.getParameter(t.RENDERBUFFER_BINDING),t.getParameter(t.TEXTURE_BINDING_2D)]}function u(t,e){t.bindFramebuffer(t.FRAMEBUFFER,e[0]),t.bindRenderbuffer(t.RENDERBUFFER,e[1]),t.bindTexture(t.TEXTURE_2D,e[2])}function h(t){switch(t){case i:throw new Error(\"gl-fbo: Framebuffer unsupported\");case a:throw new Error(\"gl-fbo: Framebuffer incomplete attachment\");case o:throw new Error(\"gl-fbo: Framebuffer incomplete dimensions\");case s:throw new Error(\"gl-fbo: Framebuffer incomplete missing attachment\");default:throw new Error(\"gl-fbo: Framebuffer failed for unspecified reason\")}}function f(t,e,r,i,a,o){if(!i)return null;var s=n(t,e,r,a,i);return s.magFilter=t.NEAREST,s.minFilter=t.NEAREST,s.mipSamples=1,s.bind(),t.framebufferTexture2D(t.FRAMEBUFFER,o,t.TEXTURE_2D,s.handle,0),s}function p(t,e,r,n,i){var a=t.createRenderbuffer();return t.bindRenderbuffer(t.RENDERBUFFER,a),t.renderbufferStorage(t.RENDERBUFFER,n,e,r),t.framebufferRenderbuffer(t.FRAMEBUFFER,i,t.RENDERBUFFER,a),a}function d(t,e,r,n,i,a,o,s){this.gl=t,this._shape=[0|e,0|r],this._destroyed=!1,this._ext=s,this.color=new Array(i);for(var d=0;d<i;++d)this.color[d]=null;this._color_rb=null,this.depth=null,this._depth_rb=null,this._colorType=n,this._useDepth=a,this._useStencil=o;var g=this,v=[0|e,0|r];Object.defineProperties(v,{0:{get:function(){return g._shape[0]},set:function(t){return g.width=t}},1:{get:function(){return g._shape[1]},set:function(t){return g.height=t}}}),this._shapeVector=v,function(t){var e=c(t.gl),r=t.gl,n=t.handle=r.createFramebuffer(),i=t._shape[0],a=t._shape[1],o=t.color.length,s=t._ext,d=t._useStencil,g=t._useDepth,v=t._colorType;r.bindFramebuffer(r.FRAMEBUFFER,n);for(var m=0;m<o;++m)t.color[m]=f(r,i,a,v,r.RGBA,r.COLOR_ATTACHMENT0+m);0===o?(t._color_rb=p(r,i,a,r.RGBA4,r.COLOR_ATTACHMENT0),s&&s.drawBuffersWEBGL(l[0])):o>1&&s.drawBuffersWEBGL(l[o]);var y=r.getExtension(\"WEBGL_depth_texture\");y?d?t.depth=f(r,i,a,y.UNSIGNED_INT_24_8_WEBGL,r.DEPTH_STENCIL,r.DEPTH_STENCIL_ATTACHMENT):g&&(t.depth=f(r,i,a,r.UNSIGNED_SHORT,r.DEPTH_COMPONENT,r.DEPTH_ATTACHMENT)):g&&d?t._depth_rb=p(r,i,a,r.DEPTH_STENCIL,r.DEPTH_STENCIL_ATTACHMENT):g?t._depth_rb=p(r,i,a,r.DEPTH_COMPONENT16,r.DEPTH_ATTACHMENT):d&&(t._depth_rb=p(r,i,a,r.STENCIL_INDEX,r.STENCIL_ATTACHMENT));var x=r.checkFramebufferStatus(r.FRAMEBUFFER);if(x!==r.FRAMEBUFFER_COMPLETE){for(t._destroyed=!0,r.bindFramebuffer(r.FRAMEBUFFER,null),r.deleteFramebuffer(t.handle),t.handle=null,t.depth&&(t.depth.dispose(),t.depth=null),t._depth_rb&&(r.deleteRenderbuffer(t._depth_rb),t._depth_rb=null),m=0;m<t.color.length;++m)t.color[m].dispose(),t.color[m]=null;t._color_rb&&(r.deleteRenderbuffer(t._color_rb),t._color_rb=null),u(r,e),h(x)}u(r,e)}(this)}var g=d.prototype;function v(t,e,r){if(t._destroyed)throw new Error(\"gl-fbo: Can't resize destroyed FBO\");if(t._shape[0]!==e||t._shape[1]!==r){var n=t.gl,i=n.getParameter(n.MAX_RENDERBUFFER_SIZE);if(e<0||e>i||r<0||r>i)throw new Error(\"gl-fbo: Can't resize FBO, invalid dimensions\");t._shape[0]=e,t._shape[1]=r;for(var a=c(n),o=0;o<t.color.length;++o)t.color[o].shape=t._shape;t._color_rb&&(n.bindRenderbuffer(n.RENDERBUFFER,t._color_rb),n.renderbufferStorage(n.RENDERBUFFER,n.RGBA4,t._shape[0],t._shape[1])),t.depth&&(t.depth.shape=t._shape),t._depth_rb&&(n.bindRenderbuffer(n.RENDERBUFFER,t._depth_rb),t._useDepth&&t._useStencil?n.renderbufferStorage(n.RENDERBUFFER,n.DEPTH_STENCIL,t._shape[0],t._shape[1]):t._useDepth?n.renderbufferStorage(n.RENDERBUFFER,n.DEPTH_COMPONENT16,t._shape[0],t._shape[1]):t._useStencil&&n.renderbufferStorage(n.RENDERBUFFER,n.STENCIL_INDEX,t._shape[0],t._shape[1])),n.bindFramebuffer(n.FRAMEBUFFER,t.handle);var s=n.checkFramebufferStatus(n.FRAMEBUFFER);s!==n.FRAMEBUFFER_COMPLETE&&(t.dispose(),u(n,a),h(s)),u(n,a)}}Object.defineProperties(g,{shape:{get:function(){return this._destroyed?[0,0]:this._shapeVector},set:function(t){if(Array.isArray(t)||(t=[0|t,0|t]),2!==t.length)throw new Error(\"gl-fbo: Shape vector must be length 2\");var e=0|t[0],r=0|t[1];return v(this,e,r),[e,r]},enumerable:!1},width:{get:function(){return this._destroyed?0:this._shape[0]},set:function(t){return v(this,t|=0,this._shape[1]),t},enumerable:!1},height:{get:function(){return this._destroyed?0:this._shape[1]},set:function(t){return t|=0,v(this,this._shape[0],t),t},enumerable:!1}}),g.bind=function(){if(!this._destroyed){var t=this.gl;t.bindFramebuffer(t.FRAMEBUFFER,this.handle),t.viewport(0,0,this._shape[0],this._shape[1])}},g.dispose=function(){if(!this._destroyed){this._destroyed=!0;var t=this.gl;t.deleteFramebuffer(this.handle),this.handle=null,this.depth&&(this.depth.dispose(),this.depth=null),this._depth_rb&&(t.deleteRenderbuffer(this._depth_rb),this._depth_rb=null);for(var e=0;e<this.color.length;++e)this.color[e].dispose(),this.color[e]=null;this._color_rb&&(t.deleteRenderbuffer(this._color_rb),this._color_rb=null)}}},{\"gl-texture2d\":315}],247:[function(t,e,r){var n=t(\"sprintf-js\").sprintf,i=t(\"gl-constants/lookup\"),a=t(\"glsl-shader-name\"),o=t(\"add-line-numbers\");e.exports=function(t,e,r){\"use strict\";var s=a(e)||\"of unknown name (see npm glsl-shader-name)\",l=\"unknown type\";void 0!==r&&(l=r===i.FRAGMENT_SHADER?\"fragment\":\"vertex\");for(var c=n(\"Error compiling %s shader %s:\\n\",l,s),u=n(\"%s%s\",c,t),h=t.split(\"\\n\"),f={},p=0;p<h.length;p++){var d=h[p];if(\"\"!==d&&\"\\0\"!==d){var g=parseInt(d.split(\":\")[2]);if(isNaN(g))throw new Error(n(\"Could not parse error: %s\",d));f[g]=d}}for(var v=o(e).split(\"\\n\"),p=0;p<v.length;p++)if(f[p+3]||f[p+2]||f[p+1]){var m=v[p];if(c+=m+\"\\n\",f[p+1]){var y=f[p+1];y=y.substr(y.split(\":\",3).join(\":\").length+1).trim(),c+=n(\"^^^ %s\\n\\n\",y)}}return{long:c.trim(),short:u.trim()}}},{\"add-line-numbers\":52,\"gl-constants/lookup\":243,\"glsl-shader-name\":394,\"sprintf-js\":513}],248:[function(t,e,r){\"use strict\";e.exports=function(t,e){var r=t.gl,n=o(r,l.vertex,l.fragment),i=o(r,l.pickVertex,l.pickFragment),a=s(r),u=s(r),h=s(r),f=s(r),p=new c(t,n,i,a,u,h,f);return p.update(e),t.addObject(p),p};var n=t(\"binary-search-bounds\"),i=t(\"iota-array\"),a=t(\"typedarray-pool\"),o=t(\"gl-shader\"),s=t(\"gl-buffer\"),l=t(\"./lib/shaders\");function c(t,e,r,n,i,a,o){this.plot=t,this.shader=e,this.pickShader=r,this.positionBuffer=n,this.weightBuffer=i,this.colorBuffer=a,this.idBuffer=o,this.xData=[],this.yData=[],this.shape=[0,0],this.bounds=[1/0,1/0,-1/0,-1/0],this.pickOffset=0}var u,h=c.prototype,f=[0,0,1,0,0,1,1,0,1,1,0,1];h.draw=(u=[1,0,0,0,1,0,0,0,1],function(){var t=this.plot,e=this.shader,r=this.bounds,n=this.numVertices;if(!(n<=0)){var i=t.gl,a=t.dataBox,o=r[2]-r[0],s=r[3]-r[1],l=a[2]-a[0],c=a[3]-a[1];u[0]=2*o/l,u[4]=2*s/c,u[6]=2*(r[0]-a[0])/l-1,u[7]=2*(r[1]-a[1])/c-1,e.bind();var h=e.uniforms;h.viewTransform=u,h.shape=this.shape;var f=e.attributes;this.positionBuffer.bind(),f.position.pointer(),this.weightBuffer.bind(),f.weight.pointer(i.UNSIGNED_BYTE,!1),this.colorBuffer.bind(),f.color.pointer(i.UNSIGNED_BYTE,!0),i.drawArrays(i.TRIANGLES,0,n)}}),h.drawPick=function(){var t=[1,0,0,0,1,0,0,0,1],e=[0,0,0,0];return function(r){var n=this.plot,i=this.pickShader,a=this.bounds,o=this.numVertices;if(!(o<=0)){var s=n.gl,l=n.dataBox,c=a[2]-a[0],u=a[3]-a[1],h=l[2]-l[0],f=l[3]-l[1];t[0]=2*c/h,t[4]=2*u/f,t[6]=2*(a[0]-l[0])/h-1,t[7]=2*(a[1]-l[1])/f-1;for(var p=0;p<4;++p)e[p]=r>>8*p&255;this.pickOffset=r,i.bind();var d=i.uniforms;d.viewTransform=t,d.pickOffset=e,d.shape=this.shape;var g=i.attributes;return this.positionBuffer.bind(),g.position.pointer(),this.weightBuffer.bind(),g.weight.pointer(s.UNSIGNED_BYTE,!1),this.idBuffer.bind(),g.pickId.pointer(s.UNSIGNED_BYTE,!1),s.drawArrays(s.TRIANGLES,0,o),r+this.shape[0]*this.shape[1]}}}(),h.pick=function(t,e,r){var n=this.pickOffset,i=this.shape[0]*this.shape[1];if(r<n||r>=n+i)return null;var a=r-n,o=this.xData,s=this.yData;return{object:this,pointId:a,dataCoord:[o[a%this.shape[0]],s[a/this.shape[0]|0]]}},h.update=function(t){var e=(t=t||{}).shape||[0,0],r=t.x||i(e[0]),o=t.y||i(e[1]),s=t.z||new Float32Array(e[0]*e[1]);this.xData=r,this.yData=o;var l=t.colorLevels||[0],c=t.colorValues||[0,0,0,1],u=l.length,h=this.bounds,p=h[0]=r[0],d=h[1]=o[0],g=1/((h[2]=r[r.length-1])-p),v=1/((h[3]=o[o.length-1])-d),m=e[0],y=e[1];this.shape=[m,y];var x=(m-1)*(y-1)*(f.length>>>1);this.numVertices=x;for(var b=a.mallocUint8(4*x),_=a.mallocFloat32(2*x),w=a.mallocUint8(2*x),k=a.mallocUint32(x),A=0,T=0;T<y-1;++T)for(var M=v*(o[T]-d),S=v*(o[T+1]-d),E=0;E<m-1;++E)for(var C=g*(r[E]-p),L=g*(r[E+1]-p),z=0;z<f.length;z+=2){var O,I,D,P,R=f[z],F=f[z+1],B=s[(T+F)*m+(E+R)],N=n.le(l,B);if(N<0)O=c[0],I=c[1],D=c[2],P=c[3];else if(N===u-1)O=c[4*u-4],I=c[4*u-3],D=c[4*u-2],P=c[4*u-1];else{var j=(B-l[N])/(l[N+1]-l[N]),V=1-j,U=4*N,q=4*(N+1);O=V*c[U]+j*c[q],I=V*c[U+1]+j*c[q+1],D=V*c[U+2]+j*c[q+2],P=V*c[U+3]+j*c[q+3]}b[4*A]=255*O,b[4*A+1]=255*I,b[4*A+2]=255*D,b[4*A+3]=255*P,_[2*A]=.5*C+.5*L,_[2*A+1]=.5*M+.5*S,w[2*A]=R,w[2*A+1]=F,k[A]=T*m+E,A+=1}this.positionBuffer.update(_),this.weightBuffer.update(w),this.colorBuffer.update(b),this.idBuffer.update(k),a.free(_),a.free(b),a.free(w),a.free(k)},h.dispose=function(){this.shader.dispose(),this.pickShader.dispose(),this.positionBuffer.dispose(),this.weightBuffer.dispose(),this.colorBuffer.dispose(),this.idBuffer.dispose(),this.plot.removeObject(this)}},{\"./lib/shaders\":249,\"binary-search-bounds\":250,\"gl-buffer\":238,\"gl-shader\":298,\"iota-array\":409,\"typedarray-pool\":530}],249:[function(t,e,r){\"use strict\";var n=t(\"glslify\");e.exports={fragment:n([\"precision lowp float;\\n#define GLSLIFY 1\\nvarying vec4 fragColor;\\nvoid main() {\\n  gl_FragColor = vec4(fragColor.rgb * fragColor.a, fragColor.a);\\n}\\n\"]),vertex:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\nattribute vec4 color;\\nattribute vec2 weight;\\n\\nuniform vec2 shape;\\nuniform mat3 viewTransform;\\n\\nvarying vec4 fragColor;\\n\\nvoid main() {\\n  vec3 vPosition = viewTransform * vec3( position + (weight-.5)/(shape-1.) , 1.0);\\n  fragColor = color;\\n  gl_Position = vec4(vPosition.xy, 0, vPosition.z);\\n}\\n\"]),pickFragment:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragId;\\nvarying vec2 vWeight;\\n\\nuniform vec2 shape;\\nuniform vec4 pickOffset;\\n\\nvoid main() {\\n  vec2 d = step(.5, vWeight);\\n  vec4 id = fragId + pickOffset;\\n  id.x += d.x + d.y*shape.x;\\n\\n  id.y += floor(id.x / 256.0);\\n  id.x -= floor(id.x / 256.0) * 256.0;\\n\\n  id.z += floor(id.y / 256.0);\\n  id.y -= floor(id.y / 256.0) * 256.0;\\n\\n  id.w += floor(id.z / 256.0);\\n  id.z -= floor(id.z / 256.0) * 256.0;\\n\\n  gl_FragColor = id/255.;\\n}\\n\"]),pickVertex:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\nattribute vec4 pickId;\\nattribute vec2 weight;\\n\\nuniform vec2 shape;\\nuniform mat3 viewTransform;\\n\\nvarying vec4 fragId;\\nvarying vec2 vWeight;\\n\\nvoid main() {\\n  vWeight = weight;\\n\\n  fragId = pickId;\\n\\n  vec3 vPosition = viewTransform * vec3( position + (weight-.5)/(shape-1.) , 1.0);\\n  gl_Position = vec4(vPosition.xy, 0, vPosition.z);\\n}\\n\"])}},{glslify:402}],250:[function(t,e,r){arguments[4][102][0].apply(r,arguments)},{dup:102}],251:[function(t,e,r){var n=t(\"glslify\"),i=t(\"gl-shader\"),a=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position, nextPosition;\\nattribute float arcLength, lineWidth;\\nattribute vec4 color;\\n\\nuniform vec2 screenShape;\\nuniform float pixelRatio;\\nuniform mat4 model, view, projection;\\n\\nvarying vec4 fragColor;\\nvarying vec3 worldPosition;\\nvarying float pixelArcLength;\\n\\nvec4 project(vec3 p) {\\n  return projection * view * model * vec4(p, 1.0);\\n}\\n\\nvoid main() {\\n  vec4 startPoint = project(position);\\n  vec4 endPoint   = project(nextPosition);\\n\\n  vec2 A = startPoint.xy / startPoint.w;\\n  vec2 B =   endPoint.xy /   endPoint.w;\\n\\n  float clipAngle = atan(\\n    (B.y - A.y) * screenShape.y,\\n    (B.x - A.x) * screenShape.x\\n  );\\n\\n  vec2 offset = 0.5 * pixelRatio * lineWidth * vec2(\\n    sin(clipAngle),\\n    -cos(clipAngle)\\n  ) / screenShape;\\n\\n  gl_Position = vec4(startPoint.xy + startPoint.w * offset, startPoint.zw);\\n\\n  worldPosition = position;\\n  pixelArcLength = arcLength;\\n  fragColor = color;\\n}\\n\"]),o=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3      clipBounds[2];\\nuniform sampler2D dashTexture;\\nuniform float     dashScale;\\nuniform float     opacity;\\n\\nvarying vec3    worldPosition;\\nvarying float   pixelArcLength;\\nvarying vec4    fragColor;\\n\\nvoid main() {\\n  if (\\n    outOfRange(clipBounds[0], clipBounds[1], worldPosition) ||\\n    fragColor.a * opacity == 0.\\n  ) discard;\\n\\n  float dashWeight = texture2D(dashTexture, vec2(dashScale * pixelArcLength, 0)).r;\\n  if(dashWeight < 0.5) {\\n    discard;\\n  }\\n  gl_FragColor = fragColor * opacity;\\n}\\n\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\n#define FLOAT_MAX  1.70141184e38\\n#define FLOAT_MIN  1.17549435e-38\\n\\nlowp vec4 encode_float_1540259130(highp float v) {\\n  highp float av = abs(v);\\n\\n  //Handle special cases\\n  if(av < FLOAT_MIN) {\\n    return vec4(0.0, 0.0, 0.0, 0.0);\\n  } else if(v > FLOAT_MAX) {\\n    return vec4(127.0, 128.0, 0.0, 0.0) / 255.0;\\n  } else if(v < -FLOAT_MAX) {\\n    return vec4(255.0, 128.0, 0.0, 0.0) / 255.0;\\n  }\\n\\n  highp vec4 c = vec4(0,0,0,0);\\n\\n  //Compute exponent and mantissa\\n  highp float e = floor(log2(av));\\n  highp float m = av * pow(2.0, -e) - 1.0;\\n  \\n  //Unpack mantissa\\n  c[1] = floor(128.0 * m);\\n  m -= c[1] / 128.0;\\n  c[2] = floor(32768.0 * m);\\n  m -= c[2] / 32768.0;\\n  c[3] = floor(8388608.0 * m);\\n  \\n  //Unpack exponent\\n  highp float ebias = e + 127.0;\\n  c[0] = floor(ebias / 2.0);\\n  ebias -= c[0] * 2.0;\\n  c[1] += floor(ebias) * 128.0; \\n\\n  //Unpack sign bit\\n  c[0] += 128.0 * step(0.0, -v);\\n\\n  //Scale back to range\\n  return c / 255.0;\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform float pickId;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec3 worldPosition;\\nvarying float pixelArcLength;\\nvarying vec4 fragColor;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], worldPosition)) discard;\\n\\n  gl_FragColor = vec4(pickId/255.0, encode_float_1540259130(pixelArcLength).xyz);\\n}\"]),l=[{name:\"position\",type:\"vec3\"},{name:\"nextPosition\",type:\"vec3\"},{name:\"arcLength\",type:\"float\"},{name:\"lineWidth\",type:\"float\"},{name:\"color\",type:\"vec4\"}];r.createShader=function(t){return i(t,a,o,null,l)},r.createPickShader=function(t){return i(t,a,s,null,l)}},{\"gl-shader\":298,glslify:402}],252:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl||t.scene&&t.scene.gl,r=u(e);r.attributes.position.location=0,r.attributes.nextPosition.location=1,r.attributes.arcLength.location=2,r.attributes.lineWidth.location=3,r.attributes.color.location=4;var o=h(e);o.attributes.position.location=0,o.attributes.nextPosition.location=1,o.attributes.arcLength.location=2,o.attributes.lineWidth.location=3,o.attributes.color.location=4;for(var s=n(e),c=i(e,[{buffer:s,size:3,offset:0,stride:48},{buffer:s,size:3,offset:12,stride:48},{buffer:s,size:1,offset:24,stride:48},{buffer:s,size:1,offset:28,stride:48},{buffer:s,size:4,offset:32,stride:48}]),f=l(new Array(1024),[256,1,4]),p=0;p<1024;++p)f.data[p]=255;var d=a(e,f);d.wrap=e.REPEAT;var g=new v(e,r,o,s,c,d);return g.update(t),g};var n=t(\"gl-buffer\"),i=t(\"gl-vao\"),a=t(\"gl-texture2d\"),o=t(\"glsl-read-float\"),s=t(\"binary-search-bounds\"),l=t(\"ndarray\"),c=t(\"./lib/shaders\"),u=c.createShader,h=c.createPickShader,f=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function p(t,e){for(var r=0,n=0;n<3;++n){var i=t[n]-e[n];r+=i*i}return Math.sqrt(r)}function d(t){for(var e=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],r=0;r<3;++r)e[0][r]=Math.max(t[0][r],e[0][r]),e[1][r]=Math.min(t[1][r],e[1][r]);return e}function g(t,e,r,n){this.arcLength=t,this.position=e,this.index=r,this.dataCoordinate=n}function v(t,e,r,n,i,a){this.gl=t,this.shader=e,this.pickShader=r,this.buffer=n,this.vao=i,this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.points=[],this.arcLength=[],this.vertexCount=0,this.bounds=[[0,0,0],[0,0,0]],this.pickId=0,this.lineWidth=1,this.texture=a,this.dashScale=1,this.opacity=1,this.hasAlpha=!1,this.dirty=!0,this.pixelRatio=1}var m=v.prototype;m.isTransparent=function(){return this.hasAlpha},m.isOpaque=function(){return!this.hasAlpha},m.pickSlots=1,m.setPickBase=function(t){this.pickId=t},m.drawTransparent=m.draw=function(t){if(this.vertexCount){var e=this.gl,r=this.shader,n=this.vao;r.bind(),r.uniforms={model:t.model||f,view:t.view||f,projection:t.projection||f,clipBounds:d(this.clipBounds),dashTexture:this.texture.bind(),dashScale:this.dashScale/this.arcLength[this.arcLength.length-1],opacity:this.opacity,screenShape:[e.drawingBufferWidth,e.drawingBufferHeight],pixelRatio:this.pixelRatio},n.bind(),n.draw(e.TRIANGLE_STRIP,this.vertexCount),n.unbind()}},m.drawPick=function(t){if(this.vertexCount){var e=this.gl,r=this.pickShader,n=this.vao;r.bind(),r.uniforms={model:t.model||f,view:t.view||f,projection:t.projection||f,pickId:this.pickId,clipBounds:d(this.clipBounds),screenShape:[e.drawingBufferWidth,e.drawingBufferHeight],pixelRatio:this.pixelRatio},n.bind(),n.draw(e.TRIANGLE_STRIP,this.vertexCount),n.unbind()}},m.update=function(t){var e,r;this.dirty=!0;var n=!!t.connectGaps;\"dashScale\"in t&&(this.dashScale=t.dashScale),this.hasAlpha=!1,\"opacity\"in t&&(this.opacity=+t.opacity,this.opacity<1&&(this.hasAlpha=!0));var i=[],a=[],o=[],c=0,u=0,h=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],f=t.position||t.positions;if(f){var d=t.color||t.colors||[0,0,0,1],g=t.lineWidth||1,v=!1;t:for(e=1;e<f.length;++e){var m,y,x,b=f[e-1],_=f[e];for(a.push(c),o.push(b.slice()),r=0;r<3;++r){if(isNaN(b[r])||isNaN(_[r])||!isFinite(b[r])||!isFinite(_[r])){if(!n&&i.length>0){for(var w=0;w<24;++w)i.push(i[i.length-12]);u+=2,v=!0}continue t}h[0][r]=Math.min(h[0][r],b[r],_[r]),h[1][r]=Math.max(h[1][r],b[r],_[r])}Array.isArray(d[0])?(m=d.length>e-1?d[e-1]:d.length>0?d[d.length-1]:[0,0,0,1],y=d.length>e?d[e]:d.length>0?d[d.length-1]:[0,0,0,1]):m=y=d,3===m.length&&(m=[m[0],m[1],m[2],1]),3===y.length&&(y=[y[0],y[1],y[2],1]),!this.hasAlpha&&m[3]<1&&(this.hasAlpha=!0),x=Array.isArray(g)?g.length>e-1?g[e-1]:g.length>0?g[g.length-1]:[0,0,0,1]:g;var k=c;if(c+=p(b,_),v){for(r=0;r<2;++r)i.push(b[0],b[1],b[2],_[0],_[1],_[2],k,x,m[0],m[1],m[2],m[3]);u+=2,v=!1}i.push(b[0],b[1],b[2],_[0],_[1],_[2],k,x,m[0],m[1],m[2],m[3],b[0],b[1],b[2],_[0],_[1],_[2],k,-x,m[0],m[1],m[2],m[3],_[0],_[1],_[2],b[0],b[1],b[2],c,-x,y[0],y[1],y[2],y[3],_[0],_[1],_[2],b[0],b[1],b[2],c,x,y[0],y[1],y[2],y[3]),u+=4}}if(this.buffer.update(i),a.push(c),o.push(f[f.length-1].slice()),this.bounds=h,this.vertexCount=u,this.points=o,this.arcLength=a,\"dashes\"in t){var A=t.dashes.slice();for(A.unshift(0),e=1;e<A.length;++e)A[e]=A[e-1]+A[e];var T=l(new Array(1024),[256,1,4]);for(e=0;e<256;++e){for(r=0;r<4;++r)T.set(e,0,r,0);1&s.le(A,A[A.length-1]*e/255)?T.set(e,0,0,0):T.set(e,0,0,255)}this.texture.setPixels(T)}},m.dispose=function(){this.shader.dispose(),this.vao.dispose(),this.buffer.dispose()},m.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=o(t.value[0],t.value[1],t.value[2],0),r=s.le(this.arcLength,e);if(r<0)return null;if(r===this.arcLength.length-1)return new g(this.arcLength[this.arcLength.length-1],this.points[this.points.length-1].slice(),r);for(var n=this.points[r],i=this.points[Math.min(r+1,this.points.length-1)],a=(e-this.arcLength[r])/(this.arcLength[r+1]-this.arcLength[r]),l=1-a,c=[0,0,0],u=0;u<3;++u)c[u]=l*n[u]+a*i[u];var h=Math.min(a<.5?r:r+1,this.points.length-1);return new g(e,c,h,this.points[h])}},{\"./lib/shaders\":251,\"binary-search-bounds\":253,\"gl-buffer\":238,\"gl-texture2d\":315,\"gl-vao\":320,\"glsl-read-float\":393,ndarray:443}],253:[function(t,e,r){arguments[4][102][0].apply(r,arguments)},{dup:102}],254:[function(t,e,r){e.exports=function(t,e){var r=e[0],n=e[1],i=e[2],a=e[3],o=r*a-i*n;return o?(o=1/o,t[0]=a*o,t[1]=-n*o,t[2]=-i*o,t[3]=r*o,t):null}},{}],255:[function(t,e,r){e.exports=function(t,e){var r=e[0],n=e[1],i=e[2],a=e[3],o=e[4],s=e[5],l=e[6],c=e[7],u=e[8],h=u*o-s*c,f=-u*a+s*l,p=c*a-o*l,d=r*h+n*f+i*p;return d?(d=1/d,t[0]=h*d,t[1]=(-u*n+i*c)*d,t[2]=(s*n-i*o)*d,t[3]=f*d,t[4]=(u*r-i*l)*d,t[5]=(-s*r+i*a)*d,t[6]=p*d,t[7]=(-c*r+n*l)*d,t[8]=(o*r-n*a)*d,t):null}},{}],256:[function(t,e,r){e.exports=function(t){var e=new Float32Array(16);return e[0]=t[0],e[1]=t[1],e[2]=t[2],e[3]=t[3],e[4]=t[4],e[5]=t[5],e[6]=t[6],e[7]=t[7],e[8]=t[8],e[9]=t[9],e[10]=t[10],e[11]=t[11],e[12]=t[12],e[13]=t[13],e[14]=t[14],e[15]=t[15],e}},{}],257:[function(t,e,r){e.exports=function(){var t=new Float32Array(16);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}},{}],258:[function(t,e,r){e.exports=function(t){var e=t[0],r=t[1],n=t[2],i=t[3],a=t[4],o=t[5],s=t[6],l=t[7],c=t[8],u=t[9],h=t[10],f=t[11],p=t[12],d=t[13],g=t[14],v=t[15];return(e*o-r*a)*(h*v-f*g)-(e*s-n*a)*(u*v-f*d)+(e*l-i*a)*(u*g-h*d)+(r*s-n*o)*(c*v-f*p)-(r*l-i*o)*(c*g-h*p)+(n*l-i*s)*(c*d-u*p)}},{}],259:[function(t,e,r){e.exports=function(t,e){var r=e[0],n=e[1],i=e[2],a=e[3],o=r+r,s=n+n,l=i+i,c=r*o,u=n*o,h=n*s,f=i*o,p=i*s,d=i*l,g=a*o,v=a*s,m=a*l;return t[0]=1-h-d,t[1]=u+m,t[2]=f-v,t[3]=0,t[4]=u-m,t[5]=1-c-d,t[6]=p+g,t[7]=0,t[8]=f+v,t[9]=p-g,t[10]=1-c-h,t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,t}},{}],260:[function(t,e,r){e.exports=function(t,e,r){var n=e[0],i=e[1],a=e[2],o=e[3],s=n+n,l=i+i,c=a+a,u=n*s,h=n*l,f=n*c,p=i*l,d=i*c,g=a*c,v=o*s,m=o*l,y=o*c;return t[0]=1-(p+g),t[1]=h+y,t[2]=f-m,t[3]=0,t[4]=h-y,t[5]=1-(u+g),t[6]=d+v,t[7]=0,t[8]=f+m,t[9]=d-v,t[10]=1-(u+p),t[11]=0,t[12]=r[0],t[13]=r[1],t[14]=r[2],t[15]=1,t}},{}],261:[function(t,e,r){e.exports=function(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}},{}],262:[function(t,e,r){e.exports=function(t,e){var r=e[0],n=e[1],i=e[2],a=e[3],o=e[4],s=e[5],l=e[6],c=e[7],u=e[8],h=e[9],f=e[10],p=e[11],d=e[12],g=e[13],v=e[14],m=e[15],y=r*s-n*o,x=r*l-i*o,b=r*c-a*o,_=n*l-i*s,w=n*c-a*s,k=i*c-a*l,A=u*g-h*d,T=u*v-f*d,M=u*m-p*d,S=h*v-f*g,E=h*m-p*g,C=f*m-p*v,L=y*C-x*E+b*S+_*M-w*T+k*A;if(!L)return null;return L=1/L,t[0]=(s*C-l*E+c*S)*L,t[1]=(i*E-n*C-a*S)*L,t[2]=(g*k-v*w+m*_)*L,t[3]=(f*w-h*k-p*_)*L,t[4]=(l*M-o*C-c*T)*L,t[5]=(r*C-i*M+a*T)*L,t[6]=(v*b-d*k-m*x)*L,t[7]=(u*k-f*b+p*x)*L,t[8]=(o*E-s*M+c*A)*L,t[9]=(n*M-r*E-a*A)*L,t[10]=(d*w-g*b+m*y)*L,t[11]=(h*b-u*w-p*y)*L,t[12]=(s*T-o*S-l*A)*L,t[13]=(r*S-n*T+i*A)*L,t[14]=(g*x-d*_-v*y)*L,t[15]=(u*_-h*x+f*y)*L,t}},{}],263:[function(t,e,r){var n=t(\"./identity\");e.exports=function(t,e,r,i){var a,o,s,l,c,u,h,f,p,d,g=e[0],v=e[1],m=e[2],y=i[0],x=i[1],b=i[2],_=r[0],w=r[1],k=r[2];if(Math.abs(g-_)<1e-6&&Math.abs(v-w)<1e-6&&Math.abs(m-k)<1e-6)return n(t);h=g-_,f=v-w,p=m-k,d=1/Math.sqrt(h*h+f*f+p*p),a=x*(p*=d)-b*(f*=d),o=b*(h*=d)-y*p,s=y*f-x*h,(d=Math.sqrt(a*a+o*o+s*s))?(a*=d=1/d,o*=d,s*=d):(a=0,o=0,s=0);l=f*s-p*o,c=p*a-h*s,u=h*o-f*a,(d=Math.sqrt(l*l+c*c+u*u))?(l*=d=1/d,c*=d,u*=d):(l=0,c=0,u=0);return t[0]=a,t[1]=l,t[2]=h,t[3]=0,t[4]=o,t[5]=c,t[6]=f,t[7]=0,t[8]=s,t[9]=u,t[10]=p,t[11]=0,t[12]=-(a*g+o*v+s*m),t[13]=-(l*g+c*v+u*m),t[14]=-(h*g+f*v+p*m),t[15]=1,t}},{\"./identity\":261}],264:[function(t,e,r){e.exports=function(t,e,r){var n=e[0],i=e[1],a=e[2],o=e[3],s=e[4],l=e[5],c=e[6],u=e[7],h=e[8],f=e[9],p=e[10],d=e[11],g=e[12],v=e[13],m=e[14],y=e[15],x=r[0],b=r[1],_=r[2],w=r[3];return t[0]=x*n+b*s+_*h+w*g,t[1]=x*i+b*l+_*f+w*v,t[2]=x*a+b*c+_*p+w*m,t[3]=x*o+b*u+_*d+w*y,x=r[4],b=r[5],_=r[6],w=r[7],t[4]=x*n+b*s+_*h+w*g,t[5]=x*i+b*l+_*f+w*v,t[6]=x*a+b*c+_*p+w*m,t[7]=x*o+b*u+_*d+w*y,x=r[8],b=r[9],_=r[10],w=r[11],t[8]=x*n+b*s+_*h+w*g,t[9]=x*i+b*l+_*f+w*v,t[10]=x*a+b*c+_*p+w*m,t[11]=x*o+b*u+_*d+w*y,x=r[12],b=r[13],_=r[14],w=r[15],t[12]=x*n+b*s+_*h+w*g,t[13]=x*i+b*l+_*f+w*v,t[14]=x*a+b*c+_*p+w*m,t[15]=x*o+b*u+_*d+w*y,t}},{}],265:[function(t,e,r){e.exports=function(t,e,r,n,i,a,o){var s=1/(e-r),l=1/(n-i),c=1/(a-o);return t[0]=-2*s,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=-2*l,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=2*c,t[11]=0,t[12]=(e+r)*s,t[13]=(i+n)*l,t[14]=(o+a)*c,t[15]=1,t}},{}],266:[function(t,e,r){e.exports=function(t,e,r,n,i){var a=1/Math.tan(e/2),o=1/(n-i);return t[0]=a/r,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=a,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=(i+n)*o,t[11]=-1,t[12]=0,t[13]=0,t[14]=2*i*n*o,t[15]=0,t}},{}],267:[function(t,e,r){e.exports=function(t,e,r,n){var i,a,o,s,l,c,u,h,f,p,d,g,v,m,y,x,b,_,w,k,A,T,M,S,E=n[0],C=n[1],L=n[2],z=Math.sqrt(E*E+C*C+L*L);if(Math.abs(z)<1e-6)return null;E*=z=1/z,C*=z,L*=z,i=Math.sin(r),a=Math.cos(r),o=1-a,s=e[0],l=e[1],c=e[2],u=e[3],h=e[4],f=e[5],p=e[6],d=e[7],g=e[8],v=e[9],m=e[10],y=e[11],x=E*E*o+a,b=C*E*o+L*i,_=L*E*o-C*i,w=E*C*o-L*i,k=C*C*o+a,A=L*C*o+E*i,T=E*L*o+C*i,M=C*L*o-E*i,S=L*L*o+a,t[0]=s*x+h*b+g*_,t[1]=l*x+f*b+v*_,t[2]=c*x+p*b+m*_,t[3]=u*x+d*b+y*_,t[4]=s*w+h*k+g*A,t[5]=l*w+f*k+v*A,t[6]=c*w+p*k+m*A,t[7]=u*w+d*k+y*A,t[8]=s*T+h*M+g*S,t[9]=l*T+f*M+v*S,t[10]=c*T+p*M+m*S,t[11]=u*T+d*M+y*S,e!==t&&(t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t}},{}],268:[function(t,e,r){e.exports=function(t,e,r){var n=Math.sin(r),i=Math.cos(r),a=e[4],o=e[5],s=e[6],l=e[7],c=e[8],u=e[9],h=e[10],f=e[11];e!==t&&(t[0]=e[0],t[1]=e[1],t[2]=e[2],t[3]=e[3],t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t[4]=a*i+c*n,t[5]=o*i+u*n,t[6]=s*i+h*n,t[7]=l*i+f*n,t[8]=c*i-a*n,t[9]=u*i-o*n,t[10]=h*i-s*n,t[11]=f*i-l*n,t}},{}],269:[function(t,e,r){e.exports=function(t,e,r){var n=Math.sin(r),i=Math.cos(r),a=e[0],o=e[1],s=e[2],l=e[3],c=e[8],u=e[9],h=e[10],f=e[11];e!==t&&(t[4]=e[4],t[5]=e[5],t[6]=e[6],t[7]=e[7],t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t[0]=a*i-c*n,t[1]=o*i-u*n,t[2]=s*i-h*n,t[3]=l*i-f*n,t[8]=a*n+c*i,t[9]=o*n+u*i,t[10]=s*n+h*i,t[11]=l*n+f*i,t}},{}],270:[function(t,e,r){e.exports=function(t,e,r){var n=Math.sin(r),i=Math.cos(r),a=e[0],o=e[1],s=e[2],l=e[3],c=e[4],u=e[5],h=e[6],f=e[7];e!==t&&(t[8]=e[8],t[9]=e[9],t[10]=e[10],t[11]=e[11],t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t[0]=a*i+c*n,t[1]=o*i+u*n,t[2]=s*i+h*n,t[3]=l*i+f*n,t[4]=c*i-a*n,t[5]=u*i-o*n,t[6]=h*i-s*n,t[7]=f*i-l*n,t}},{}],271:[function(t,e,r){e.exports=function(t,e,r){var n=r[0],i=r[1],a=r[2];return t[0]=e[0]*n,t[1]=e[1]*n,t[2]=e[2]*n,t[3]=e[3]*n,t[4]=e[4]*i,t[5]=e[5]*i,t[6]=e[6]*i,t[7]=e[7]*i,t[8]=e[8]*a,t[9]=e[9]*a,t[10]=e[10]*a,t[11]=e[11]*a,t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15],t}},{}],272:[function(t,e,r){e.exports=function(t,e,r){var n,i,a,o,s,l,c,u,h,f,p,d,g=r[0],v=r[1],m=r[2];e===t?(t[12]=e[0]*g+e[4]*v+e[8]*m+e[12],t[13]=e[1]*g+e[5]*v+e[9]*m+e[13],t[14]=e[2]*g+e[6]*v+e[10]*m+e[14],t[15]=e[3]*g+e[7]*v+e[11]*m+e[15]):(n=e[0],i=e[1],a=e[2],o=e[3],s=e[4],l=e[5],c=e[6],u=e[7],h=e[8],f=e[9],p=e[10],d=e[11],t[0]=n,t[1]=i,t[2]=a,t[3]=o,t[4]=s,t[5]=l,t[6]=c,t[7]=u,t[8]=h,t[9]=f,t[10]=p,t[11]=d,t[12]=n*g+s*v+h*m+e[12],t[13]=i*g+l*v+f*m+e[13],t[14]=a*g+c*v+p*m+e[14],t[15]=o*g+u*v+d*m+e[15]);return t}},{}],273:[function(t,e,r){e.exports=function(t,e){if(t===e){var r=e[1],n=e[2],i=e[3],a=e[6],o=e[7],s=e[11];t[1]=e[4],t[2]=e[8],t[3]=e[12],t[4]=r,t[6]=e[9],t[7]=e[13],t[8]=n,t[9]=a,t[11]=e[14],t[12]=i,t[13]=o,t[14]=s}else t[0]=e[0],t[1]=e[4],t[2]=e[8],t[3]=e[12],t[4]=e[1],t[5]=e[5],t[6]=e[9],t[7]=e[13],t[8]=e[2],t[9]=e[6],t[10]=e[10],t[11]=e[14],t[12]=e[3],t[13]=e[7],t[14]=e[11],t[15]=e[15];return t}},{}],274:[function(t,e,r){\"use strict\";e.exports=function(t,e){switch(e.length){case 0:break;case 1:t[0]=1/e[0];break;case 4:n(t,e);break;case 9:i(t,e);break;case 16:a(t,e);break;default:throw new Error(\"currently supports matrices up to 4x4\")}return t};var n=t(\"gl-mat2/invert\"),i=t(\"gl-mat3/invert\"),a=t(\"gl-mat4/invert\")},{\"gl-mat2/invert\":254,\"gl-mat3/invert\":255,\"gl-mat4/invert\":262}],275:[function(t,e,r){\"use strict\";var n=t(\"barycentric\"),i=t(\"polytope-closest-point/lib/closest_point_2d.js\");function a(t,e){for(var r=[0,0,0,0],n=0;n<4;++n)for(var i=0;i<4;++i)r[i]+=t[4*n+i]*e[n];return r}function o(t,e,r,n,i){for(var o=a(n,a(r,a(e,[t[0],t[1],t[2],1]))),s=0;s<3;++s)o[s]/=o[3];return[.5*i[0]*(1+o[0]),.5*i[1]*(1-o[1])]}e.exports=function(t,e,r,a,s,l){if(1===t.length)return[0,t[0].slice()];for(var c=new Array(t.length),u=0;u<t.length;++u)c[u]=o(t[u],r,a,s,l);for(var h=0,f=1/0,u=0;u<c.length;++u){for(var p=0,d=0;d<2;++d)p+=Math.pow(c[u][d]-e[d],2);p<f&&(f=p,h=u)}for(var g=function(t,e){if(2===t.length){for(var r=0,a=0,o=0;o<2;++o)r+=Math.pow(e[o]-t[0][o],2),a+=Math.pow(e[o]-t[1][o],2);return r=Math.sqrt(r),a=Math.sqrt(a),r+a<1e-6?[1,0]:[a/(r+a),r/(a+r)]}if(3===t.length){var s=[0,0];return i(t[0],t[1],t[2],e,s),n(t,s)}return[]}(c,e),v=0,u=0;u<3;++u){if(g[u]<-.001||g[u]>1.0001)return null;v+=g[u]}if(Math.abs(v-1)>.001)return null;return[h,function(t,e){for(var r=[0,0,0],n=0;n<t.length;++n)for(var i=t[n],a=e[n],o=0;o<3;++o)r[o]+=a*i[o];return r}(t,g),g]}},{barycentric:64,\"polytope-closest-point/lib/closest_point_2d.js\":474}],276:[function(t,e,r){var n=t(\"glslify\"),i=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position, normal;\\nattribute vec4 color;\\nattribute vec2 uv;\\n\\nuniform mat4 model\\n           , view\\n           , projection\\n           , inverseModel;\\nuniform vec3 eyePosition\\n           , lightPosition;\\n\\nvarying vec3 f_normal\\n           , f_lightDirection\\n           , f_eyeDirection\\n           , f_data;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvec4 project(vec3 p) {\\n  return projection * view * model * vec4(p, 1.0);\\n}\\n\\nvoid main() {\\n  gl_Position      = project(position);\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * vec4(position , 1.0);\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  f_lightDirection = lightPosition - cameraCoordinate.xyz;\\n  f_eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  f_normal  = normalize((vec4(normal, 0.0) * inverseModel).xyz);\\n\\n  f_color          = color;\\n  f_data           = position;\\n  f_uv             = uv;\\n}\\n\"]),a=n([\"#extension GL_OES_standard_derivatives : enable\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat cookTorranceSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness,\\n  float fresnel) {\\n\\n  float VdotN = max(dot(viewDirection, surfaceNormal), 0.0);\\n  float LdotN = max(dot(lightDirection, surfaceNormal), 0.0);\\n\\n  //Half angle vector\\n  vec3 H = normalize(lightDirection + viewDirection);\\n\\n  //Geometric term\\n  float NdotH = max(dot(surfaceNormal, H), 0.0);\\n  float VdotH = max(dot(viewDirection, H), 0.000001);\\n  float LdotH = max(dot(lightDirection, H), 0.000001);\\n  float G1 = (2.0 * NdotH * VdotN) / VdotH;\\n  float G2 = (2.0 * NdotH * LdotN) / LdotH;\\n  float G = min(1.0, min(G1, G2));\\n  \\n  //Distribution term\\n  float D = beckmannDistribution(NdotH, roughness);\\n\\n  //Fresnel term\\n  float F = pow(1.0 - VdotN, fresnel);\\n\\n  //Multiply terms and done\\n  return  G * F * D / max(3.14159265 * VdotN, 0.000001);\\n}\\n\\n//#pragma glslify: beckmann = require(glsl-specular-beckmann) // used in gl-surface3d\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform float roughness\\n            , fresnel\\n            , kambient\\n            , kdiffuse\\n            , kspecular;\\nuniform sampler2D texture;\\n\\nvarying vec3 f_normal\\n           , f_lightDirection\\n           , f_eyeDirection\\n           , f_data;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (f_color.a == 0.0 ||\\n    outOfRange(clipBounds[0], clipBounds[1], f_data)\\n  ) discard;\\n\\n  vec3 N = normalize(f_normal);\\n  vec3 L = normalize(f_lightDirection);\\n  vec3 V = normalize(f_eyeDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = min(1.0, max(0.0, cookTorranceSpecular(L, V, N, roughness, fresnel)));\\n  //float specular = max(0.0, beckmann(L, V, N, roughness)); // used in gl-surface3d\\n\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  vec4 surfaceColor = vec4(f_color.rgb, 1.0) * texture2D(texture, f_uv);\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = litColor * f_color.a;\\n}\\n\"]),o=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 uv;\\n\\nuniform mat4 model, view, projection;\\n\\nvarying vec4 f_color;\\nvarying vec3 f_data;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  gl_Position = projection * view * model * vec4(position, 1.0);\\n  f_color = color;\\n  f_data  = position;\\n  f_uv    = uv;\\n}\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform sampler2D texture;\\nuniform float opacity;\\n\\nvarying vec4 f_color;\\nvarying vec3 f_data;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_data)) discard;\\n\\n  gl_FragColor = f_color * texture2D(texture, f_uv) * opacity;\\n}\"]),l=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 uv;\\nattribute float pointSize;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0.0, 0.0 ,0.0 ,0.0);\\n  } else {\\n    gl_Position = projection * view * model * vec4(position, 1.0);\\n  }\\n  gl_PointSize = pointSize;\\n  f_color = color;\\n  f_uv = uv;\\n}\"]),c=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform sampler2D texture;\\nuniform float opacity;\\n\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  vec2 pointR = gl_PointCoord.xy - vec2(0.5, 0.5);\\n  if(dot(pointR, pointR) > 0.25) {\\n    discard;\\n  }\\n  gl_FragColor = f_color * texture2D(texture, f_uv) * opacity;\\n}\"]),u=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  gl_Position = projection * view * model * vec4(position, 1.0);\\n  f_id        = id;\\n  f_position  = position;\\n}\"]),h=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3  clipBounds[2];\\nuniform float pickId;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n\\n  gl_FragColor = vec4(pickId, f_id.xyz);\\n}\"]),f=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3  position;\\nattribute float pointSize;\\nattribute vec4  id;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0.0, 0.0, 0.0, 0.0);\\n  } else {\\n    gl_Position  = projection * view * model * vec4(position, 1.0);\\n    gl_PointSize = pointSize;\\n  }\\n  f_id         = id;\\n  f_position   = position;\\n}\"]),p=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\n\\nuniform mat4 model, view, projection;\\n\\nvoid main() {\\n  gl_Position = projection * view * model * vec4(position, 1.0);\\n}\"]),d=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec3 contourColor;\\n\\nvoid main() {\\n  gl_FragColor = vec4(contourColor, 1.0);\\n}\\n\"]);r.meshShader={vertex:i,fragment:a,attributes:[{name:\"position\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"}]},r.wireShader={vertex:o,fragment:s,attributes:[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"}]},r.pointShader={vertex:l,fragment:c,attributes:[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"},{name:\"pointSize\",type:\"float\"}]},r.pickShader={vertex:u,fragment:h,attributes:[{name:\"position\",type:\"vec3\"},{name:\"id\",type:\"vec4\"}]},r.pointPickShader={vertex:f,fragment:h,attributes:[{name:\"position\",type:\"vec3\"},{name:\"pointSize\",type:\"float\"},{name:\"id\",type:\"vec4\"}]},r.contourShader={vertex:p,fragment:d,attributes:[{name:\"position\",type:\"vec3\"}]}},{glslify:402}],277:[function(t,e,r){\"use strict\";var n=t(\"gl-shader\"),i=t(\"gl-buffer\"),a=t(\"gl-vao\"),o=t(\"gl-texture2d\"),s=t(\"normals\"),l=t(\"gl-mat4/multiply\"),c=t(\"gl-mat4/invert\"),u=t(\"ndarray\"),h=t(\"colormap\"),f=t(\"simplicial-complex-contour\"),p=t(\"typedarray-pool\"),d=t(\"./lib/shaders\"),g=t(\"./lib/closest-point\"),v=d.meshShader,m=d.wireShader,y=d.pointShader,x=d.pickShader,b=d.pointPickShader,_=d.contourShader,w=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function k(t,e,r,n,i,a,o,s,l,c,u,h,f,p,d,g,v,m,y,x,b,_,k,A,T,M,S){this.gl=t,this.pixelRatio=1,this.cells=[],this.positions=[],this.intensity=[],this.texture=e,this.dirty=!0,this.triShader=r,this.lineShader=n,this.pointShader=i,this.pickShader=a,this.pointPickShader=o,this.contourShader=s,this.trianglePositions=l,this.triangleColors=u,this.triangleNormals=f,this.triangleUVs=h,this.triangleIds=c,this.triangleVAO=p,this.triangleCount=0,this.lineWidth=1,this.edgePositions=d,this.edgeColors=v,this.edgeUVs=m,this.edgeIds=g,this.edgeVAO=y,this.edgeCount=0,this.pointPositions=x,this.pointColors=_,this.pointUVs=k,this.pointSizes=A,this.pointIds=b,this.pointVAO=T,this.pointCount=0,this.contourLineWidth=1,this.contourPositions=M,this.contourVAO=S,this.contourCount=0,this.contourColor=[0,0,0],this.contourEnable=!0,this.pickId=1,this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.lightPosition=[1e5,1e5,0],this.ambientLight=.8,this.diffuseLight=.8,this.specularLight=2,this.roughness=.5,this.fresnel=1.5,this.opacity=1,this.hasAlpha=!1,this.opacityscale=!1,this._model=w,this._view=w,this._projection=w,this._resolution=[1,1]}var A=k.prototype;function T(t,e){if(!e)return 1;if(!e.length)return 1;for(var r=0;r<e.length;++r){if(e.length<2)return 1;if(e[r][0]===t)return e[r][1];if(e[r][0]>t&&r>0){var n=(e[r][0]-t)/(e[r][0]-e[r-1][0]);return e[r][1]*(1-n)+n*e[r-1][1]}}return 1}function M(t){var e=n(t,y.vertex,y.fragment);return e.attributes.position.location=0,e.attributes.color.location=2,e.attributes.uv.location=3,e.attributes.pointSize.location=4,e}function S(t){var e=n(t,x.vertex,x.fragment);return e.attributes.position.location=0,e.attributes.id.location=1,e}function E(t){var e=n(t,b.vertex,b.fragment);return e.attributes.position.location=0,e.attributes.id.location=1,e.attributes.pointSize.location=4,e}function C(t){var e=n(t,_.vertex,_.fragment);return e.attributes.position.location=0,e}A.isOpaque=function(){return!this.hasAlpha},A.isTransparent=function(){return this.hasAlpha},A.pickSlots=1,A.setPickBase=function(t){this.pickId=t},A.highlight=function(t){if(t&&this.contourEnable){for(var e=f(this.cells,this.intensity,t.intensity),r=e.cells,n=e.vertexIds,i=e.vertexWeights,a=r.length,o=p.mallocFloat32(6*a),s=0,l=0;l<a;++l)for(var c=r[l],u=0;u<2;++u){var h=c[0];2===c.length&&(h=c[u]);for(var d=n[h][0],g=n[h][1],v=i[h],m=1-v,y=this.positions[d],x=this.positions[g],b=0;b<3;++b)o[s++]=v*y[b]+m*x[b]}this.contourCount=s/3|0,this.contourPositions.update(o.subarray(0,s)),p.free(o)}else this.contourCount=0},A.update=function(t){t=t||{};var e=this.gl;this.dirty=!0,\"contourEnable\"in t&&(this.contourEnable=t.contourEnable),\"contourColor\"in t&&(this.contourColor=t.contourColor),\"lineWidth\"in t&&(this.lineWidth=t.lineWidth),\"lightPosition\"in t&&(this.lightPosition=t.lightPosition),this.hasAlpha=!1,\"opacity\"in t&&(this.opacity=t.opacity,this.opacity<1&&(this.hasAlpha=!0)),\"opacityscale\"in t&&(this.opacityscale=t.opacityscale,this.hasAlpha=!0),\"ambient\"in t&&(this.ambientLight=t.ambient),\"diffuse\"in t&&(this.diffuseLight=t.diffuse),\"specular\"in t&&(this.specularLight=t.specular),\"roughness\"in t&&(this.roughness=t.roughness),\"fresnel\"in t&&(this.fresnel=t.fresnel),t.texture?(this.texture.dispose(),this.texture=o(e,t.texture)):t.colormap&&(this.texture.shape=[256,256],this.texture.minFilter=e.LINEAR_MIPMAP_LINEAR,this.texture.magFilter=e.LINEAR,this.texture.setPixels(function(t,e){for(var r=h({colormap:t,nshades:256,format:\"rgba\"}),n=new Uint8Array(1024),i=0;i<256;++i){for(var a=r[i],o=0;o<3;++o)n[4*i+o]=a[o];n[4*i+3]=e?255*T(i/255,e):255*a[3]}return u(n,[256,256,4],[4,0,1])}(t.colormap,this.opacityscale)),this.texture.generateMipmap());var r=t.cells,n=t.positions;if(n&&r){var i=[],a=[],l=[],c=[],f=[],p=[],d=[],g=[],v=[],m=[],y=[],x=[],b=[],_=[];this.cells=r,this.positions=n;var w=t.vertexNormals,k=t.cellNormals,A=void 0===t.vertexNormalsEpsilon?1e-6:t.vertexNormalsEpsilon,M=void 0===t.faceNormalsEpsilon?1e-6:t.faceNormalsEpsilon;t.useFacetNormals&&!k&&(k=s.faceNormals(r,n,M)),k||w||(w=s.vertexNormals(r,n,A));var S=t.vertexColors,E=t.cellColors,C=t.meshColor||[1,1,1,1],L=t.vertexUVs,z=t.vertexIntensity,O=t.cellUVs,I=t.cellIntensity,D=1/0,P=-1/0;if(!L&&!O)if(z)if(t.vertexIntensityBounds)D=+t.vertexIntensityBounds[0],P=+t.vertexIntensityBounds[1];else for(var R=0;R<z.length;++R){var F=z[R];D=Math.min(D,F),P=Math.max(P,F)}else if(I)for(R=0;R<I.length;++R){F=I[R];D=Math.min(D,F),P=Math.max(P,F)}else for(R=0;R<n.length;++R){F=n[R][2];D=Math.min(D,F),P=Math.max(P,F)}this.intensity=z||(I?function(t,e,r){for(var n=new Array(e),i=0;i<e;++i)n[i]=0;var a=t.length;for(i=0;i<a;++i)for(var o=t[i],s=0;s<o.length;++s)n[o[s]]=r[i];return n}(r,n.length,I):function(t){for(var e=t.length,r=new Array(e),n=0;n<e;++n)r[n]=t[n][2];return r}(n));var B=t.pointSizes,N=t.pointSize||1;this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]];for(R=0;R<n.length;++R)for(var j=n[R],V=0;V<3;++V)!isNaN(j[V])&&isFinite(j[V])&&(this.bounds[0][V]=Math.min(this.bounds[0][V],j[V]),this.bounds[1][V]=Math.max(this.bounds[1][V],j[V]));var U=0,q=0,H=0;t:for(R=0;R<r.length;++R){var G=r[R];switch(G.length){case 1:for(j=n[W=G[0]],V=0;V<3;++V)if(isNaN(j[V])||!isFinite(j[V]))continue t;m.push(j[0],j[1],j[2]),X=S?S[W]:E?E[R]:C,this.opacityscale&&z?a.push(X[0],X[1],X[2],this.opacity*T((z[W]-D)/(P-D),this.opacityscale)):3===X.length?y.push(X[0],X[1],X[2],this.opacity):(y.push(X[0],X[1],X[2],X[3]*this.opacity),!this.hasAlpha&&X[3]<1&&(this.hasAlpha=!0)),Z=L?L[W]:z?[(z[W]-D)/(P-D),0]:O?O[R]:I?[(I[R]-D)/(P-D),0]:[(j[2]-D)/(P-D),0],x.push(Z[0],Z[1]),B?b.push(B[W]):b.push(N),_.push(R),H+=1;break;case 2:for(V=0;V<2;++V){j=n[W=G[V]];for(var Y=0;Y<3;++Y)if(isNaN(j[Y])||!isFinite(j[Y]))continue t}for(V=0;V<2;++V){j=n[W=G[V]];p.push(j[0],j[1],j[2]),X=S?S[W]:E?E[R]:C,this.opacityscale&&z?a.push(X[0],X[1],X[2],this.opacity*T((z[W]-D)/(P-D),this.opacityscale)):3===X.length?d.push(X[0],X[1],X[2],this.opacity):(d.push(X[0],X[1],X[2],X[3]*this.opacity),!this.hasAlpha&&X[3]<1&&(this.hasAlpha=!0)),Z=L?L[W]:z?[(z[W]-D)/(P-D),0]:O?O[R]:I?[(I[R]-D)/(P-D),0]:[(j[2]-D)/(P-D),0],g.push(Z[0],Z[1]),v.push(R)}q+=1;break;case 3:for(V=0;V<3;++V)for(j=n[W=G[V]],Y=0;Y<3;++Y)if(isNaN(j[Y])||!isFinite(j[Y]))continue t;for(V=0;V<3;++V){var W,X,Z,$;j=n[W=G[2-V]];i.push(j[0],j[1],j[2]),X=S?S[W]:E?E[R]:C,this.opacityscale&&z?a.push(X[0],X[1],X[2],this.opacity*T((z[W]-D)/(P-D),this.opacityscale)):3===X.length?a.push(X[0],X[1],X[2],this.opacity):(a.push(X[0],X[1],X[2],X[3]*this.opacity),!this.hasAlpha&&X[3]<1&&(this.hasAlpha=!0)),Z=L?L[W]:z?[(z[W]-D)/(P-D),0]:O?O[R]:I?[(I[R]-D)/(P-D),0]:[(j[2]-D)/(P-D),0],c.push(Z[0],Z[1]),$=w?w[W]:k[R],l.push($[0],$[1],$[2]),f.push(R)}U+=1}}this.pointCount=H,this.edgeCount=q,this.triangleCount=U,this.pointPositions.update(m),this.pointColors.update(y),this.pointUVs.update(x),this.pointSizes.update(b),this.pointIds.update(new Uint32Array(_)),this.edgePositions.update(p),this.edgeColors.update(d),this.edgeUVs.update(g),this.edgeIds.update(new Uint32Array(v)),this.trianglePositions.update(i),this.triangleColors.update(a),this.triangleUVs.update(c),this.triangleNormals.update(l),this.triangleIds.update(new Uint32Array(f))}},A.drawTransparent=A.draw=function(t){t=t||{};for(var e=this.gl,r=t.model||w,n=t.view||w,i=t.projection||w,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);var s={model:r,view:n,projection:i,inverseModel:w.slice(),clipBounds:a,kambient:this.ambientLight,kdiffuse:this.diffuseLight,kspecular:this.specularLight,roughness:this.roughness,fresnel:this.fresnel,eyePosition:[0,0,0],lightPosition:[0,0,0],contourColor:this.contourColor,texture:0};s.inverseModel=c(s.inverseModel,s.model),e.disable(e.CULL_FACE),this.texture.bind(0);var u=new Array(16);l(u,s.view,s.model),l(u,s.projection,u),c(u,u);for(o=0;o<3;++o)s.eyePosition[o]=u[12+o]/u[15];var h,f=u[15];for(o=0;o<3;++o)f+=this.lightPosition[o]*u[4*o+3];for(o=0;o<3;++o){for(var p=u[12+o],d=0;d<3;++d)p+=u[4*d+o]*this.lightPosition[d];s.lightPosition[o]=p/f}this.triangleCount>0&&((h=this.triShader).bind(),h.uniforms=s,this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind());this.edgeCount>0&&this.lineWidth>0&&((h=this.lineShader).bind(),h.uniforms=s,this.edgeVAO.bind(),e.lineWidth(this.lineWidth*this.pixelRatio),e.drawArrays(e.LINES,0,2*this.edgeCount),this.edgeVAO.unbind());this.pointCount>0&&((h=this.pointShader).bind(),h.uniforms=s,this.pointVAO.bind(),e.drawArrays(e.POINTS,0,this.pointCount),this.pointVAO.unbind());this.contourEnable&&this.contourCount>0&&this.contourLineWidth>0&&((h=this.contourShader).bind(),h.uniforms=s,this.contourVAO.bind(),e.drawArrays(e.LINES,0,this.contourCount),this.contourVAO.unbind())},A.drawPick=function(t){t=t||{};for(var e=this.gl,r=t.model||w,n=t.view||w,i=t.projection||w,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);this._model=[].slice.call(r),this._view=[].slice.call(n),this._projection=[].slice.call(i),this._resolution=[e.drawingBufferWidth,e.drawingBufferHeight];var s,l={model:r,view:n,projection:i,clipBounds:a,pickId:this.pickId/255};((s=this.pickShader).bind(),s.uniforms=l,this.triangleCount>0&&(this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind()),this.edgeCount>0&&(this.edgeVAO.bind(),e.lineWidth(this.lineWidth*this.pixelRatio),e.drawArrays(e.LINES,0,2*this.edgeCount),this.edgeVAO.unbind()),this.pointCount>0)&&((s=this.pointPickShader).bind(),s.uniforms=l,this.pointVAO.bind(),e.drawArrays(e.POINTS,0,this.pointCount),this.pointVAO.unbind())},A.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;for(var e=t.value[0]+256*t.value[1]+65536*t.value[2],r=this.cells[e],n=this.positions,i=new Array(r.length),a=0;a<r.length;++a)i[a]=n[r[a]];var o=g(i,[t.coord[0],this._resolution[1]-t.coord[1]],this._model,this._view,this._projection,this._resolution);if(!o)return null;var s=o[2],l=0;for(a=0;a<r.length;++a)l+=s[a]*this.intensity[r[a]];return{position:o[1],index:r[o[0]],cell:r,cellId:e,intensity:l,dataCoordinate:this.positions[r[o[0]]]}},A.dispose=function(){this.texture.dispose(),this.triShader.dispose(),this.lineShader.dispose(),this.pointShader.dispose(),this.pickShader.dispose(),this.pointPickShader.dispose(),this.triangleVAO.dispose(),this.trianglePositions.dispose(),this.triangleColors.dispose(),this.triangleUVs.dispose(),this.triangleNormals.dispose(),this.triangleIds.dispose(),this.edgeVAO.dispose(),this.edgePositions.dispose(),this.edgeColors.dispose(),this.edgeUVs.dispose(),this.edgeIds.dispose(),this.pointVAO.dispose(),this.pointPositions.dispose(),this.pointColors.dispose(),this.pointUVs.dispose(),this.pointSizes.dispose(),this.pointIds.dispose(),this.contourVAO.dispose(),this.contourPositions.dispose(),this.contourShader.dispose()},e.exports=function(t,e){if(1===arguments.length&&(t=(e=t).gl),!(t.getExtension(\"OES_standard_derivatives\")||t.getExtension(\"MOZ_OES_standard_derivatives\")||t.getExtension(\"WEBKIT_OES_standard_derivatives\")))throw new Error(\"derivatives not supported\");var r=function(t){var e=n(t,v.vertex,v.fragment);return e.attributes.position.location=0,e.attributes.color.location=2,e.attributes.uv.location=3,e.attributes.normal.location=4,e}(t),s=function(t){var e=n(t,m.vertex,m.fragment);return e.attributes.position.location=0,e.attributes.color.location=2,e.attributes.uv.location=3,e}(t),l=M(t),c=S(t),h=E(t),f=C(t),p=o(t,u(new Uint8Array([255,255,255,255]),[1,1,4]));p.generateMipmap(),p.minFilter=t.LINEAR_MIPMAP_LINEAR,p.magFilter=t.LINEAR;var d=i(t),g=i(t),y=i(t),x=i(t),b=i(t),_=a(t,[{buffer:d,type:t.FLOAT,size:3},{buffer:b,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:g,type:t.FLOAT,size:4},{buffer:y,type:t.FLOAT,size:2},{buffer:x,type:t.FLOAT,size:3}]),w=i(t),A=i(t),T=i(t),L=i(t),z=a(t,[{buffer:w,type:t.FLOAT,size:3},{buffer:L,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:A,type:t.FLOAT,size:4},{buffer:T,type:t.FLOAT,size:2}]),O=i(t),I=i(t),D=i(t),P=i(t),R=i(t),F=a(t,[{buffer:O,type:t.FLOAT,size:3},{buffer:R,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:I,type:t.FLOAT,size:4},{buffer:D,type:t.FLOAT,size:2},{buffer:P,type:t.FLOAT,size:1}]),B=i(t),N=new k(t,p,r,s,l,c,h,f,d,b,g,y,x,_,w,L,A,T,z,O,R,I,D,P,F,B,a(t,[{buffer:B,type:t.FLOAT,size:3}]));return N.update(e),N}},{\"./lib/closest-point\":275,\"./lib/shaders\":276,colormap:117,\"gl-buffer\":238,\"gl-mat4/invert\":262,\"gl-mat4/multiply\":264,\"gl-shader\":298,\"gl-texture2d\":315,\"gl-vao\":320,ndarray:443,normals:446,\"simplicial-complex-contour\":503,\"typedarray-pool\":530}],278:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=n(e,[0,0,0,1,1,0,1,1]),s=i(e,a.boxVert,a.lineFrag);return new o(t,r,s)};var n=t(\"gl-buffer\"),i=t(\"gl-shader\"),a=t(\"./shaders\");function o(t,e,r){this.plot=t,this.vbo=e,this.shader=r}var s,l,c=o.prototype;c.bind=function(){var t=this.shader;this.vbo.bind(),this.shader.bind(),t.attributes.coord.pointer(),t.uniforms.screenBox=this.plot.screenBox},c.drawBox=(s=[0,0],l=[0,0],function(t,e,r,n,i){var a=this.plot,o=this.shader,c=a.gl;s[0]=t,s[1]=e,l[0]=r,l[1]=n,o.uniforms.lo=s,o.uniforms.hi=l,o.uniforms.color=i,c.drawArrays(c.TRIANGLE_STRIP,0,4)}),c.dispose=function(){this.vbo.dispose(),this.shader.dispose()}},{\"./shaders\":281,\"gl-buffer\":238,\"gl-shader\":298}],279:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=n(e),a=i(e,o.gridVert,o.gridFrag),l=i(e,o.tickVert,o.gridFrag);return new s(t,r,a,l)};var n=t(\"gl-buffer\"),i=t(\"gl-shader\"),a=t(\"binary-search-bounds\"),o=t(\"./shaders\");function s(t,e,r,n){this.plot=t,this.vbo=e,this.shader=r,this.tickShader=n,this.ticks=[[],[]]}function l(t,e){return t-e}var c,u,h,f,p,d=s.prototype;d.draw=(c=[0,0],u=[0,0],h=[0,0],function(){for(var t=this.plot,e=this.vbo,r=this.shader,n=this.ticks,i=t.gl,a=t._tickBounds,o=t.dataBox,s=t.viewBox,l=t.gridLineWidth,f=t.gridLineColor,p=t.gridLineEnable,d=t.pixelRatio,g=0;g<2;++g){var v=a[g],m=a[g+2]-v,y=.5*(o[g+2]+o[g]),x=o[g+2]-o[g];u[g]=2*m/x,c[g]=2*(v-y)/x}r.bind(),e.bind(),r.attributes.dataCoord.pointer(),r.uniforms.dataShift=c,r.uniforms.dataScale=u;var b=0;for(g=0;g<2;++g){h[0]=h[1]=0,h[g]=1,r.uniforms.dataAxis=h,r.uniforms.lineWidth=l[g]/(s[g+2]-s[g])*d,r.uniforms.color=f[g];var _=6*n[g].length;p[g]&&_&&i.drawArrays(i.TRIANGLES,b,_),b+=_}}),d.drawTickMarks=function(){var t=[0,0],e=[0,0],r=[1,0],n=[0,1],i=[0,0],o=[0,0];return function(){for(var s=this.plot,c=this.vbo,u=this.tickShader,h=this.ticks,f=s.gl,p=s._tickBounds,d=s.dataBox,g=s.viewBox,v=s.pixelRatio,m=s.screenBox,y=m[2]-m[0],x=m[3]-m[1],b=g[2]-g[0],_=g[3]-g[1],w=0;w<2;++w){var k=p[w],A=p[w+2]-k,T=.5*(d[w+2]+d[w]),M=d[w+2]-d[w];e[w]=2*A/M,t[w]=2*(k-T)/M}e[0]*=b/y,t[0]*=b/y,e[1]*=_/x,t[1]*=_/x,u.bind(),c.bind(),u.attributes.dataCoord.pointer();var S=u.uniforms;S.dataShift=t,S.dataScale=e;var E=s.tickMarkLength,C=s.tickMarkWidth,L=s.tickMarkColor,z=6*h[0].length,O=Math.min(a.ge(h[0],(d[0]-p[0])/(p[2]-p[0]),l),h[0].length),I=Math.min(a.gt(h[0],(d[2]-p[0])/(p[2]-p[0]),l),h[0].length),D=0+6*O,P=6*Math.max(0,I-O),R=Math.min(a.ge(h[1],(d[1]-p[1])/(p[3]-p[1]),l),h[1].length),F=Math.min(a.gt(h[1],(d[3]-p[1])/(p[3]-p[1]),l),h[1].length),B=z+6*R,N=6*Math.max(0,F-R);i[0]=2*(g[0]-E[1])/y-1,i[1]=(g[3]+g[1])/x-1,o[0]=E[1]*v/y,o[1]=C[1]*v/x,N&&(S.color=L[1],S.tickScale=o,S.dataAxis=n,S.screenOffset=i,f.drawArrays(f.TRIANGLES,B,N)),i[0]=(g[2]+g[0])/y-1,i[1]=2*(g[1]-E[0])/x-1,o[0]=C[0]*v/y,o[1]=E[0]*v/x,P&&(S.color=L[0],S.tickScale=o,S.dataAxis=r,S.screenOffset=i,f.drawArrays(f.TRIANGLES,D,P)),i[0]=2*(g[2]+E[3])/y-1,i[1]=(g[3]+g[1])/x-1,o[0]=E[3]*v/y,o[1]=C[3]*v/x,N&&(S.color=L[3],S.tickScale=o,S.dataAxis=n,S.screenOffset=i,f.drawArrays(f.TRIANGLES,B,N)),i[0]=(g[2]+g[0])/y-1,i[1]=2*(g[3]+E[2])/x-1,o[0]=C[2]*v/y,o[1]=E[2]*v/x,P&&(S.color=L[2],S.tickScale=o,S.dataAxis=r,S.screenOffset=i,f.drawArrays(f.TRIANGLES,D,P))}}(),d.update=(f=[1,1,-1,-1,1,-1],p=[1,-1,1,1,-1,-1],function(t){for(var e=t.ticks,r=t.bounds,n=new Float32Array(18*(e[0].length+e[1].length)),i=(this.plot.zeroLineEnable,0),a=[[],[]],o=0;o<2;++o)for(var s=a[o],l=e[o],c=r[o],u=r[o+2],h=0;h<l.length;++h){var d=(l[h].x-c)/(u-c);s.push(d);for(var g=0;g<6;++g)n[i++]=d,n[i++]=f[g],n[i++]=p[g]}this.ticks=a,this.vbo.update(n)}),d.dispose=function(){this.vbo.dispose(),this.shader.dispose(),this.tickShader.dispose()}},{\"./shaders\":281,\"binary-search-bounds\":283,\"gl-buffer\":238,\"gl-shader\":298}],280:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=n(e,[-1,-1,-1,1,1,-1,1,1]),s=i(e,a.lineVert,a.lineFrag);return new o(t,r,s)};var n=t(\"gl-buffer\"),i=t(\"gl-shader\"),a=t(\"./shaders\");function o(t,e,r){this.plot=t,this.vbo=e,this.shader=r}var s,l,c=o.prototype;c.bind=function(){var t=this.shader;this.vbo.bind(),this.shader.bind(),t.attributes.coord.pointer(),t.uniforms.screenBox=this.plot.screenBox},c.drawLine=(s=[0,0],l=[0,0],function(t,e,r,n,i,a){var o=this.plot,c=this.shader,u=o.gl;s[0]=t,s[1]=e,l[0]=r,l[1]=n,c.uniforms.start=s,c.uniforms.end=l,c.uniforms.width=i*o.pixelRatio,c.uniforms.color=a,u.drawArrays(u.TRIANGLE_STRIP,0,4)}),c.dispose=function(){this.vbo.dispose(),this.shader.dispose()}},{\"./shaders\":281,\"gl-buffer\":238,\"gl-shader\":298}],281:[function(t,e,r){\"use strict\";var n=t(\"glslify\"),i=n([\"precision lowp float;\\n#define GLSLIFY 1\\nuniform vec4 color;\\nvoid main() {\\n  gl_FragColor = vec4(color.xyz * color.w, color.w);\\n}\\n\"]);e.exports={lineVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 coord;\\n\\nuniform vec4 screenBox;\\nuniform vec2 start, end;\\nuniform float width;\\n\\nvec2 perp(vec2 v) {\\n  return vec2(v.y, -v.x);\\n}\\n\\nvec2 screen(vec2 v) {\\n  return 2.0 * (v - screenBox.xy) / (screenBox.zw - screenBox.xy) - 1.0;\\n}\\n\\nvoid main() {\\n  vec2 delta = normalize(perp(start - end));\\n  vec2 offset = mix(start, end, 0.5 * (coord.y+1.0));\\n  gl_Position = vec4(screen(offset + 0.5 * width * delta * coord.x), 0, 1);\\n}\\n\"]),lineFrag:i,textVert:n([\"#define GLSLIFY 1\\nattribute vec3 textCoordinate;\\n\\nuniform vec2 dataScale, dataShift, dataAxis, screenOffset, textScale;\\nuniform float angle;\\n\\nvoid main() {\\n  float dataOffset  = textCoordinate.z;\\n  vec2 glyphOffset  = textCoordinate.xy;\\n  mat2 glyphMatrix = mat2(cos(angle), sin(angle), -sin(angle), cos(angle));\\n  vec2 screenCoordinate = dataAxis * (dataScale * dataOffset + dataShift) +\\n    glyphMatrix * glyphOffset * textScale + screenOffset;\\n  gl_Position = vec4(screenCoordinate, 0, 1);\\n}\\n\"]),textFrag:i,gridVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec3 dataCoord;\\n\\nuniform vec2 dataAxis, dataShift, dataScale;\\nuniform float lineWidth;\\n\\nvoid main() {\\n  vec2 pos = dataAxis * (dataScale * dataCoord.x + dataShift);\\n  pos += 10.0 * dataCoord.y * vec2(dataAxis.y, -dataAxis.x) + dataCoord.z * lineWidth;\\n  gl_Position = vec4(pos, 0, 1);\\n}\\n\"]),gridFrag:i,boxVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 coord;\\n\\nuniform vec4 screenBox;\\nuniform vec2 lo, hi;\\n\\nvec2 screen(vec2 v) {\\n  return 2.0 * (v - screenBox.xy) / (screenBox.zw - screenBox.xy) - 1.0;\\n}\\n\\nvoid main() {\\n  gl_Position = vec4(screen(mix(lo, hi, coord)), 0, 1);\\n}\\n\"]),tickVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec3 dataCoord;\\n\\nuniform vec2 dataAxis, dataShift, dataScale, screenOffset, tickScale;\\n\\nvoid main() {\\n  vec2 pos = dataAxis * (dataScale * dataCoord.x + dataShift);\\n  gl_Position = vec4(pos + tickScale*dataCoord.yz + screenOffset, 0, 1);\\n}\\n\"])}},{glslify:402}],282:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=n(e),a=i(e,s.textVert,s.textFrag);return new l(t,r,a)};var n=t(\"gl-buffer\"),i=t(\"gl-shader\"),a=t(\"text-cache\"),o=t(\"binary-search-bounds\"),s=t(\"./shaders\");function l(t,e,r){this.plot=t,this.vbo=e,this.shader=r,this.tickOffset=[[],[]],this.tickX=[[],[]],this.labelOffset=[0,0],this.labelCount=[0,0]}var c,u,h,f,p,d,g=l.prototype;g.drawTicks=(c=[0,0],u=[0,0],h=[0,0],function(t){var e=this.plot,r=this.shader,n=this.tickX[t],i=this.tickOffset[t],a=e.gl,s=e.viewBox,l=e.dataBox,f=e.screenBox,p=e.pixelRatio,d=e.tickEnable,g=e.tickPad,v=e.tickColor,m=e.tickAngle,y=e.labelEnable,x=e.labelPad,b=e.labelColor,_=e.labelAngle,w=this.labelOffset[t],k=this.labelCount[t],A=o.lt(n,l[t]),T=o.le(n,l[t+2]);c[0]=c[1]=0,c[t]=1,u[t]=(s[2+t]+s[t])/(f[2+t]-f[t])-1;var M=2/f[2+(1^t)]-f[1^t];u[1^t]=M*s[1^t]-1,d[t]&&(u[1^t]-=M*p*g[t],A<T&&i[T]>i[A]&&(r.uniforms.dataAxis=c,r.uniforms.screenOffset=u,r.uniforms.color=v[t],r.uniforms.angle=m[t],a.drawArrays(a.TRIANGLES,i[A],i[T]-i[A]))),y[t]&&k&&(u[1^t]-=M*p*x[t],r.uniforms.dataAxis=h,r.uniforms.screenOffset=u,r.uniforms.color=b[t],r.uniforms.angle=_[t],a.drawArrays(a.TRIANGLES,w,k)),u[1^t]=M*s[2+(1^t)]-1,d[t+2]&&(u[1^t]+=M*p*g[t+2],A<T&&i[T]>i[A]&&(r.uniforms.dataAxis=c,r.uniforms.screenOffset=u,r.uniforms.color=v[t+2],r.uniforms.angle=m[t+2],a.drawArrays(a.TRIANGLES,i[A],i[T]-i[A]))),y[t+2]&&k&&(u[1^t]+=M*p*x[t+2],r.uniforms.dataAxis=h,r.uniforms.screenOffset=u,r.uniforms.color=b[t+2],r.uniforms.angle=_[t+2],a.drawArrays(a.TRIANGLES,w,k))}),g.drawTitle=function(){var t=[0,0],e=[0,0];return function(){var r=this.plot,n=this.shader,i=r.gl,a=r.screenBox,o=r.titleCenter,s=r.titleAngle,l=r.titleColor,c=r.pixelRatio;if(this.titleCount){for(var u=0;u<2;++u)e[u]=2*(o[u]*c-a[u])/(a[2+u]-a[u])-1;n.bind(),n.uniforms.dataAxis=t,n.uniforms.screenOffset=e,n.uniforms.angle=s,n.uniforms.color=l,i.drawArrays(i.TRIANGLES,this.titleOffset,this.titleCount)}}}(),g.bind=(f=[0,0],p=[0,0],d=[0,0],function(){var t=this.plot,e=this.shader,r=t._tickBounds,n=t.dataBox,i=t.screenBox,a=t.viewBox;e.bind();for(var o=0;o<2;++o){var s=r[o],l=r[o+2]-s,c=.5*(n[o+2]+n[o]),u=n[o+2]-n[o],h=a[o],g=a[o+2]-h,v=i[o],m=i[o+2]-v;p[o]=2*l/u*g/m,f[o]=2*(s-c)/u*g/m}d[1]=2*t.pixelRatio/(i[3]-i[1]),d[0]=d[1]*(i[3]-i[1])/(i[2]-i[0]),e.uniforms.dataScale=p,e.uniforms.dataShift=f,e.uniforms.textScale=d,this.vbo.bind(),e.attributes.textCoordinate.pointer()}),g.update=function(t){var e,r,n,i,o,s=[],l=t.ticks,c=t.bounds;for(o=0;o<2;++o){var u=[Math.floor(s.length/3)],h=[-1/0],f=l[o];for(e=0;e<f.length;++e){var p=f[e],d=p.x,g=p.text,v=p.font||\"sans-serif\";i=p.fontSize||12;for(var m=1/(c[o+2]-c[o]),y=c[o],x=g.split(\"\\n\"),b=0;b<x.length;b++)for(n=a(v,x[b]).data,r=0;r<n.length;r+=2)s.push(n[r]*i,-n[r+1]*i-b*i*1.2,(d-y)*m);u.push(Math.floor(s.length/3)),h.push(d)}this.tickOffset[o]=u,this.tickX[o]=h}for(o=0;o<2;++o){for(this.labelOffset[o]=Math.floor(s.length/3),n=a(t.labelFont[o],t.labels[o],{textAlign:\"center\"}).data,i=t.labelSize[o],e=0;e<n.length;e+=2)s.push(n[e]*i,-n[e+1]*i,0);this.labelCount[o]=Math.floor(s.length/3)-this.labelOffset[o]}for(this.titleOffset=Math.floor(s.length/3),n=a(t.titleFont,t.title).data,i=t.titleSize,e=0;e<n.length;e+=2)s.push(n[e]*i,-n[e+1]*i,0);this.titleCount=Math.floor(s.length/3)-this.titleOffset,this.vbo.update(s)},g.dispose=function(){this.vbo.dispose(),this.shader.dispose()}},{\"./shaders\":281,\"binary-search-bounds\":283,\"gl-buffer\":238,\"gl-shader\":298,\"text-cache\":521}],283:[function(t,e,r){arguments[4][102][0].apply(r,arguments)},{dup:102}],284:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=n(e,[e.drawingBufferWidth,e.drawingBufferHeight]),c=new l(e,r);return c.grid=i(c),c.text=a(c),c.line=o(c),c.box=s(c),c.update(t),c};var n=t(\"gl-select-static\"),i=t(\"./lib/grid\"),a=t(\"./lib/text\"),o=t(\"./lib/line\"),s=t(\"./lib/box\");function l(t,e){this.gl=t,this.pickBuffer=e,this.screenBox=[0,0,t.drawingBufferWidth,t.drawingBufferHeight],this.viewBox=[0,0,0,0],this.dataBox=[-10,-10,10,10],this.gridLineEnable=[!0,!0],this.gridLineWidth=[1,1],this.gridLineColor=[[0,0,0,1],[0,0,0,1]],this.pixelRatio=1,this.tickMarkLength=[0,0,0,0],this.tickMarkWidth=[0,0,0,0],this.tickMarkColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickPad=[15,15,15,15],this.tickAngle=[0,0,0,0],this.tickEnable=[!0,!0,!0,!0],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labelPad=[15,15,15,15],this.labelAngle=[0,Math.PI/2,0,3*Math.PI/2],this.labelEnable=[!0,!0,!0,!0],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.titleCenter=[0,0],this.titleEnable=!0,this.titleAngle=0,this.titleColor=[0,0,0,1],this.borderColor=[0,0,0,0],this.backgroundColor=[0,0,0,0],this.zeroLineEnable=[!0,!0],this.zeroLineWidth=[4,4],this.zeroLineColor=[[0,0,0,1],[0,0,0,1]],this.borderLineEnable=[!0,!0,!0,!0],this.borderLineWidth=[2,2,2,2],this.borderLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.grid=null,this.text=null,this.line=null,this.box=null,this.objects=[],this.overlays=[],this._tickBounds=[1/0,1/0,-1/0,-1/0],this.static=!1,this.dirty=!1,this.pickDirty=!1,this.pickDelay=120,this.pickRadius=10,this._pickTimeout=null,this._drawPick=this.drawPick.bind(this),this._depthCounter=0}var c=l.prototype;function u(t){for(var e=t.slice(),r=0;r<e.length;++r)e[r]=e[r].slice();return e}function h(t,e){return t.x-e.x}c.setDirty=function(){this.dirty=this.pickDirty=!0},c.setOverlayDirty=function(){this.dirty=!0},c.nextDepthValue=function(){return this._depthCounter++/65536},c.draw=function(){var t=this.gl,e=this.screenBox,r=this.viewBox,n=this.dataBox,i=this.pixelRatio,a=this.grid,o=this.line,s=this.text,l=this.objects;if(this._depthCounter=0,this.pickDirty&&(this._pickTimeout&&clearTimeout(this._pickTimeout),this.pickDirty=!1,this._pickTimeout=setTimeout(this._drawPick,this.pickDelay)),this.dirty){if(this.dirty=!1,t.bindFramebuffer(t.FRAMEBUFFER,null),t.enable(t.SCISSOR_TEST),t.disable(t.DEPTH_TEST),t.depthFunc(t.LESS),t.depthMask(!1),t.enable(t.BLEND),t.blendEquation(t.FUNC_ADD,t.FUNC_ADD),t.blendFunc(t.ONE,t.ONE_MINUS_SRC_ALPHA),this.borderColor){t.scissor(e[0],e[1],e[2]-e[0],e[3]-e[1]);var c=this.borderColor;t.clearColor(c[0]*c[3],c[1]*c[3],c[2]*c[3],c[3]),t.clear(t.COLOR_BUFFER_BIT|t.DEPTH_BUFFER_BIT)}t.scissor(r[0],r[1],r[2]-r[0],r[3]-r[1]),t.viewport(r[0],r[1],r[2]-r[0],r[3]-r[1]);var u=this.backgroundColor;t.clearColor(u[0]*u[3],u[1]*u[3],u[2]*u[3],u[3]),t.clear(t.COLOR_BUFFER_BIT),a.draw();var h=this.zeroLineEnable,f=this.zeroLineColor,p=this.zeroLineWidth;if(h[0]||h[1]){o.bind();for(var d=0;d<2;++d)if(h[d]&&n[d]<=0&&n[d+2]>=0){var g=e[d]-n[d]*(e[d+2]-e[d])/(n[d+2]-n[d]);0===d?o.drawLine(g,e[1],g,e[3],p[d],f[d]):o.drawLine(e[0],g,e[2],g,p[d],f[d])}}for(d=0;d<l.length;++d)l[d].draw();t.viewport(e[0],e[1],e[2]-e[0],e[3]-e[1]),t.scissor(e[0],e[1],e[2]-e[0],e[3]-e[1]),this.grid.drawTickMarks(),o.bind();var v=this.borderLineEnable,m=this.borderLineWidth,y=this.borderLineColor;for(v[1]&&o.drawLine(r[0],r[1]-.5*m[1]*i,r[0],r[3]+.5*m[3]*i,m[1],y[1]),v[0]&&o.drawLine(r[0]-.5*m[0]*i,r[1],r[2]+.5*m[2]*i,r[1],m[0],y[0]),v[3]&&o.drawLine(r[2],r[1]-.5*m[1]*i,r[2],r[3]+.5*m[3]*i,m[3],y[3]),v[2]&&o.drawLine(r[0]-.5*m[0]*i,r[3],r[2]+.5*m[2]*i,r[3],m[2],y[2]),s.bind(),d=0;d<2;++d)s.drawTicks(d);this.titleEnable&&s.drawTitle();var x=this.overlays;for(d=0;d<x.length;++d)x[d].draw();t.disable(t.SCISSOR_TEST),t.disable(t.BLEND),t.depthMask(!0)}},c.drawPick=function(){if(!this.static){var t=this.pickBuffer;this.gl;this._pickTimeout=null,t.begin();for(var e=1,r=this.objects,n=0;n<r.length;++n)e=r[n].drawPick(e);t.end()}},c.pick=function(t,e){if(!this.static){var r=this.pixelRatio,n=this.pickPixelRatio,i=this.viewBox,a=0|Math.round((t-i[0]/r)*n),o=0|Math.round((e-i[1]/r)*n),s=this.pickBuffer.query(a,o,this.pickRadius);if(!s)return null;for(var l=s.id+(s.value[0]<<8)+(s.value[1]<<16)+(s.value[2]<<24),c=this.objects,u=0;u<c.length;++u){var h=c[u].pick(a,o,l);if(h)return h}return null}},c.setScreenBox=function(t){var e=this.screenBox,r=this.pixelRatio;e[0]=0|Math.round(t[0]*r),e[1]=0|Math.round(t[1]*r),e[2]=0|Math.round(t[2]*r),e[3]=0|Math.round(t[3]*r),this.setDirty()},c.setDataBox=function(t){var e=this.dataBox;(e[0]!==t[0]||e[1]!==t[1]||e[2]!==t[2]||e[3]!==t[3])&&(e[0]=t[0],e[1]=t[1],e[2]=t[2],e[3]=t[3],this.setDirty())},c.setViewBox=function(t){var e=this.pixelRatio,r=this.viewBox;r[0]=0|Math.round(t[0]*e),r[1]=0|Math.round(t[1]*e),r[2]=0|Math.round(t[2]*e),r[3]=0|Math.round(t[3]*e);var n=this.pickPixelRatio;this.pickBuffer.shape=[0|Math.round((t[2]-t[0])*n),0|Math.round((t[3]-t[1])*n)],this.setDirty()},c.update=function(t){t=t||{};var e=this.gl;this.pixelRatio=t.pixelRatio||1;var r=this.pixelRatio;this.pickPixelRatio=Math.max(r,1),this.setScreenBox(t.screenBox||[0,0,e.drawingBufferWidth/r,e.drawingBufferHeight/r]);this.screenBox;this.setViewBox(t.viewBox||[.125*(this.screenBox[2]-this.screenBox[0])/r,.125*(this.screenBox[3]-this.screenBox[1])/r,.875*(this.screenBox[2]-this.screenBox[0])/r,.875*(this.screenBox[3]-this.screenBox[1])/r]);var n=this.viewBox,i=(n[2]-n[0])/(n[3]-n[1]);this.setDataBox(t.dataBox||[-10,-10/i,10,10/i]),this.borderColor=!1!==t.borderColor&&(t.borderColor||[0,0,0,0]).slice(),this.backgroundColor=(t.backgroundColor||[0,0,0,0]).slice(),this.gridLineEnable=(t.gridLineEnable||[!0,!0]).slice(),this.gridLineWidth=(t.gridLineWidth||[1,1]).slice(),this.gridLineColor=u(t.gridLineColor||[[.5,.5,.5,1],[.5,.5,.5,1]]),this.zeroLineEnable=(t.zeroLineEnable||[!0,!0]).slice(),this.zeroLineWidth=(t.zeroLineWidth||[4,4]).slice(),this.zeroLineColor=u(t.zeroLineColor||[[0,0,0,1],[0,0,0,1]]),this.tickMarkLength=(t.tickMarkLength||[0,0,0,0]).slice(),this.tickMarkWidth=(t.tickMarkWidth||[0,0,0,0]).slice(),this.tickMarkColor=u(t.tickMarkColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]),this.titleCenter=(t.titleCenter||[.5*(n[0]+n[2])/r,(n[3]+120)/r]).slice(),this.titleEnable=!(\"titleEnable\"in t&&!t.titleEnable),this.titleAngle=t.titleAngle||0,this.titleColor=(t.titleColor||[0,0,0,1]).slice(),this.labelPad=(t.labelPad||[15,15,15,15]).slice(),this.labelAngle=(t.labelAngle||[0,Math.PI/2,0,3*Math.PI/2]).slice(),this.labelEnable=(t.labelEnable||[!0,!0,!0,!0]).slice(),this.labelColor=u(t.labelColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]),this.tickPad=(t.tickPad||[15,15,15,15]).slice(),this.tickAngle=(t.tickAngle||[0,0,0,0]).slice(),this.tickEnable=(t.tickEnable||[!0,!0,!0,!0]).slice(),this.tickColor=u(t.tickColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]),this.borderLineEnable=(t.borderLineEnable||[!0,!0,!0,!0]).slice(),this.borderLineWidth=(t.borderLineWidth||[2,2,2,2]).slice(),this.borderLineColor=u(t.borderLineColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]);var a=t.ticks||[[],[]],o=this._tickBounds;o[0]=o[1]=1/0,o[2]=o[3]=-1/0;for(var s=0;s<2;++s){var l=a[s].slice(0);0!==l.length&&(l.sort(h),o[s]=Math.min(o[s],l[0].x),o[s+2]=Math.max(o[s+2],l[l.length-1].x))}this.grid.update({bounds:o,ticks:a}),this.text.update({bounds:o,ticks:a,labels:t.labels||[\"x\",\"y\"],labelSize:t.labelSize||[12,12],labelFont:t.labelFont||[\"sans-serif\",\"sans-serif\"],title:t.title||\"\",titleSize:t.titleSize||18,titleFont:t.titleFont||\"sans-serif\"}),this.static=!!t.static,this.setDirty()},c.dispose=function(){this.box.dispose(),this.grid.dispose(),this.text.dispose(),this.line.dispose();for(var t=this.objects.length-1;t>=0;--t)this.objects[t].dispose();this.objects.length=0;for(t=this.overlays.length-1;t>=0;--t)this.overlays[t].dispose();this.overlays.length=0,this.gl=null},c.addObject=function(t){this.objects.indexOf(t)<0&&(this.objects.push(t),this.setDirty())},c.removeObject=function(t){for(var e=this.objects,r=0;r<e.length;++r)if(e[r]===t){e.splice(r,1),this.setDirty();break}},c.addOverlay=function(t){this.overlays.indexOf(t)<0&&(this.overlays.push(t),this.setOverlayDirty())},c.removeOverlay=function(t){for(var e=this.overlays,r=0;r<e.length;++r)if(e[r]===t){e.splice(r,1),this.setOverlayDirty();break}}},{\"./lib/box\":278,\"./lib/grid\":279,\"./lib/line\":280,\"./lib/text\":282,\"gl-select-static\":297}],285:[function(t,e,r){\"use strict\";e.exports=function(t,e){t=t||document.body,e=e||{};var r=[.01,1/0];\"distanceLimits\"in e&&(r[0]=e.distanceLimits[0],r[1]=e.distanceLimits[1]);\"zoomMin\"in e&&(r[0]=e.zoomMin);\"zoomMax\"in e&&(r[1]=e.zoomMax);var c=i({center:e.center||[0,0,0],up:e.up||[0,1,0],eye:e.eye||[0,0,10],mode:e.mode||\"orbit\",distanceLimits:r}),u=[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],h=0,f=t.clientWidth,p=t.clientHeight,d={keyBindingMode:\"rotate\",enableWheel:!0,view:c,element:t,delay:e.delay||16,rotateSpeed:e.rotateSpeed||1,zoomSpeed:e.zoomSpeed||1,translateSpeed:e.translateSpeed||1,flipX:!!e.flipX,flipY:!!e.flipY,modes:c.modes,_ortho:e._ortho||e.projection&&\"orthographic\"===e.projection.type||!1,tick:function(){var e=n(),r=this.delay,i=e-2*r;c.idle(e-r),c.recalcMatrix(i),c.flush(e-(100+2*r));for(var a=!0,o=c.computedMatrix,s=0;s<16;++s)a=a&&u[s]===o[s],u[s]=o[s];var l=t.clientWidth===f&&t.clientHeight===p;return f=t.clientWidth,p=t.clientHeight,a?!l:(h=Math.exp(c.computedRadius[0]),!0)},lookAt:function(t,e,r){c.lookAt(c.lastT(),t,e,r)},rotate:function(t,e,r){c.rotate(c.lastT(),t,e,r)},pan:function(t,e,r){c.pan(c.lastT(),t,e,r)},translate:function(t,e,r){c.translate(c.lastT(),t,e,r)}};return Object.defineProperties(d,{matrix:{get:function(){return c.computedMatrix},set:function(t){return c.setMatrix(c.lastT(),t),c.computedMatrix},enumerable:!0},mode:{get:function(){return c.getMode()},set:function(t){var e=c.computedUp.slice(),r=c.computedEye.slice(),i=c.computedCenter.slice();if(c.setMode(t),\"turntable\"===t){var a=n();c._active.lookAt(a,r,i,e),c._active.lookAt(a+500,r,i,[0,0,1]),c._active.flush(a)}return c.getMode()},enumerable:!0},center:{get:function(){return c.computedCenter},set:function(t){return c.lookAt(c.lastT(),null,t),c.computedCenter},enumerable:!0},eye:{get:function(){return c.computedEye},set:function(t){return c.lookAt(c.lastT(),t),c.computedEye},enumerable:!0},up:{get:function(){return c.computedUp},set:function(t){return c.lookAt(c.lastT(),null,null,t),c.computedUp},enumerable:!0},distance:{get:function(){return h},set:function(t){return c.setDistance(c.lastT(),t),t},enumerable:!0},distanceLimits:{get:function(){return c.getDistanceLimits(r)},set:function(t){return c.setDistanceLimits(t),t},enumerable:!0}}),t.addEventListener(\"contextmenu\",function(t){return t.preventDefault(),!1}),d._lastX=-1,d._lastY=-1,d._lastMods={shift:!1,control:!1,alt:!1,meta:!1},d.enableMouseListeners=function(){function e(e,r,i,a){var o=d.keyBindingMode;if(!1!==o){var s=\"rotate\"===o,l=\"pan\"===o,u=\"zoom\"===o,f=!!a.control,p=!!a.alt,g=!!a.shift,v=!!(1&e),m=!!(2&e),y=!!(4&e),x=1/t.clientHeight,b=x*(r-d._lastX),_=x*(i-d._lastY),w=d.flipX?1:-1,k=d.flipY?1:-1,A=Math.PI*d.rotateSpeed,T=n();if(-1!==d._lastX&&-1!==d._lastY&&((s&&v&&!f&&!p&&!g||v&&!f&&!p&&g)&&c.rotate(T,w*A*b,-k*A*_,0),(l&&v&&!f&&!p&&!g||m||v&&f&&!p&&!g)&&c.pan(T,-d.translateSpeed*b*h,d.translateSpeed*_*h,0),u&&v&&!f&&!p&&!g||y||v&&!f&&p&&!g)){var M=-d.zoomSpeed*_/window.innerHeight*(T-c.lastT())*100;c.pan(T,0,0,h*(Math.exp(M)-1))}return d._lastX=r,d._lastY=i,d._lastMods=a,!0}}d.mouseListener=a(t,e),t.addEventListener(\"touchstart\",function(r){var n=s(r.changedTouches[0],t);e(0,n[0],n[1],d._lastMods),e(1,n[0],n[1],d._lastMods),r.preventDefault()},!!l&&{passive:!1}),t.addEventListener(\"touchmove\",function(r){var n=s(r.changedTouches[0],t);e(1,n[0],n[1],d._lastMods),r.preventDefault()},!!l&&{passive:!1}),t.addEventListener(\"touchend\",function(t){e(0,d._lastX,d._lastY,d._lastMods),t.preventDefault()},!!l&&{passive:!1}),d.wheelListener=o(t,function(t,e){if(!1!==d.keyBindingMode&&d.enableWheel){var r=d.flipX?1:-1,i=d.flipY?1:-1,a=n();if(Math.abs(t)>Math.abs(e))c.rotate(a,0,0,-t*r*Math.PI*d.rotateSpeed/window.innerWidth);else if(!d._ortho){var o=-d.zoomSpeed*i*e/window.innerHeight*(a-c.lastT())/20;c.pan(a,0,0,h*(Math.exp(o)-1))}}},!0)},d.enableMouseListeners(),d};var n=t(\"right-now\"),i=t(\"3d-view\"),a=t(\"mouse-change\"),o=t(\"mouse-wheel\"),s=t(\"mouse-event-offset\"),l=t(\"has-passive-events\")},{\"3d-view\":48,\"has-passive-events\":404,\"mouse-change\":428,\"mouse-event-offset\":429,\"mouse-wheel\":431,\"right-now\":489}],286:[function(t,e,r){var n=t(\"glslify\"),i=t(\"gl-shader\"),a=n([\"precision mediump float;\\n#define GLSLIFY 1\\nattribute vec2 position;\\nvarying vec2 uv;\\nvoid main() {\\n  uv = position;\\n  gl_Position = vec4(position, 0, 1);\\n}\"]),o=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nuniform sampler2D accumBuffer;\\nvarying vec2 uv;\\n\\nvoid main() {\\n  vec4 accum = texture2D(accumBuffer, 0.5 * (uv + 1.0));\\n  gl_FragColor = min(vec4(1,1,1,1), accum);\\n}\"]);e.exports=function(t){return i(t,a,o,null,[{name:\"position\",type:\"vec2\"}])}},{\"gl-shader\":298,glslify:402}],287:[function(t,e,r){\"use strict\";var n=t(\"./camera.js\"),i=t(\"gl-axes3d\"),a=t(\"gl-axes3d/properties\"),o=t(\"gl-spikes3d\"),s=t(\"gl-select-static\"),l=t(\"gl-fbo\"),c=t(\"a-big-triangle\"),u=t(\"mouse-change\"),h=t(\"mouse-wheel\"),f=t(\"gl-mat4/perspective\"),p=t(\"gl-mat4/ortho\"),d=t(\"./lib/shader\"),g=t(\"is-mobile\")({tablet:!0});function v(){this.mouse=[-1,-1],this.screen=null,this.distance=1/0,this.index=null,this.dataCoordinate=null,this.dataPosition=null,this.object=null,this.data=null}function m(t){var e=Math.round(Math.log(Math.abs(t))/Math.log(10));if(e<0){var r=Math.round(Math.pow(10,-e));return Math.ceil(t*r)/r}if(e>0){r=Math.round(Math.pow(10,e));return Math.ceil(t/r)*r}return Math.ceil(t)}function y(t){return\"boolean\"!=typeof t||t}e.exports={createScene:function(t){(t=t||{}).camera=t.camera||{};var e=t.canvas;if(!e)if(e=document.createElement(\"canvas\"),t.container){var r=t.container;r.appendChild(e)}else document.body.appendChild(e);var x=t.gl;x||(x=function(t,e){var r=null;try{(r=t.getContext(\"webgl\",e))||(r=t.getContext(\"experimental-webgl\",e))}catch(t){return null}return r}(e,t.glOptions||{premultipliedAlpha:!0,antialias:!0,preserveDrawingBuffer:g}));if(!x)throw new Error(\"webgl not supported\");var b=t.bounds||[[-10,-10,-10],[10,10,10]],_=new v,w=l(x,[x.drawingBufferWidth,x.drawingBufferHeight],{preferFloat:!g}),k=d(x),A=t.cameraObject&&!0===t.cameraObject._ortho||t.camera.projection&&\"orthographic\"===t.camera.projection.type||!1,T={eye:t.camera.eye||[2,0,0],center:t.camera.center||[0,0,0],up:t.camera.up||[0,1,0],zoomMin:t.camera.zoomMax||.1,zoomMax:t.camera.zoomMin||100,mode:t.camera.mode||\"turntable\",_ortho:A},M=t.axes||{},S=i(x,M);S.enable=!M.disable;var E=t.spikes||{},C=o(x,E),L=[],z=[],O=[],I=[],D=!0,P=!0,R=new Array(16),F=new Array(16),B={view:null,projection:R,model:F,_ortho:!1},P=!0,N=[x.drawingBufferWidth,x.drawingBufferHeight],j=t.cameraObject||n(e,T),V={gl:x,contextLost:!1,pixelRatio:t.pixelRatio||1,canvas:e,selection:_,camera:j,axes:S,axesPixels:null,spikes:C,bounds:b,objects:L,shape:N,aspect:t.aspectRatio||[1,1,1],pickRadius:t.pickRadius||10,zNear:t.zNear||.01,zFar:t.zFar||1e3,fovy:t.fovy||Math.PI/4,clearColor:t.clearColor||[0,0,0,0],autoResize:y(t.autoResize),autoBounds:y(t.autoBounds),autoScale:!!t.autoScale,autoCenter:y(t.autoCenter),clipToBounds:y(t.clipToBounds),snapToData:!!t.snapToData,onselect:t.onselect||null,onrender:t.onrender||null,onclick:t.onclick||null,cameraParams:B,oncontextloss:null,mouseListener:null,_stopped:!1},U=[x.drawingBufferWidth/V.pixelRatio|0,x.drawingBufferHeight/V.pixelRatio|0];function q(){if(!V._stopped&&V.autoResize){var t=e.parentNode,r=1,n=1;t&&t!==document.body?(r=t.clientWidth,n=t.clientHeight):(r=window.innerWidth,n=window.innerHeight);var i=0|Math.ceil(r*V.pixelRatio),a=0|Math.ceil(n*V.pixelRatio);if(i!==e.width||a!==e.height){e.width=i,e.height=a;var o=e.style;o.position=o.position||\"absolute\",o.left=\"0px\",o.top=\"0px\",o.width=r+\"px\",o.height=n+\"px\",D=!0}}}V.autoResize&&q();function H(){for(var t=L.length,e=I.length,r=0;r<e;++r)O[r]=0;t:for(var r=0;r<t;++r){var n=L[r],i=n.pickSlots;if(i){for(var a=0;a<e;++a)if(O[a]+i<255){z[r]=a,n.setPickBase(O[a]+1),O[a]+=i;continue t}var o=s(x,N);z[r]=e,I.push(o),O.push(i),n.setPickBase(1),e+=1}else z[r]=-1}for(;e>0&&0===O[e-1];)O.pop(),I.pop().dispose()}function G(){if(V.contextLost)return!0;x.isContextLost()&&(V.contextLost=!0,V.mouseListener.enabled=!1,V.selection.object=null,V.oncontextloss&&V.oncontextloss())}window.addEventListener(\"resize\",q),V.update=function(t){V._stopped||(t=t||{},D=!0,P=!0)},V.add=function(t){V._stopped||(t.axes=S,L.push(t),z.push(-1),D=!0,P=!0,H())},V.remove=function(t){if(!V._stopped){var e=L.indexOf(t);e<0||(L.splice(e,1),z.pop(),D=!0,P=!0,H())}},V.dispose=function(){if(!V._stopped&&(V._stopped=!0,window.removeEventListener(\"resize\",q),e.removeEventListener(\"webglcontextlost\",G),V.mouseListener.enabled=!1,!V.contextLost)){S.dispose(),C.dispose();for(var t=0;t<L.length;++t)L[t].dispose();w.dispose();for(var t=0;t<I.length;++t)I[t].dispose();k.dispose(),x=null,S=null,C=null,L=[]}},V.wheelListener=h(e,function(t,e){if(!1!==j.keyBindingMode&&j.enableWheel&&j._ortho){var r=t>e?1.1:1/1.1;V.aspect[0]*=r,V.aspect[1]*=r,V.aspect[2]*=r,V.redraw()}},!0),V._mouseRotating=!1,V._prevButtons=0,V.enableMouseListeners=function(){V.mouseListener=u(e,function(t,e,r){if(!V._stopped){var n=I.length,i=L.length,a=_.object;_.distance=1/0,_.mouse[0]=e,_.mouse[1]=r,_.object=null,_.screen=null,_.dataCoordinate=_.dataPosition=null;var o=!1;if(t&&V._prevButtons)V._mouseRotating=!0;else{V._mouseRotating&&(P=!0),V._mouseRotating=!1;for(var s=0;s<n;++s){var l=I[s].query(e,U[1]-r-1,V.pickRadius);if(l){if(l.distance>_.distance)continue;for(var c=0;c<i;++c){var u=L[c];if(z[c]===s){var h=u.pick(l);h&&(_.buttons=t,_.screen=l.coord,_.distance=l.distance,_.object=u,_.index=h.distance,_.dataPosition=h.position,_.dataCoordinate=h.dataCoordinate,_.data=h,o=!0)}}}}}a&&a!==_.object&&(a.highlight&&a.highlight(null),D=!0),_.object&&(_.object.highlight&&_.object.highlight(_.data),D=!0),(o=o||_.object!==a)&&V.onselect&&V.onselect(_),1&t&&!(1&V._prevButtons)&&V.onclick&&V.onclick(_),V._prevButtons=t}})},e.addEventListener(\"webglcontextlost\",G);var Y=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],W=[Y[0].slice(),Y[1].slice()];function X(){if(!G()){q();var t=V.camera.tick();B.view=V.camera.matrix,D=D||t,P=P||t,S.pixelRatio=V.pixelRatio,C.pixelRatio=V.pixelRatio;var e=L.length,r=Y[0],n=Y[1];r[0]=r[1]=r[2]=1/0,n[0]=n[1]=n[2]=-1/0;for(var i=0;i<e;++i){var o=L[i];o.pixelRatio=V.pixelRatio,o.axes=V.axes,D=D||!!o.dirty,P=P||!!o.dirty;var s=o.bounds;if(s)for(var l=s[0],u=s[1],h=0;h<3;++h)r[h]=Math.min(r[h],l[h]),n[h]=Math.max(n[h],u[h])}var d=V.bounds;if(V.autoBounds)for(var h=0;h<3;++h){if(n[h]<r[h])r[h]=-1,n[h]=1;else{r[h]===n[h]&&(r[h]-=1,n[h]+=1);var g=.05*(n[h]-r[h]);r[h]=r[h]-g,n[h]=n[h]+g}d[0][h]=r[h],d[1][h]=n[h]}for(var v=!1,h=0;h<3;++h)v=v||W[0][h]!==d[0][h]||W[1][h]!==d[1][h],W[0][h]=d[0][h],W[1][h]=d[1][h];if(P=P||v,D=D||v){if(v){for(var y=[0,0,0],i=0;i<3;++i)y[i]=m((d[1][i]-d[0][i])/10);S.autoTicks?S.update({bounds:d,tickSpacing:y}):S.update({bounds:d})}var b=x.drawingBufferWidth,T=x.drawingBufferHeight;N[0]=b,N[1]=T,U[0]=0|Math.max(b/V.pixelRatio,1),U[1]=0|Math.max(T/V.pixelRatio,1),A?(p(R,-b/T,b/T,-1,1,V.zNear,V.zFar),B._ortho=!0):(f(R,V.fovy,b/T,V.zNear,V.zFar),B._ortho=!1);for(var i=0;i<16;++i)F[i]=0;F[15]=1;for(var M=0,i=0;i<3;++i)M=Math.max(M,d[1][i]-d[0][i]);for(var i=0;i<3;++i)V.autoScale?F[5*i]=V.aspect[i]/(d[1][i]-d[0][i]):F[5*i]=1/M,V.autoCenter&&(F[12+i]=.5*-F[5*i]*(d[0][i]+d[1][i]));for(var i=0;i<e;++i){var o=L[i];o.axesBounds=d,V.clipToBounds&&(o.clipBounds=d)}_.object&&(V.snapToData?C.position=_.dataCoordinate:C.position=_.dataPosition,C.bounds=d),P&&(P=!1,function(){if(G())return;x.colorMask(!0,!0,!0,!0),x.depthMask(!0),x.disable(x.BLEND),x.enable(x.DEPTH_TEST);for(var t=L.length,e=I.length,r=0;r<e;++r){var n=I[r];n.shape=U,n.begin();for(var i=0;i<t;++i)if(z[i]===r){var a=L[i];a.drawPick&&(a.pixelRatio=1,a.drawPick(B))}n.end()}}()),V.axesPixels=a(V.axes,B,b,T),V.onrender&&V.onrender(),x.bindFramebuffer(x.FRAMEBUFFER,null),x.viewport(0,0,b,T);var E=V.clearColor;x.clearColor(E[0],E[1],E[2],E[3]),x.clear(x.COLOR_BUFFER_BIT|x.DEPTH_BUFFER_BIT),x.depthMask(!0),x.colorMask(!0,!0,!0,!0),x.enable(x.DEPTH_TEST),x.depthFunc(x.LEQUAL),x.disable(x.BLEND),x.disable(x.CULL_FACE);var O=!1;S.enable&&(O=O||S.isTransparent(),S.draw(B)),C.axes=S,_.object&&C.draw(B),x.disable(x.CULL_FACE);for(var i=0;i<e;++i){var o=L[i];o.axes=S,o.pixelRatio=V.pixelRatio,o.isOpaque&&o.isOpaque()&&o.draw(B),o.isTransparent&&o.isTransparent()&&(O=!0)}if(O){w.shape=N,w.bind(),x.clear(x.DEPTH_BUFFER_BIT),x.colorMask(!1,!1,!1,!1),x.depthMask(!0),x.depthFunc(x.LESS),S.enable&&S.isTransparent()&&S.drawTransparent(B);for(var i=0;i<e;++i){var o=L[i];o.isOpaque&&o.isOpaque()&&o.draw(B)}x.enable(x.BLEND),x.blendEquation(x.FUNC_ADD),x.blendFunc(x.ONE,x.ONE_MINUS_SRC_ALPHA),x.colorMask(!0,!0,!0,!0),x.depthMask(!1),x.clearColor(0,0,0,0),x.clear(x.COLOR_BUFFER_BIT),S.isTransparent()&&S.drawTransparent(B);for(var i=0;i<e;++i){var o=L[i];o.isTransparent&&o.isTransparent()&&o.drawTransparent(B)}x.bindFramebuffer(x.FRAMEBUFFER,null),x.blendFunc(x.ONE,x.ONE_MINUS_SRC_ALPHA),x.disable(x.DEPTH_TEST),k.bind(),w.color[0].bind(0),k.uniforms.accumBuffer=0,c(x),x.disable(x.BLEND)}D=!1;for(var i=0;i<e;++i)L[i].dirty=!1}}}return V.enableMouseListeners(),function t(){V._stopped||V.contextLost||(X(),requestAnimationFrame(t))}(),V.redraw=function(){V._stopped||(D=!0,X())},V},createCamera:n}},{\"./camera.js\":285,\"./lib/shader\":286,\"a-big-triangle\":50,\"gl-axes3d\":230,\"gl-axes3d/properties\":237,\"gl-fbo\":246,\"gl-mat4/ortho\":265,\"gl-mat4/perspective\":266,\"gl-select-static\":297,\"gl-spikes3d\":307,\"is-mobile\":413,\"mouse-change\":428,\"mouse-wheel\":431}],288:[function(t,e,r){var n=t(\"glslify\");r.pointVertex=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\n\\nuniform mat3 matrix;\\nuniform float pointSize;\\nuniform float pointCloud;\\n\\nhighp float rand(vec2 co) {\\n  highp float a = 12.9898;\\n  highp float b = 78.233;\\n  highp float c = 43758.5453;\\n  highp float d = dot(co.xy, vec2(a, b));\\n  highp float e = mod(d, 3.14);\\n  return fract(sin(e) * c);\\n}\\n\\nvoid main() {\\n  vec3 hgPosition = matrix * vec3(position, 1);\\n  gl_Position  = vec4(hgPosition.xy, 0, hgPosition.z);\\n    // if we don't jitter the point size a bit, overall point cloud\\n    // saturation 'jumps' on zooming, which is disturbing and confusing\\n  gl_PointSize = pointSize * ((19.5 + rand(position)) / 20.0);\\n  if(pointCloud != 0.0) { // pointCloud is truthy\\n    // get the same square surface as circle would be\\n    gl_PointSize *= 0.886;\\n  }\\n}\"]),r.pointFragment=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color, borderColor;\\nuniform float centerFraction;\\nuniform float pointCloud;\\n\\nvoid main() {\\n  float radius;\\n  vec4 baseColor;\\n  if(pointCloud != 0.0) { // pointCloud is truthy\\n    if(centerFraction == 1.0) {\\n      gl_FragColor = color;\\n    } else {\\n      gl_FragColor = mix(borderColor, color, centerFraction);\\n    }\\n  } else {\\n    radius = length(2.0 * gl_PointCoord.xy - 1.0);\\n    if(radius > 1.0) {\\n      discard;\\n    }\\n    baseColor = mix(borderColor, color, step(radius, centerFraction));\\n    gl_FragColor = vec4(baseColor.rgb * baseColor.a, baseColor.a);\\n  }\\n}\\n\"]),r.pickVertex=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\nattribute vec4 pickId;\\n\\nuniform mat3 matrix;\\nuniform float pointSize;\\nuniform vec4 pickOffset;\\n\\nvarying vec4 fragId;\\n\\nvoid main() {\\n  vec3 hgPosition = matrix * vec3(position, 1);\\n  gl_Position  = vec4(hgPosition.xy, 0, hgPosition.z);\\n  gl_PointSize = pointSize;\\n\\n  vec4 id = pickId + pickOffset;\\n  id.y += floor(id.x / 256.0);\\n  id.x -= floor(id.x / 256.0) * 256.0;\\n\\n  id.z += floor(id.y / 256.0);\\n  id.y -= floor(id.y / 256.0) * 256.0;\\n\\n  id.w += floor(id.z / 256.0);\\n  id.z -= floor(id.z / 256.0) * 256.0;\\n\\n  fragId = id;\\n}\\n\"]),r.pickFragment=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragId;\\n\\nvoid main() {\\n  float radius = length(2.0 * gl_PointCoord.xy - 1.0);\\n  if(radius > 1.0) {\\n    discard;\\n  }\\n  gl_FragColor = fragId / 255.0;\\n}\\n\"])},{glslify:402}],289:[function(t,e,r){\"use strict\";var n=t(\"gl-shader\"),i=t(\"gl-buffer\"),a=t(\"typedarray-pool\"),o=t(\"./lib/shader\");function s(t,e,r,n,i){this.plot=t,this.offsetBuffer=e,this.pickBuffer=r,this.shader=n,this.pickShader=i,this.sizeMin=.5,this.sizeMinCap=2,this.sizeMax=20,this.areaRatio=1,this.pointCount=0,this.color=[1,0,0,1],this.borderColor=[0,0,0,1],this.blend=!1,this.pickOffset=0,this.points=null}e.exports=function(t,e){var r=t.gl,a=i(r),l=i(r),c=n(r,o.pointVertex,o.pointFragment),u=n(r,o.pickVertex,o.pickFragment),h=new s(t,a,l,c,u);return h.update(e),t.addObject(h),h};var l,c,u=s.prototype;u.dispose=function(){this.shader.dispose(),this.pickShader.dispose(),this.offsetBuffer.dispose(),this.pickBuffer.dispose(),this.plot.removeObject(this)},u.update=function(t){var e;function r(e,r){return e in t?t[e]:r}t=t||{},this.sizeMin=r(\"sizeMin\",.5),this.sizeMax=r(\"sizeMax\",20),this.color=r(\"color\",[1,0,0,1]).slice(),this.areaRatio=r(\"areaRatio\",1),this.borderColor=r(\"borderColor\",[0,0,0,1]).slice(),this.blend=r(\"blend\",!1);var n=t.positions.length>>>1,i=t.positions instanceof Float32Array,o=t.idToIndex instanceof Int32Array&&t.idToIndex.length>=n,s=t.positions,l=i?s:a.mallocFloat32(s.length),c=o?t.idToIndex:a.mallocInt32(n);if(i||l.set(s),!o)for(l.set(s),e=0;e<n;e++)c[e]=e;this.points=s,this.offsetBuffer.update(l),this.pickBuffer.update(c),i||a.free(l),o||a.free(c),this.pointCount=n,this.pickOffset=0},u.unifiedDraw=(l=[1,0,0,0,1,0,0,0,1],c=[0,0,0,0],function(t){var e=void 0!==t,r=e?this.pickShader:this.shader,n=this.plot.gl,i=this.plot.dataBox;if(0===this.pointCount)return t;var a=i[2]-i[0],o=i[3]-i[1],s=function(t,e){var r,n=0,i=t.length>>>1;for(r=0;r<i;r++){var a=t[2*r],o=t[2*r+1];a>=e[0]&&a<=e[2]&&o>=e[1]&&o<=e[3]&&n++}return n}(this.points,i),u=this.plot.pickPixelRatio*Math.max(Math.min(this.sizeMinCap,this.sizeMin),Math.min(this.sizeMax,this.sizeMax/Math.pow(s,.33333)));l[0]=2/a,l[4]=2/o,l[6]=-2*i[0]/a-1,l[7]=-2*i[1]/o-1,this.offsetBuffer.bind(),r.bind(),r.attributes.position.pointer(),r.uniforms.matrix=l,r.uniforms.color=this.color,r.uniforms.borderColor=this.borderColor,r.uniforms.pointCloud=u<5,r.uniforms.pointSize=u,r.uniforms.centerFraction=Math.min(1,Math.max(0,Math.sqrt(1-this.areaRatio))),e&&(c[0]=255&t,c[1]=t>>8&255,c[2]=t>>16&255,c[3]=t>>24&255,this.pickBuffer.bind(),r.attributes.pickId.pointer(n.UNSIGNED_BYTE),r.uniforms.pickOffset=c,this.pickOffset=t);var h=n.getParameter(n.BLEND),f=n.getParameter(n.DITHER);return h&&!this.blend&&n.disable(n.BLEND),f&&n.disable(n.DITHER),n.drawArrays(n.POINTS,0,this.pointCount),h&&!this.blend&&n.enable(n.BLEND),f&&n.enable(n.DITHER),t+this.pointCount}),u.draw=u.unifiedDraw,u.drawPick=u.unifiedDraw,u.pick=function(t,e,r){var n=this.pickOffset,i=this.pointCount;if(r<n||r>=n+i)return null;var a=r-n,o=this.points;return{object:this,pointId:a,dataCoord:[o[2*a],o[2*a+1]]}}},{\"./lib/shader\":288,\"gl-buffer\":238,\"gl-shader\":298,\"typedarray-pool\":530}],290:[function(t,e,r){e.exports=function(t,e,r,n){var i,a,o,s,l,c=e[0],u=e[1],h=e[2],f=e[3],p=r[0],d=r[1],g=r[2],v=r[3];(a=c*p+u*d+h*g+f*v)<0&&(a=-a,p=-p,d=-d,g=-g,v=-v);1-a>1e-6?(i=Math.acos(a),o=Math.sin(i),s=Math.sin((1-n)*i)/o,l=Math.sin(n*i)/o):(s=1-n,l=n);return t[0]=s*c+l*p,t[1]=s*u+l*d,t[2]=s*h+l*g,t[3]=s*f+l*v,t}},{}],291:[function(t,e,r){\"use strict\";e.exports=function(t){return t||0===t?t.toString():\"\"}},{}],292:[function(t,e,r){\"use strict\";var n=t(\"vectorize-text\");e.exports=function(t,e,r){var a=i[e];a||(a=i[e]={});if(t in a)return a[t];var o={textAlign:\"center\",textBaseline:\"middle\",lineHeight:1,font:e,lineSpacing:1.25,styletags:{breaklines:!0,bolds:!0,italics:!0,subscripts:!0,superscripts:!0},triangles:!0},s=n(t,o);o.triangles=!1;var l,c,u=n(t,o);if(r&&1!==r){for(l=0;l<s.positions.length;++l)for(c=0;c<s.positions[l].length;++c)s.positions[l][c]/=r;for(l=0;l<u.positions.length;++l)for(c=0;c<u.positions[l].length;++c)u.positions[l][c]/=r}var h=[[1/0,1/0],[-1/0,-1/0]],f=u.positions.length;for(l=0;l<f;++l){var p=u.positions[l];for(c=0;c<2;++c)h[0][c]=Math.min(h[0][c],p[c]),h[1][c]=Math.max(h[1][c],p[c])}return a[t]=[s,u,h]};var i={}},{\"vectorize-text\":535}],293:[function(t,e,r){var n=t(\"gl-shader\"),i=t(\"glslify\"),a=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 glyph;\\nattribute vec4 id;\\n\\nuniform vec4 highlightId;\\nuniform float highlightScale;\\nuniform mat4 model, view, projection;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec4 interpColor;\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0,0,0,0);\\n  } else {\\n    float scale = 1.0;\\n    if(distance(highlightId, id) < 0.0001) {\\n      scale = highlightScale;\\n    }\\n\\n    vec4 worldPosition = model * vec4(position, 1);\\n    vec4 viewPosition = view * worldPosition;\\n    viewPosition = viewPosition / viewPosition.w;\\n    vec4 clipPosition = projection * (viewPosition + scale * vec4(glyph.x, -glyph.y, 0, 0));\\n\\n    gl_Position = clipPosition;\\n    interpColor = color;\\n    pickId = id;\\n    dataCoordinate = position;\\n  }\\n}\"]),o=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 glyph;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\nuniform vec2 screenSize;\\nuniform vec3 clipBounds[2];\\nuniform float highlightScale, pixelRatio;\\nuniform vec4 highlightId;\\n\\nvarying vec4 interpColor;\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0,0,0,0);\\n  } else {\\n    float scale = pixelRatio;\\n    if(distance(highlightId.bgr, id.bgr) < 0.001) {\\n      scale *= highlightScale;\\n    }\\n\\n    vec4 worldPosition = model * vec4(position, 1.0);\\n    vec4 viewPosition = view * worldPosition;\\n    vec4 clipPosition = projection * viewPosition;\\n    clipPosition /= clipPosition.w;\\n\\n    gl_Position = clipPosition + vec4(screenSize * scale * vec2(glyph.x, -glyph.y), 0.0, 0.0);\\n    interpColor = color;\\n    pickId = id;\\n    dataCoordinate = position;\\n  }\\n}\"]),s=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 glyph;\\nattribute vec4 id;\\n\\nuniform float highlightScale;\\nuniform vec4 highlightId;\\nuniform vec3 axes[2];\\nuniform mat4 model, view, projection;\\nuniform vec2 screenSize;\\nuniform vec3 clipBounds[2];\\nuniform float scale, pixelRatio;\\n\\nvarying vec4 interpColor;\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0,0,0,0);\\n  } else {\\n    float lscale = pixelRatio * scale;\\n    if(distance(highlightId, id) < 0.0001) {\\n      lscale *= highlightScale;\\n    }\\n\\n    vec4 clipCenter   = projection * view * model * vec4(position, 1);\\n    vec3 dataPosition = position + 0.5*lscale*(axes[0] * glyph.x + axes[1] * glyph.y) * clipCenter.w * screenSize.y;\\n    vec4 clipPosition = projection * view * model * vec4(dataPosition, 1);\\n\\n    gl_Position = clipPosition;\\n    interpColor = color;\\n    pickId = id;\\n    dataCoordinate = dataPosition;\\n  }\\n}\\n\"]),l=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 fragClipBounds[2];\\nuniform float opacity;\\n\\nvarying vec4 interpColor;\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (\\n    outOfRange(fragClipBounds[0], fragClipBounds[1], dataCoordinate) ||\\n    interpColor.a * opacity == 0.\\n  ) discard;\\n  gl_FragColor = interpColor * opacity;\\n}\\n\"]),c=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 fragClipBounds[2];\\nuniform float pickGroup;\\n\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(fragClipBounds[0], fragClipBounds[1], dataCoordinate)) discard;\\n\\n  gl_FragColor = vec4(pickGroup, pickId.bgr);\\n}\"]),u=[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"glyph\",type:\"vec2\"},{name:\"id\",type:\"vec4\"}],h={vertex:a,fragment:l,attributes:u},f={vertex:o,fragment:l,attributes:u},p={vertex:s,fragment:l,attributes:u},d={vertex:a,fragment:c,attributes:u},g={vertex:o,fragment:c,attributes:u},v={vertex:s,fragment:c,attributes:u};function m(t,e){var r=n(t,e),i=r.attributes;return i.position.location=0,i.color.location=1,i.glyph.location=2,i.id.location=3,r}r.createPerspective=function(t){return m(t,h)},r.createOrtho=function(t){return m(t,f)},r.createProject=function(t){return m(t,p)},r.createPickPerspective=function(t){return m(t,d)},r.createPickOrtho=function(t){return m(t,g)},r.createPickProject=function(t){return m(t,v)}},{\"gl-shader\":298,glslify:402}],294:[function(t,e,r){\"use strict\";var n=t(\"is-string-blank\"),i=t(\"gl-buffer\"),a=t(\"gl-vao\"),o=t(\"typedarray-pool\"),s=t(\"gl-mat4/multiply\"),l=t(\"./lib/shaders\"),c=t(\"./lib/glyphs\"),u=t(\"./lib/get-simple-string\"),h=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function f(t,e){var r=t[0],n=t[1],i=t[2],a=t[3];return t[0]=e[0]*r+e[4]*n+e[8]*i+e[12]*a,t[1]=e[1]*r+e[5]*n+e[9]*i+e[13]*a,t[2]=e[2]*r+e[6]*n+e[10]*i+e[14]*a,t[3]=e[3]*r+e[7]*n+e[11]*i+e[15]*a,t}function p(t,e,r,n){return f(n,n),f(n,n),f(n,n)}function d(t,e){this.index=t,this.dataCoordinate=this.position=e}function g(t){return!0===t?1:t>1?1:t}function v(t,e,r,n,i,a,o,s,l,c,u,h){this.gl=t,this.pixelRatio=1,this.shader=e,this.orthoShader=r,this.projectShader=n,this.pointBuffer=i,this.colorBuffer=a,this.glyphBuffer=o,this.idBuffer=s,this.vao=l,this.vertexCount=0,this.lineVertexCount=0,this.opacity=1,this.hasAlpha=!1,this.lineWidth=0,this.projectScale=[2/3,2/3,2/3],this.projectOpacity=[1,1,1],this.projectHasAlpha=!1,this.pickId=0,this.pickPerspectiveShader=c,this.pickOrthoShader=u,this.pickProjectShader=h,this.points=[],this._selectResult=new d(0,[0,0,0]),this.useOrtho=!0,this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.axesProject=[!0,!0,!0],this.axesBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.highlightId=[1,1,1,1],this.highlightScale=2,this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.dirty=!0}e.exports=function(t){var e=t.gl,r=l.createPerspective(e),n=l.createOrtho(e),o=l.createProject(e),s=l.createPickPerspective(e),c=l.createPickOrtho(e),u=l.createPickProject(e),h=i(e),f=i(e),p=i(e),d=i(e),g=a(e,[{buffer:h,size:3,type:e.FLOAT},{buffer:f,size:4,type:e.FLOAT},{buffer:p,size:2,type:e.FLOAT},{buffer:d,size:4,type:e.UNSIGNED_BYTE,normalized:!0}]),m=new v(e,r,n,o,h,f,p,d,g,s,c,u);return m.update(t),m};var m=v.prototype;m.pickSlots=1,m.setPickBase=function(t){this.pickId=t},m.isTransparent=function(){if(this.hasAlpha)return!0;for(var t=0;t<3;++t)if(this.axesProject[t]&&this.projectHasAlpha)return!0;return!1},m.isOpaque=function(){if(!this.hasAlpha)return!0;for(var t=0;t<3;++t)if(this.axesProject[t]&&!this.projectHasAlpha)return!0;return!1};var y=[0,0],x=[0,0,0],b=[0,0,0],_=[0,0,0,1],w=[0,0,0,1],k=h.slice(),A=[0,0,0],T=[[0,0,0],[0,0,0]];function M(t){return t[0]=t[1]=t[2]=0,t}function S(t,e){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t[3]=1,t}function E(t,e,r,n){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t[r]=n,t}function C(t,e,r,n){var i,a=e.axesProject,o=e.gl,l=t.uniforms,c=r.model||h,u=r.view||h,f=r.projection||h,d=e.axesBounds,g=function(t){for(var e=T,r=0;r<2;++r)for(var n=0;n<3;++n)e[r][n]=Math.max(Math.min(t[r][n],1e8),-1e8);return e}(e.clipBounds);i=e.axes&&e.axes.lastCubeProps?e.axes.lastCubeProps.axis:[1,1,1],y[0]=2/o.drawingBufferWidth,y[1]=2/o.drawingBufferHeight,t.bind(),l.view=u,l.projection=f,l.screenSize=y,l.highlightId=e.highlightId,l.highlightScale=e.highlightScale,l.clipBounds=g,l.pickGroup=e.pickId/255,l.pixelRatio=n;for(var v=0;v<3;++v)if(a[v]){l.scale=e.projectScale[v],l.opacity=e.projectOpacity[v];for(var m=k,C=0;C<16;++C)m[C]=0;for(C=0;C<4;++C)m[5*C]=1;m[5*v]=0,i[v]<0?m[12+v]=d[0][v]:m[12+v]=d[1][v],s(m,c,m),l.model=m;var L=(v+1)%3,z=(v+2)%3,O=M(x),I=M(b);O[L]=1,I[z]=1;var D=p(0,0,0,S(_,O)),P=p(0,0,0,S(w,I));if(Math.abs(D[1])>Math.abs(P[1])){var R=D;D=P,P=R,R=O,O=I,I=R;var F=L;L=z,z=F}D[0]<0&&(O[L]=-1),P[1]>0&&(I[z]=-1);var B=0,N=0;for(C=0;C<4;++C)B+=Math.pow(c[4*L+C],2),N+=Math.pow(c[4*z+C],2);O[L]/=Math.sqrt(B),I[z]/=Math.sqrt(N),l.axes[0]=O,l.axes[1]=I,l.fragClipBounds[0]=E(A,g[0],v,-1e8),l.fragClipBounds[1]=E(A,g[1],v,1e8),e.vao.bind(),e.vao.draw(o.TRIANGLES,e.vertexCount),e.lineWidth>0&&(o.lineWidth(e.lineWidth*n),e.vao.draw(o.LINES,e.lineVertexCount,e.vertexCount)),e.vao.unbind()}}var L=[[-1e8,-1e8,-1e8],[1e8,1e8,1e8]];function z(t,e,r,n,i,a,o){var s=r.gl;if((a===r.projectHasAlpha||o)&&C(e,r,n,i),a===r.hasAlpha||o){t.bind();var l=t.uniforms;l.model=n.model||h,l.view=n.view||h,l.projection=n.projection||h,y[0]=2/s.drawingBufferWidth,y[1]=2/s.drawingBufferHeight,l.screenSize=y,l.highlightId=r.highlightId,l.highlightScale=r.highlightScale,l.fragClipBounds=L,l.clipBounds=r.axes.bounds,l.opacity=r.opacity,l.pickGroup=r.pickId/255,l.pixelRatio=i,r.vao.bind(),r.vao.draw(s.TRIANGLES,r.vertexCount),r.lineWidth>0&&(s.lineWidth(r.lineWidth*i),r.vao.draw(s.LINES,r.lineVertexCount,r.vertexCount)),r.vao.unbind()}}function O(t,e,r,i){var a;a=Array.isArray(t)?e<t.length?t[e]:void 0:t,a=u(a);var o=!0;n(a)&&(a=\"\\u25bc\",o=!1);var s=c(a,r,i);return{mesh:s[0],lines:s[1],bounds:s[2],visible:o}}m.draw=function(t){z(this.useOrtho?this.orthoShader:this.shader,this.projectShader,this,t,this.pixelRatio,!1,!1)},m.drawTransparent=function(t){z(this.useOrtho?this.orthoShader:this.shader,this.projectShader,this,t,this.pixelRatio,!0,!1)},m.drawPick=function(t){z(this.useOrtho?this.pickOrthoShader:this.pickPerspectiveShader,this.pickProjectShader,this,t,1,!0,!0)},m.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=t.value[2]+(t.value[1]<<8)+(t.value[0]<<16);if(e>=this.pointCount||e<0)return null;var r=this.points[e],n=this._selectResult;n.index=e;for(var i=0;i<3;++i)n.position[i]=n.dataCoordinate[i]=r[i];return n},m.highlight=function(t){if(t){var e=t.index,r=255&e,n=e>>8&255,i=e>>16&255;this.highlightId=[r/255,n/255,i/255,0]}else this.highlightId=[1,1,1,1]},m.update=function(t){if(\"perspective\"in(t=t||{})&&(this.useOrtho=!t.perspective),\"orthographic\"in t&&(this.useOrtho=!!t.orthographic),\"lineWidth\"in t&&(this.lineWidth=t.lineWidth),\"project\"in t)if(Array.isArray(t.project))this.axesProject=t.project;else{var e=!!t.project;this.axesProject=[e,e,e]}if(\"projectScale\"in t)if(Array.isArray(t.projectScale))this.projectScale=t.projectScale.slice();else{var r=+t.projectScale;this.projectScale=[r,r,r]}if(this.projectHasAlpha=!1,\"projectOpacity\"in t){if(Array.isArray(t.projectOpacity))this.projectOpacity=t.projectOpacity.slice();else{r=+t.projectOpacity;this.projectOpacity=[r,r,r]}for(var n=0;n<3;++n)this.projectOpacity[n]=g(this.projectOpacity[n]),this.projectOpacity[n]<1&&(this.projectHasAlpha=!0)}this.hasAlpha=!1,\"opacity\"in t&&(this.opacity=g(t.opacity),this.opacity<1&&(this.hasAlpha=!0)),this.dirty=!0;var i,a,s=t.position,l=t.font||\"normal\",c=t.alignment||[0,0];if(2===c.length)i=c[0],a=c[1];else{i=[],a=[];for(n=0;n<c.length;++n)i[n]=c[n][0],a[n]=c[n][1]}var u=[1/0,1/0,1/0],h=[-1/0,-1/0,-1/0],f=t.glyph,p=t.color,d=t.size,v=t.angle,m=t.lineColor,y=-1,x=0,b=0,_=0;if(s.length){_=s.length;t:for(n=0;n<_;++n){for(var w=s[n],k=0;k<3;++k)if(isNaN(w[k])||!isFinite(w[k]))continue t;var A=(N=O(f,n,l,this.pixelRatio)).mesh,T=N.lines,M=N.bounds;x+=3*A.cells.length,b+=2*T.edges.length}}var S=x+b,E=o.mallocFloat(3*S),C=o.mallocFloat(4*S),L=o.mallocFloat(2*S),z=o.mallocUint32(S);if(S>0){var I=0,D=x,P=[0,0,0,1],R=[0,0,0,1],F=Array.isArray(p)&&Array.isArray(p[0]),B=Array.isArray(m)&&Array.isArray(m[0]);t:for(n=0;n<_;++n){y+=1;for(w=s[n],k=0;k<3;++k){if(isNaN(w[k])||!isFinite(w[k]))continue t;h[k]=Math.max(h[k],w[k]),u[k]=Math.min(u[k],w[k])}A=(N=O(f,n,l,this.pixelRatio)).mesh,T=N.lines,M=N.bounds;var N,j=N.visible;if(j)if(Array.isArray(p)){if(3===(V=F?n<p.length?p[n]:[0,0,0,0]:p).length){for(k=0;k<3;++k)P[k]=V[k];P[3]=1}else if(4===V.length){for(k=0;k<4;++k)P[k]=V[k];!this.hasAlpha&&V[3]<1&&(this.hasAlpha=!0)}}else P[0]=P[1]=P[2]=0,P[3]=1;else P=[1,1,1,0];if(j)if(Array.isArray(m)){var V;if(3===(V=B?n<m.length?m[n]:[0,0,0,0]:m).length){for(k=0;k<3;++k)R[k]=V[k];R[k]=1}else if(4===V.length){for(k=0;k<4;++k)R[k]=V[k];!this.hasAlpha&&V[3]<1&&(this.hasAlpha=!0)}}else R[0]=R[1]=R[2]=0,R[3]=1;else R=[1,1,1,0];var U=.5;j?Array.isArray(d)?U=n<d.length?+d[n]:12:d?U=+d:this.useOrtho&&(U=12):U=0;var q=0;Array.isArray(v)?q=n<v.length?+v[n]:0:v&&(q=+v);var H=Math.cos(q),G=Math.sin(q);for(w=s[n],k=0;k<3;++k)h[k]=Math.max(h[k],w[k]),u[k]=Math.min(u[k],w[k]);var Y=i,W=a;Y=0;Array.isArray(i)?Y=n<i.length?i[n]:0:i&&(Y=i);W=0;Array.isArray(a)?W=n<a.length?a[n]:0:a&&(W=a);var X=[Y*=Y>0?1-M[0][0]:Y<0?1+M[1][0]:1,W*=W>0?1-M[0][1]:W<0?1+M[1][1]:1],Z=A.cells||[],$=A.positions||[];for(k=0;k<Z.length;++k)for(var J=Z[k],K=0;K<3;++K){for(var Q=0;Q<3;++Q)E[3*I+Q]=w[Q];for(Q=0;Q<4;++Q)C[4*I+Q]=P[Q];z[I]=y;var tt=$[J[K]];L[2*I]=U*(H*tt[0]-G*tt[1]+X[0]),L[2*I+1]=U*(G*tt[0]+H*tt[1]+X[1]),I+=1}for(Z=T.edges,$=T.positions,k=0;k<Z.length;++k)for(J=Z[k],K=0;K<2;++K){for(Q=0;Q<3;++Q)E[3*D+Q]=w[Q];for(Q=0;Q<4;++Q)C[4*D+Q]=R[Q];z[D]=y;tt=$[J[K]];L[2*D]=U*(H*tt[0]-G*tt[1]+X[0]),L[2*D+1]=U*(G*tt[0]+H*tt[1]+X[1]),D+=1}}}this.bounds=[u,h],this.points=s,this.pointCount=s.length,this.vertexCount=x,this.lineVertexCount=b,this.pointBuffer.update(E),this.colorBuffer.update(C),this.glyphBuffer.update(L),this.idBuffer.update(z),o.free(E),o.free(C),o.free(L),o.free(z)},m.dispose=function(){this.shader.dispose(),this.orthoShader.dispose(),this.pickPerspectiveShader.dispose(),this.pickOrthoShader.dispose(),this.vao.dispose(),this.pointBuffer.dispose(),this.colorBuffer.dispose(),this.glyphBuffer.dispose(),this.idBuffer.dispose()}},{\"./lib/get-simple-string\":291,\"./lib/glyphs\":292,\"./lib/shaders\":293,\"gl-buffer\":238,\"gl-mat4/multiply\":264,\"gl-vao\":320,\"is-string-blank\":416,\"typedarray-pool\":530}],295:[function(t,e,r){\"use strict\";var n=t(\"glslify\");r.boxVertex=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 vertex;\\n\\nuniform vec2 cornerA, cornerB;\\n\\nvoid main() {\\n  gl_Position = vec4(mix(cornerA, cornerB, vertex), 0, 1);\\n}\\n\"]),r.boxFragment=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color;\\n\\nvoid main() {\\n  gl_FragColor = color;\\n}\\n\"])},{glslify:402}],296:[function(t,e,r){\"use strict\";var n=t(\"gl-shader\"),i=t(\"gl-buffer\"),a=t(\"./lib/shaders\");function o(t,e,r){this.plot=t,this.boxBuffer=e,this.boxShader=r,this.enabled=!0,this.selectBox=[1/0,1/0,-1/0,-1/0],this.borderColor=[0,0,0,1],this.innerFill=!1,this.innerColor=[0,0,0,.25],this.outerFill=!0,this.outerColor=[0,0,0,.5],this.borderWidth=10}e.exports=function(t,e){var r=t.gl,s=i(r,[0,0,0,1,1,0,1,1]),l=n(r,a.boxVertex,a.boxFragment),c=new o(t,s,l);return c.update(e),t.addOverlay(c),c};var s=o.prototype;s.draw=function(){if(this.enabled){var t=this.plot,e=this.selectBox,r=this.borderWidth,n=(this.innerFill,this.innerColor),i=(this.outerFill,this.outerColor),a=this.borderColor,o=t.box,s=t.screenBox,l=t.dataBox,c=t.viewBox,u=t.pixelRatio,h=(e[0]-l[0])*(c[2]-c[0])/(l[2]-l[0])+c[0],f=(e[1]-l[1])*(c[3]-c[1])/(l[3]-l[1])+c[1],p=(e[2]-l[0])*(c[2]-c[0])/(l[2]-l[0])+c[0],d=(e[3]-l[1])*(c[3]-c[1])/(l[3]-l[1])+c[1];if(h=Math.max(h,c[0]),f=Math.max(f,c[1]),p=Math.min(p,c[2]),d=Math.min(d,c[3]),!(p<h||d<f)){o.bind();var g=s[2]-s[0],v=s[3]-s[1];if(this.outerFill&&(o.drawBox(0,0,g,f,i),o.drawBox(0,f,h,d,i),o.drawBox(0,d,g,v,i),o.drawBox(p,f,g,d,i)),this.innerFill&&o.drawBox(h,f,p,d,n),r>0){var m=r*u;o.drawBox(h-m,f-m,p+m,f+m,a),o.drawBox(h-m,d-m,p+m,d+m,a),o.drawBox(h-m,f-m,h+m,d+m,a),o.drawBox(p-m,f-m,p+m,d+m,a)}}}},s.update=function(t){t=t||{},this.innerFill=!!t.innerFill,this.outerFill=!!t.outerFill,this.innerColor=(t.innerColor||[0,0,0,.5]).slice(),this.outerColor=(t.outerColor||[0,0,0,.5]).slice(),this.borderColor=(t.borderColor||[0,0,0,1]).slice(),this.borderWidth=t.borderWidth||0,this.selectBox=(t.selectBox||this.selectBox).slice()},s.dispose=function(){this.boxBuffer.dispose(),this.boxShader.dispose(),this.plot.removeOverlay(this)}},{\"./lib/shaders\":295,\"gl-buffer\":238,\"gl-shader\":298}],297:[function(t,e,r){\"use strict\";e.exports=function(t,e){var r=n(t,e),a=i.mallocUint8(e[0]*e[1]*4);return new c(t,r,a)};var n=t(\"gl-fbo\"),i=t(\"typedarray-pool\"),a=t(\"ndarray\"),o=t(\"bit-twiddle\").nextPow2,s=t(\"cwise/lib/wrapper\")({args:[\"array\",{offset:[0,0,1],array:0},{offset:[0,0,2],array:0},{offset:[0,0,3],array:0},\"scalar\",\"scalar\",\"index\"],pre:{body:\"{this_closestD2=1e8,this_closestX=-1,this_closestY=-1}\",args:[],thisVars:[\"this_closestD2\",\"this_closestX\",\"this_closestY\"],localVars:[]},body:{body:\"{if(_inline_16_arg0_<255||_inline_16_arg1_<255||_inline_16_arg2_<255||_inline_16_arg3_<255){var _inline_16_l=_inline_16_arg4_-_inline_16_arg6_[0],_inline_16_a=_inline_16_arg5_-_inline_16_arg6_[1],_inline_16_f=_inline_16_l*_inline_16_l+_inline_16_a*_inline_16_a;_inline_16_f<this_closestD2&&(this_closestD2=_inline_16_f,this_closestX=_inline_16_arg6_[0],this_closestY=_inline_16_arg6_[1])}}\",args:[{name:\"_inline_16_arg0_\",lvalue:!1,rvalue:!0,count:1},{name:\"_inline_16_arg1_\",lvalue:!1,rvalue:!0,count:1},{name:\"_inline_16_arg2_\",lvalue:!1,rvalue:!0,count:1},{name:\"_inline_16_arg3_\",lvalue:!1,rvalue:!0,count:1},{name:\"_inline_16_arg4_\",lvalue:!1,rvalue:!0,count:1},{name:\"_inline_16_arg5_\",lvalue:!1,rvalue:!0,count:1},{name:\"_inline_16_arg6_\",lvalue:!1,rvalue:!0,count:4}],thisVars:[\"this_closestD2\",\"this_closestX\",\"this_closestY\"],localVars:[\"_inline_16_a\",\"_inline_16_f\",\"_inline_16_l\"]},post:{body:\"{return[this_closestX,this_closestY,this_closestD2]}\",args:[],thisVars:[\"this_closestD2\",\"this_closestX\",\"this_closestY\"],localVars:[]},debug:!1,funcName:\"cwise\",blockSize:64});function 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clipOffset * screenShape;\\n  vec2 lineOffset = normalize(vec2(delta.y, -delta.x)) / screenShape;\\n\\n  gl_Position   = vec4(clipPos.xy + clipPos.w * 0.5 * lineWidth * lineOffset, clipPos.z, clipPos.w);\\n  fragColor     = color.x * colors[0] + color.y * colors[1] + color.z * colors[2];\\n}\\n\"]),o=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragColor;\\n\\nvoid main() {\\n  gl_FragColor = fragColor;\\n}\"]);e.exports=function(t){return i(t,a,o,null,[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec3\"},{name:\"weight\",type:\"float\"}])}},{\"gl-shader\":298,glslify:402}],307:[function(t,e,r){\"use strict\";var n=t(\"gl-buffer\"),i=t(\"gl-vao\"),a=t(\"./shaders/index\");e.exports=function(t,e){var r=[];function o(t,e,n,i,a,o){var s=[t,e,n,0,0,0,1];s[i+3]=1,s[i]=a,r.push.apply(r,s),s[6]=-1,r.push.apply(r,s),s[i]=o,r.push.apply(r,s),r.push.apply(r,s),s[6]=1,r.push.apply(r,s),s[i]=a,r.push.apply(r,s)}o(0,0,0,0,0,1),o(0,0,0,1,0,1),o(0,0,0,2,0,1),o(1,0,0,1,-1,1),o(1,0,0,2,-1,1),o(0,1,0,0,-1,1),o(0,1,0,2,-1,1),o(0,0,1,0,-1,1),o(0,0,1,1,-1,1);var l=n(t,r),c=i(t,[{type:t.FLOAT,buffer:l,size:3,offset:0,stride:28},{type:t.FLOAT,buffer:l,size:3,offset:12,stride:28},{type:t.FLOAT,buffer:l,size:1,offset:24,stride:28}]),u=a(t);u.attributes.position.location=0,u.attributes.color.location=1,u.attributes.weight.location=2;var h=new s(t,l,c,u);return h.update(e),h};var o=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function s(t,e,r,n){this.gl=t,this.buffer=e,this.vao=r,this.shader=n,this.pixelRatio=1,this.bounds=[[-1e3,-1e3,-1e3],[1e3,1e3,1e3]],this.position=[0,0,0],this.lineWidth=[2,2,2],this.colors=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.enabled=[!0,!0,!0],this.drawSides=[!0,!0,!0],this.axes=null}var l=s.prototype,c=[0,0,0],u=[0,0,0],h=[0,0];l.isTransparent=function(){return!1},l.drawTransparent=function(t){},l.draw=function(t){var e=this.gl,r=this.vao,n=this.shader;r.bind(),n.bind();var i,a=t.model||o,s=t.view||o,l=t.projection||o;this.axes&&(i=this.axes.lastCubeProps.axis);for(var f=c,p=u,d=0;d<3;++d)i&&i[d]<0?(f[d]=this.bounds[0][d],p[d]=this.bounds[1][d]):(f[d]=this.bounds[1][d],p[d]=this.bounds[0][d]);h[0]=e.drawingBufferWidth,h[1]=e.drawingBufferHeight,n.uniforms.model=a,n.uniforms.view=s,n.uniforms.projection=l,n.uniforms.coordinates=[this.position,f,p],n.uniforms.colors=this.colors,n.uniforms.screenShape=h;for(d=0;d<3;++d)n.uniforms.lineWidth=this.lineWidth[d]*this.pixelRatio,this.enabled[d]&&(r.draw(e.TRIANGLES,6,6*d),this.drawSides[d]&&r.draw(e.TRIANGLES,12,18+12*d));r.unbind()},l.update=function(t){t&&(\"bounds\"in t&&(this.bounds=t.bounds),\"position\"in t&&(this.position=t.position),\"lineWidth\"in t&&(this.lineWidth=t.lineWidth),\"colors\"in t&&(this.colors=t.colors),\"enabled\"in t&&(this.enabled=t.enabled),\"drawSides\"in t&&(this.drawSides=t.drawSides))},l.dispose=function(){this.vao.dispose(),this.buffer.dispose(),this.shader.dispose()}},{\"./shaders/index\":306,\"gl-buffer\":238,\"gl-vao\":320}],308:[function(t,e,r){var n=t(\"glslify\"),i=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the tube vertex and normal at the given index.\\n//\\n// The returned vertex is for a tube ring with its center at origin, radius of length(d), pointing in the direction of d.\\n//\\n// Each tube segment is made up of a ring of vertices.\\n// These vertices are used to make up the triangles of the tube by connecting them together in the vertex array.\\n// The indexes of tube segments run from 0 to 8.\\n//\\nvec3 getTubePosition(vec3 d, float index, out vec3 normal) {\\n  float segmentCount = 8.0;\\n\\n  float angle = 2.0 * 3.14159 * (index / segmentCount);\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d);\\n  vec3 y = v * sin(angle) * length(d);\\n  vec3 v3 = x + y;\\n\\n  normal = normalize(v3);\\n\\n  return v3;\\n}\\n\\nattribute vec4 vector;\\nattribute vec4 color, position;\\nattribute vec2 uv;\\nuniform float vectorScale;\\nuniform float tubeScale;\\n\\nuniform mat4 model\\n           , view\\n           , projection\\n           , inverseModel;\\nuniform vec3 eyePosition\\n           , lightPosition;\\n\\nvarying vec3 f_normal\\n           , f_lightDirection\\n           , f_eyeDirection\\n           , f_data\\n           , f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  // Scale the vector magnitude to stay constant with\\n  // model & view changes.\\n  vec3 normal;\\n  vec3 XYZ = getTubePosition(mat3(model) * (tubeScale * vector.w * normalize(vector.xyz)), position.w, normal);\\n  vec4 tubePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * tubePosition;\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  f_lightDirection = lightPosition - cameraCoordinate.xyz;\\n  f_eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  f_normal = normalize((vec4(normal,0.0) * inverseModel).xyz);\\n\\n  // vec4 m_position  = model * vec4(tubePosition, 1.0);\\n  vec4 t_position  = view * tubePosition;\\n  gl_Position      = projection * t_position;\\n\\n  f_color          = color;\\n  f_data           = tubePosition.xyz;\\n  f_position       = position.xyz;\\n  f_uv             = uv;\\n}\\n\"]),a=n([\"#extension GL_OES_standard_derivatives : enable\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat cookTorranceSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness,\\n  float fresnel) {\\n\\n  float VdotN = max(dot(viewDirection, surfaceNormal), 0.0);\\n  float LdotN = max(dot(lightDirection, surfaceNormal), 0.0);\\n\\n  //Half angle vector\\n  vec3 H = normalize(lightDirection + viewDirection);\\n\\n  //Geometric term\\n  float NdotH = max(dot(surfaceNormal, H), 0.0);\\n  float VdotH = max(dot(viewDirection, H), 0.000001);\\n  float LdotH = max(dot(lightDirection, H), 0.000001);\\n  float G1 = (2.0 * NdotH * VdotN) / VdotH;\\n  float G2 = (2.0 * NdotH * LdotN) / LdotH;\\n  float G = min(1.0, min(G1, G2));\\n  \\n  //Distribution term\\n  float D = beckmannDistribution(NdotH, roughness);\\n\\n  //Fresnel term\\n  float F = pow(1.0 - VdotN, fresnel);\\n\\n  //Multiply terms and done\\n  return  G * F * D / max(3.14159265 * VdotN, 0.000001);\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform float roughness\\n            , fresnel\\n            , kambient\\n            , kdiffuse\\n            , kspecular\\n            , opacity;\\nuniform sampler2D texture;\\n\\nvarying vec3 f_normal\\n           , f_lightDirection\\n           , f_eyeDirection\\n           , f_data\\n           , f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n  vec3 N = normalize(f_normal);\\n  vec3 L = normalize(f_lightDirection);\\n  vec3 V = normalize(f_eyeDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = min(1.0, max(0.0, cookTorranceSpecular(L, V, N, roughness, fresnel)));\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  vec4 surfaceColor = f_color * texture2D(texture, f_uv);\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = litColor * opacity;\\n}\\n\"]),o=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the tube vertex and normal at the given index.\\n//\\n// The returned vertex is for a tube ring with its center at origin, radius of length(d), pointing in the direction of d.\\n//\\n// Each tube segment is made up of a ring of vertices.\\n// These vertices are used to make up the triangles of the tube by connecting them together in the vertex array.\\n// The indexes of tube segments run from 0 to 8.\\n//\\nvec3 getTubePosition(vec3 d, float index, out vec3 normal) {\\n  float segmentCount = 8.0;\\n\\n  float angle = 2.0 * 3.14159 * (index / segmentCount);\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d);\\n  vec3 y = v * sin(angle) * length(d);\\n  vec3 v3 = x + y;\\n\\n  normal = normalize(v3);\\n\\n  return v3;\\n}\\n\\nattribute vec4 vector;\\nattribute vec4 position;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\nuniform float tubeScale;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  vec3 normal;\\n  vec3 XYZ = getTubePosition(mat3(model) * (tubeScale * vector.w * normalize(vector.xyz)), position.w, normal);\\n  vec4 tubePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n\\n  gl_Position = projection * view * tubePosition;\\n  f_id        = id;\\n  f_position  = position.xyz;\\n}\\n\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3  clipBounds[2];\\nuniform float pickId;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n\\n  gl_FragColor = vec4(pickId, f_id.xyz);\\n}\"]);r.meshShader={vertex:i,fragment:a,attributes:[{name:\"position\",type:\"vec4\"},{name:\"normal\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"},{name:\"vector\",type:\"vec4\"}]},r.pickShader={vertex:o,fragment:s,attributes:[{name:\"position\",type:\"vec4\"},{name:\"id\",type:\"vec4\"},{name:\"vector\",type:\"vec4\"}]}},{glslify:402}],309:[function(t,e,r){\"use strict\";var n=t(\"gl-shader\"),i=t(\"gl-buffer\"),a=t(\"gl-vao\"),o=t(\"gl-texture2d\"),s=t(\"normals\"),l=t(\"gl-mat4/multiply\"),c=t(\"gl-mat4/invert\"),u=t(\"ndarray\"),h=t(\"colormap\"),f=t(\"simplicial-complex-contour\"),p=t(\"typedarray-pool\"),d=t(\"./shaders\"),g=d.meshShader,v=d.pickShader,m=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function y(t,e,r,n,i,a,o,s,l,c,u,h,f,p,d,g,v,y,x,b,_,w,k,A){this.gl=t,this.cells=[],this.positions=[],this.intensity=[],this.texture=e,this.dirty=!0,this.triShader=r,this.pickShader=n,this.trianglePositions=i,this.triangleVectors=a,this.triangleColors=s,this.triangleNormals=c,this.triangleUVs=l,this.triangleIds=o,this.triangleVAO=u,this.triangleCount=0,this.lineWidth=1,this.edgePositions=h,this.edgeColors=p,this.edgeUVs=d,this.edgeIds=f,this.edgeVAO=g,this.edgeCount=0,this.pointPositions=v,this.pointColors=x,this.pointUVs=b,this.pointSizes=_,this.pointIds=y,this.pointVAO=w,this.pointCount=0,this.contourLineWidth=1,this.contourPositions=k,this.contourVAO=A,this.contourCount=0,this.contourColor=[0,0,0],this.contourEnable=!1,this.pickId=1,this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.lightPosition=[1e5,1e5,0],this.ambientLight=.8,this.diffuseLight=.8,this.specularLight=2,this.roughness=.5,this.fresnel=1.5,this.opacity=1,this.tubeScale=1,this._model=m,this._view=m,this._projection=m,this._resolution=[1,1],this.pixelRatio=1}var x=y.prototype;function b(t){var e=n(t,v.vertex,v.fragment,null,v.attributes);return e.attributes.position.location=0,e.attributes.id.location=1,e.attributes.vector.location=5,e}x.isOpaque=function(){return this.opacity>=1},x.isTransparent=function(){return this.opacity<1},x.pickSlots=1,x.setPickBase=function(t){this.pickId=t},x.highlight=function(t){if(t&&this.contourEnable){for(var e=f(this.cells,this.intensity,t.intensity),r=e.cells,n=e.vertexIds,i=e.vertexWeights,a=r.length,o=p.mallocFloat32(6*a),s=0,l=0;l<a;++l)for(var c=r[l],u=0;u<2;++u){var h=c[0];2===c.length&&(h=c[u]);for(var d=n[h][0],g=n[h][1],v=i[h],m=1-v,y=this.positions[d],x=this.positions[g],b=0;b<3;++b)o[s++]=v*y[b]+m*x[b]}this.contourCount=s/3|0,this.contourPositions.update(o.subarray(0,s)),p.free(o)}else this.contourCount=0},x.update=function(t){t=t||{};var e=this.gl;this.dirty=!0,\"contourEnable\"in t&&(this.contourEnable=t.contourEnable),\"contourColor\"in t&&(this.contourColor=t.contourColor),\"lineWidth\"in t&&(this.lineWidth=t.lineWidth),\"lightPosition\"in t&&(this.lightPosition=t.lightPosition),\"opacity\"in t&&(this.opacity=t.opacity),\"ambient\"in t&&(this.ambientLight=t.ambient),\"diffuse\"in t&&(this.diffuseLight=t.diffuse),\"specular\"in t&&(this.specularLight=t.specular),\"roughness\"in t&&(this.roughness=t.roughness),\"fresnel\"in t&&(this.fresnel=t.fresnel),t.texture?(this.texture.dispose(),this.texture=o(e,t.texture)):t.colormap&&(this.texture.shape=[256,256],this.texture.minFilter=e.LINEAR_MIPMAP_LINEAR,this.texture.magFilter=e.LINEAR,this.texture.setPixels(function(t){for(var e=h({colormap:t,nshades:256,format:\"rgba\"}),r=new Uint8Array(1024),n=0;n<256;++n){for(var i=e[n],a=0;a<3;++a)r[4*n+a]=i[a];r[4*n+3]=255*i[3]}return u(r,[256,256,4],[4,0,1])}(t.colormap)),this.texture.generateMipmap());var r=t.cells,n=t.positions,i=t.vectors;if(n&&r&&i){void 0!==t.tubeScale&&(this.tubeScale=t.tubeScale);var a=[],l=[],c=[],f=[],p=[],d=[],g=[],v=[],m=[],y=[],x=[],b=[],_=[],w=[],k=[];this.cells=r,this.positions=n,this.vectors=i;var A=t.vertexNormals,T=t.cellNormals,M=void 0===t.vertexNormalsEpsilon?1e-6:t.vertexNormalsEpsilon,S=void 0===t.faceNormalsEpsilon?1e-6:t.faceNormalsEpsilon;t.useFacetNormals&&!T&&(T=s.faceNormals(r,n,S)),T||A||(A=s.vertexNormals(r,n,M));var E=t.vertexColors,C=t.cellColors,L=t.meshColor||[1,1,1,1],z=t.vertexUVs,O=t.vertexIntensity,I=t.cellUVs,D=t.cellIntensity,P=1/0,R=-1/0;if(!z&&!I)if(O)if(t.vertexIntensityBounds)P=+t.vertexIntensityBounds[0],R=+t.vertexIntensityBounds[1];else for(var F=0;F<O.length;++F){var B=O[F];P=Math.min(P,B),R=Math.max(R,B)}else if(D)for(F=0;F<D.length;++F){B=D[F];P=Math.min(P,B),R=Math.max(R,B)}else for(F=0;F<n.length;++F){B=n[F][2];P=Math.min(P,B),R=Math.max(R,B)}this.intensity=O||(D?function(t,e,r){for(var n=new Array(e),i=0;i<e;++i)n[i]=0;var a=t.length;for(i=0;i<a;++i)for(var o=t[i],s=0;s<o.length;++s)n[o[s]]=r[i];return n}(r,n.length,D):function(t){for(var e=t.length,r=new Array(e),n=0;n<e;++n)r[n]=t[n][2];return r}(n));var N=t.pointSizes,j=t.pointSize||1;this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]];for(F=0;F<n.length;++F)for(var V=n[F],U=0;U<3;++U)!isNaN(V[U])&&isFinite(V[U])&&(this.bounds[0][U]=Math.min(this.bounds[0][U],V[U]),this.bounds[1][U]=Math.max(this.bounds[1][U],V[U]));var q=0,H=0,G=0;t:for(F=0;F<r.length;++F){var Y=r[F];switch(Y.length){case 1:for(V=n[X=Y[0]],U=0;U<3;++U)if(isNaN(V[U])||!isFinite(V[U]))continue t;x.push(V[0],V[1],V[2],V[3]),3===(Z=E?E[X]:C?C[F]:L).length?b.push(Z[0],Z[1],Z[2],1):b.push(Z[0],Z[1],Z[2],Z[3]),$=z?z[X]:O?[(O[X]-P)/(R-P),0]:I?I[F]:D?[(D[F]-P)/(R-P),0]:[(V[2]-P)/(R-P),0],_.push($[0],$[1]),N?w.push(N[X]):w.push(j),k.push(F),G+=1;break;case 2:for(U=0;U<2;++U){V=n[X=Y[U]];for(var W=0;W<3;++W)if(isNaN(V[W])||!isFinite(V[W]))continue t}for(U=0;U<2;++U){V=n[X=Y[U]];g.push(V[0],V[1],V[2]),3===(Z=E?E[X]:C?C[F]:L).length?v.push(Z[0],Z[1],Z[2],1):v.push(Z[0],Z[1],Z[2],Z[3]),$=z?z[X]:O?[(O[X]-P)/(R-P),0]:I?I[F]:D?[(D[F]-P)/(R-P),0]:[(V[2]-P)/(R-P),0],m.push($[0],$[1]),y.push(F)}H+=1;break;case 3:for(U=0;U<3;++U)for(V=n[X=Y[U]],W=0;W<3;++W)if(isNaN(V[W])||!isFinite(V[W]))continue t;for(U=0;U<3;++U){var X;V=n[X=Y[2-U]];a.push(V[0],V[1],V[2],V[3]);var Z,$,J,K=i[X];l.push(K[0],K[1],K[2],K[3]),3===(Z=E?E[X]:C?C[F]:L).length?c.push(Z[0],Z[1],Z[2],1):c.push(Z[0],Z[1],Z[2],Z[3]),$=z?z[X]:O?[(O[X]-P)/(R-P),0]:I?I[F]:D?[(D[F]-P)/(R-P),0]:[(V[2]-P)/(R-P),0],p.push($[0],$[1]),J=A?A[X]:T[F],f.push(J[0],J[1],J[2]),d.push(F)}q+=1}}this.pointCount=G,this.edgeCount=H,this.triangleCount=q,this.pointPositions.update(x),this.pointColors.update(b),this.pointUVs.update(_),this.pointSizes.update(w),this.pointIds.update(new Uint32Array(k)),this.edgePositions.update(g),this.edgeColors.update(v),this.edgeUVs.update(m),this.edgeIds.update(new Uint32Array(y)),this.trianglePositions.update(a),this.triangleVectors.update(l),this.triangleColors.update(c),this.triangleUVs.update(p),this.triangleNormals.update(f),this.triangleIds.update(new Uint32Array(d))}},x.drawTransparent=x.draw=function(t){t=t||{};for(var e=this.gl,r=t.model||m,n=t.view||m,i=t.projection||m,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);var s={model:r,view:n,projection:i,inverseModel:m.slice(),clipBounds:a,kambient:this.ambientLight,kdiffuse:this.diffuseLight,kspecular:this.specularLight,roughness:this.roughness,fresnel:this.fresnel,eyePosition:[0,0,0],lightPosition:[0,0,0],opacity:this.opacity,tubeScale:this.tubeScale,contourColor:this.contourColor,texture:0};s.inverseModel=c(s.inverseModel,s.model),e.disable(e.CULL_FACE),this.texture.bind(0);var u=new Array(16);l(u,s.view,s.model),l(u,s.projection,u),c(u,u);for(o=0;o<3;++o)s.eyePosition[o]=u[12+o]/u[15];var h=u[15];for(o=0;o<3;++o)h+=this.lightPosition[o]*u[4*o+3];for(o=0;o<3;++o){for(var f=u[12+o],p=0;p<3;++p)f+=u[4*p+o]*this.lightPosition[p];s.lightPosition[o]=f/h}if(this.triangleCount>0){var d=this.triShader;d.bind(),d.uniforms=s,this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind()}},x.drawPick=function(t){t=t||{};for(var e=this.gl,r=t.model||m,n=t.view||m,i=t.projection||m,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);this._model=[].slice.call(r),this._view=[].slice.call(n),this._projection=[].slice.call(i),this._resolution=[e.drawingBufferWidth,e.drawingBufferHeight];var s={model:r,view:n,projection:i,clipBounds:a,tubeScale:this.tubeScale,pickId:this.pickId/255},l=this.pickShader;l.bind(),l.uniforms=s,this.triangleCount>0&&(this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind()),this.edgeCount>0&&(this.edgeVAO.bind(),e.lineWidth(this.lineWidth*this.pixelRatio),e.drawArrays(e.LINES,0,2*this.edgeCount),this.edgeVAO.unbind())},x.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=t.value[0]+256*t.value[1]+65536*t.value[2],r=this.cells[e],n=this.positions[r[1]].slice(0,3);return{index:e,position:n,intensity:this.intensity[r[1]],velocity:this.vectors[r[1]].slice(0,3),divergence:this.vectors[r[1]][3],dataCoordinate:n}},x.dispose=function(){this.texture.dispose(),this.triShader.dispose(),this.pickShader.dispose(),this.triangleVAO.dispose(),this.trianglePositions.dispose(),this.triangleVectors.dispose(),this.triangleColors.dispose(),this.triangleUVs.dispose(),this.triangleNormals.dispose(),this.triangleIds.dispose(),this.edgeVAO.dispose(),this.edgePositions.dispose(),this.edgeColors.dispose(),this.edgeUVs.dispose(),this.edgeIds.dispose(),this.pointVAO.dispose(),this.pointPositions.dispose(),this.pointColors.dispose(),this.pointUVs.dispose(),this.pointSizes.dispose(),this.pointIds.dispose(),this.contourVAO.dispose(),this.contourPositions.dispose()},e.exports=function(t,e){1===arguments.length&&(t=(e=t).gl);var r=e.triShader||function(t){var e=n(t,g.vertex,g.fragment,null,g.attributes);return e.attributes.position.location=0,e.attributes.color.location=2,e.attributes.uv.location=3,e.attributes.vector.location=5,e}(t),s=b(t),l=o(t,u(new Uint8Array([255,255,255,255]),[1,1,4]));l.generateMipmap(),l.minFilter=t.LINEAR_MIPMAP_LINEAR,l.magFilter=t.LINEAR;var c=i(t),h=i(t),f=i(t),p=i(t),d=i(t),v=i(t),m=a(t,[{buffer:c,type:t.FLOAT,size:4},{buffer:v,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:f,type:t.FLOAT,size:4},{buffer:p,type:t.FLOAT,size:2},{buffer:d,type:t.FLOAT,size:3},{buffer:h,type:t.FLOAT,size:4}]),x=i(t),_=i(t),w=i(t),k=i(t),A=a(t,[{buffer:x,type:t.FLOAT,size:3},{buffer:k,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:_,type:t.FLOAT,size:4},{buffer:w,type:t.FLOAT,size:2}]),T=i(t),M=i(t),S=i(t),E=i(t),C=i(t),L=a(t,[{buffer:T,type:t.FLOAT,size:3},{buffer:C,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:M,type:t.FLOAT,size:4},{buffer:S,type:t.FLOAT,size:2},{buffer:E,type:t.FLOAT,size:1}]),z=i(t),O=new y(t,l,r,s,c,h,v,f,p,d,m,x,k,_,w,A,T,C,M,S,E,L,z,a(t,[{buffer:z,type:t.FLOAT,size:3}]));return O.update(e),O}},{\"./shaders\":308,colormap:117,\"gl-buffer\":238,\"gl-mat4/invert\":262,\"gl-mat4/multiply\":264,\"gl-shader\":298,\"gl-texture2d\":315,\"gl-vao\":320,ndarray:443,normals:446,\"simplicial-complex-contour\":503,\"typedarray-pool\":530}],310:[function(t,e,r){\"use strict\";var n=t(\"gl-vec3\"),i=t(\"gl-vec4\"),a=function(t,e,r,a){for(var o=0,s=0;s<t.length;s++)for(var l=t[s].velocities,c=0;c<l.length;c++){var u=n.length(l[c]);u>o&&(o=u)}var h=t.map(function(t){return function(t,e,r,a){var o,s,l,c=t.points,u=t.velocities,h=t.divergences;n.set(n.create(),0,1,0),n.create(),n.create();n.create();for(var f=[],p=[],d=[],g=[],v=[],m=[],y=0,x=0,b=i.create(),_=i.create(),w=0;w<c.length;w++){o=c[w],s=u[w],l=h[w],0===e&&(l=.05*r),x=n.length(s)/a,b=i.create(),n.copy(b,s),b[3]=l;for(var k=0;k<8;k++)v[k]=[o[0],o[1],o[2],k];if(g.length>0)for(k=0;k<8;k++){var A=(k+1)%8;f.push(g[k],v[k],v[A],v[A],g[A],g[k]),d.push(_,b,b,b,_,_),m.push(y,x,x,x,y,y),p.push([f.length-6,f.length-5,f.length-4],[f.length-3,f.length-2,f.length-1])}var T=g;g=v,v=T,T=_,_=b,b=T,T=y,y=x,x=T}return{positions:f,cells:p,vectors:d,vertexIntensity:m}}(t,r,a,o)}),f=[],p=[],d=[],g=[];for(s=0;s<h.length;s++){var v=h[s],m=f.length;f=f.concat(v.positions),d=d.concat(v.vectors),g=g.concat(v.vertexIntensity);for(c=0;c<v.cells.length;c++){var y=v.cells[c],x=[];p.push(x);for(var b=0;b<y.length;b++)x.push(y[b]+m)}}return{positions:f,cells:p,vectors:d,vertexIntensity:g,colormap:e}},o=function(t,e){var r=n.create(),i=1e-4;n.add(r,t,[i,0,0]);var a=this.getVelocity(r);n.subtract(a,a,e),n.scale(a,a,1e4),n.add(r,t,[0,i,0]);var o=this.getVelocity(r);n.subtract(o,o,e),n.scale(o,o,1e4),n.add(r,t,[0,0,i]);var s=this.getVelocity(r);return n.subtract(s,s,e),n.scale(s,s,1e4),n.add(r,a,o),n.add(r,r,s),r},s=function(t){return f(t,this.vectors,this.meshgrid,this.clampBorders)},l=function(t,e){for(var r=0;r<t.length;r++){var n=t[r];if(n===e)return r;if(n>e)return r-1}return r},c=n.create(),u=n.create(),h=function(t,e,r){return t<e?e:t>r?r:t},f=function(t,e,r,i){var a=t[0],o=t[1],s=t[2],f=r[0].length,p=r[1].length,d=r[2].length,g=l(r[0],a),v=l(r[1],o),m=l(r[2],s),y=g+1,x=v+1,b=m+1;if(r[0][g]===a&&(y=g),r[1][v]===o&&(x=v),r[2][m]===s&&(b=m),i&&(g=h(g,0,f-1),y=h(y,0,f-1),v=h(v,0,p-1),x=h(x,0,p-1),m=h(m,0,d-1),b=h(b,0,d-1)),g<0||v<0||m<0||y>=f||x>=p||b>=d)return n.create();var _=(a-r[0][g])/(r[0][y]-r[0][g]),w=(o-r[1][v])/(r[1][x]-r[1][v]),k=(s-r[2][m])/(r[2][b]-r[2][m]);(_<0||_>1||isNaN(_))&&(_=0),(w<0||w>1||isNaN(w))&&(w=0),(k<0||k>1||isNaN(k))&&(k=0);var A=m*f*p,T=b*f*p,M=v*f,S=x*f,E=g,C=y,L=e[M+A+E],z=e[M+A+C],O=e[S+A+E],I=e[S+A+C],D=e[M+T+E],P=e[M+T+C],R=e[S+T+E],F=e[S+T+C],B=n.create();return n.lerp(B,L,z,_),n.lerp(c,O,I,_),n.lerp(B,B,c,w),n.lerp(c,D,P,_),n.lerp(u,R,F,_),n.lerp(c,c,u,w),n.lerp(B,B,c,k),B},p=function(t){var e=1/0;t.sort(function(t,e){return t-e});for(var r=1;r<t.length;r++){var n=Math.abs(t[r]-t[r-1]);n<e&&(e=n)}return e};e.exports=function(t,e){var r=t.startingPositions,i=t.maxLength||1e3,l=t.tubeSize||1,c=t.absoluteTubeSize;t.getDivergence||(t.getDivergence=o),t.getVelocity||(t.getVelocity=s),void 0===t.clampBorders&&(t.clampBorders=!0);var u=[],h=e[0][0],f=e[0][1],d=e[0][2],g=e[1][0],v=e[1][1],m=e[1][2],y=function(t,e){var r=e[0],n=e[1],i=e[2];return r>=h&&r<=g&&n>=f&&n<=v&&i>=d&&i<=m},x=10*n.distance(e[0],e[1])/i,b=x*x,_=1,w=0;n.create();r.length>=2&&(_=function(t){for(var e=[],r=[],n=[],i={},a={},o={},s=0;s<t.length;s++){var l=t[s],c=l[0],u=l[1],h=l[2];i[c]||(e.push(c),i[c]=!0),a[u]||(r.push(u),a[u]=!0),o[h]||(n.push(h),o[h]=!0)}var f=p(e),d=p(r),g=p(n),v=Math.min(f,d,g);return isFinite(v)?v:1}(r));for(var k=0;k<r.length;k++){var A=n.create();n.copy(A,r[k]);var T=[A],M=[],S=t.getVelocity(A),E=A;M.push(S);var C=[],L=t.getDivergence(A,S);(D=n.length(L))>w&&!isNaN(D)&&isFinite(D)&&(w=D),C.push(D),u.push({points:T,velocities:M,divergences:C});for(var z=0;z<100*i&&T.length<i&&y(0,A);){z++;var O=n.clone(S),I=n.squaredLength(O);if(0===I)break;if(I>b&&n.scale(O,O,x/Math.sqrt(I)),n.add(O,O,A),S=t.getVelocity(O),n.squaredDistance(E,O)-b>-1e-4*b){T.push(O),E=O,M.push(S);L=t.getDivergence(O,S);(D=n.length(L))>w&&!isNaN(D)&&isFinite(D)&&(w=D),C.push(D)}A=O}}for(k=0;k<C.length;k++){var D=C[k];!isNaN(D)&&isFinite(D)||(C[k]=w)}var P=a(u,t.colormap,w,_);return c?P.tubeScale=c:(0===w&&(w=1),P.tubeScale=.5*l*_/w),P},e.exports.createTubeMesh=t(\"./lib/tubemesh\")},{\"./lib/tubemesh\":309,\"gl-vec3\":339,\"gl-vec4\":375}],311:[function(t,e,r){var n=t(\"gl-shader\"),i=t(\"glslify\"),a=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec4 uv;\\nattribute vec3 f;\\nattribute vec3 normal;\\n\\nuniform vec3 objectOffset;\\nuniform mat4 model, view, projection, inverseModel;\\nuniform vec3 lightPosition, eyePosition;\\nuniform sampler2D colormap;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec2 planeCoordinate;\\nvarying vec3 lightDirection, eyeDirection, surfaceNormal;\\nvarying vec4 vColor;\\n\\nvoid main() {\\n  vec3 localCoordinate = vec3(uv.zw, f.x);\\n  worldCoordinate = objectOffset + localCoordinate;\\n  vec4 worldPosition = model * vec4(worldCoordinate, 1.0);\\n  vec4 clipPosition = projection * view * worldPosition;\\n  gl_Position = clipPosition;\\n  kill = f.y;\\n  value = f.z;\\n  planeCoordinate = uv.xy;\\n\\n  vColor = texture2D(colormap, vec2(value, value));\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * worldPosition;\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  lightDirection = lightPosition - cameraCoordinate.xyz;\\n  eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  surfaceNormal  = normalize((vec4(normal,0) * inverseModel).xyz);\\n}\\n\"]),o=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat beckmannSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness) {\\n  return beckmannDistribution(dot(surfaceNormal, normalize(lightDirection + viewDirection)), roughness);\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 lowerBound, upperBound;\\nuniform float contourTint;\\nuniform vec4 contourColor;\\nuniform sampler2D colormap;\\nuniform vec3 clipBounds[2];\\nuniform float roughness, fresnel, kambient, kdiffuse, kspecular, opacity;\\nuniform float vertexColor;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec3 lightDirection, eyeDirection, surfaceNormal;\\nvarying vec4 vColor;\\n\\nvoid main() {\\n  if ((kill > 0.0) ||\\n      (outOfRange(clipBounds[0], clipBounds[1], worldCoordinate))) discard;\\n\\n  vec3 N = normalize(surfaceNormal);\\n  vec3 V = normalize(eyeDirection);\\n  vec3 L = normalize(lightDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = max(beckmannSpecular(L, V, N, roughness), 0.);\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  //decide how to interpolate color \\u2014 in vertex or in fragment\\n  vec4 surfaceColor =\\n    step(vertexColor, .5) * texture2D(colormap, vec2(value, value)) +\\n    step(.5, vertexColor) * vColor;\\n\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = mix(litColor, contourColor, contourTint) * opacity;\\n}\\n\"]),s=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec4 uv;\\nattribute float f;\\n\\nuniform vec3 objectOffset;\\nuniform mat3 permutation;\\nuniform mat4 model, view, projection;\\nuniform float height, zOffset;\\nuniform sampler2D colormap;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec2 planeCoordinate;\\nvarying vec3 lightDirection, eyeDirection, surfaceNormal;\\nvarying vec4 vColor;\\n\\nvoid main() {\\n  vec3 dataCoordinate = permutation * vec3(uv.xy, height);\\n  worldCoordinate = objectOffset + dataCoordinate;\\n  vec4 worldPosition = model * vec4(worldCoordinate, 1.0);\\n\\n  vec4 clipPosition = projection * view * worldPosition;\\n  clipPosition.z += zOffset;\\n\\n  gl_Position = clipPosition;\\n  value = f + objectOffset.z;\\n  kill = -1.0;\\n  planeCoordinate = uv.zw;\\n\\n  vColor = texture2D(colormap, vec2(value, value));\\n\\n  //Don't do lighting for contours\\n  surfaceNormal   = vec3(1,0,0);\\n  eyeDirection    = vec3(0,1,0);\\n  lightDirection  = vec3(0,0,1);\\n}\\n\"]),l=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec2 shape;\\nuniform vec3 clipBounds[2];\\nuniform float pickId;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec2 planeCoordinate;\\nvarying vec3 surfaceNormal;\\n\\nvec2 splitFloat(float v) {\\n  float vh = 255.0 * v;\\n  float upper = floor(vh);\\n  float lower = fract(vh);\\n  return vec2(upper / 255.0, floor(lower * 16.0) / 16.0);\\n}\\n\\nvoid main() {\\n  if ((kill > 0.0) ||\\n      (outOfRange(clipBounds[0], clipBounds[1], worldCoordinate))) discard;\\n\\n  vec2 ux = splitFloat(planeCoordinate.x / shape.x);\\n  vec2 uy = splitFloat(planeCoordinate.y / shape.y);\\n  gl_FragColor = vec4(pickId, ux.x, uy.x, ux.y + (uy.y/16.0));\\n}\\n\"]);r.createShader=function(t){var e=n(t,a,o,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e.attributes.normal.location=2,e},r.createPickShader=function(t){var e=n(t,a,l,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e.attributes.normal.location=2,e},r.createContourShader=function(t){var e=n(t,s,o,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"float\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e},r.createPickContourShader=function(t){var e=n(t,s,l,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"float\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e}},{\"gl-shader\":298,glslify:402}],312:[function(t,e,r){arguments[4][102][0].apply(r,arguments)},{dup:102}],313:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=y(e),n=b(e),s=x(e),l=_(e),c=i(e),u=a(e,[{buffer:c,size:4,stride:w,offset:0},{buffer:c,size:3,stride:w,offset:16},{buffer:c,size:3,stride:w,offset:28}]),h=i(e),f=a(e,[{buffer:h,size:4,stride:20,offset:0},{buffer:h,size:1,stride:20,offset:16}]),p=i(e),d=a(e,[{buffer:p,size:2,type:e.FLOAT}]),g=o(e,1,S,e.RGBA,e.UNSIGNED_BYTE);g.minFilter=e.LINEAR,g.magFilter=e.LINEAR;var v=new E(e,[0,0],[[0,0,0],[0,0,0]],r,n,c,u,g,s,l,h,f,p,d,[0,0,0]),m={levels:[[],[],[]]};for(var k in t)m[k]=t[k];return m.colormap=m.colormap||\"jet\",v.update(m),v};var n=t(\"bit-twiddle\"),i=t(\"gl-buffer\"),a=t(\"gl-vao\"),o=t(\"gl-texture2d\"),s=t(\"typedarray-pool\"),l=t(\"colormap\"),c=t(\"ndarray-ops\"),u=t(\"ndarray-pack\"),h=t(\"ndarray\"),f=t(\"surface-nets\"),p=t(\"gl-mat4/multiply\"),d=t(\"gl-mat4/invert\"),g=t(\"binary-search-bounds\"),v=t(\"ndarray-gradient\"),m=t(\"./lib/shaders\"),y=m.createShader,x=m.createContourShader,b=m.createPickShader,_=m.createPickContourShader,w=40,k=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1],A=[[0,0],[0,1],[1,0],[1,1],[1,0],[0,1]],T=[[0,0,0,0,0,0,0,0,0],[0,0,0,0,0,0,0,0,0],[0,0,0,0,0,0,0,0,0]];function M(t,e,r,n,i){this.position=t,this.index=e,this.uv=r,this.level=n,this.dataCoordinate=i}!function(){for(var t=0;t<3;++t){var e=T[t],r=(t+2)%3;e[(t+1)%3+0]=1,e[r+3]=1,e[t+6]=1}}();var S=256;function E(t,e,r,n,i,a,o,l,c,u,f,p,d,g,v){this.gl=t,this.shape=e,this.bounds=r,this.objectOffset=v,this.intensityBounds=[],this._shader=n,this._pickShader=i,this._coordinateBuffer=a,this._vao=o,this._colorMap=l,this._contourShader=c,this._contourPickShader=u,this._contourBuffer=f,this._contourVAO=p,this._contourOffsets=[[],[],[]],this._contourCounts=[[],[],[]],this._vertexCount=0,this._pickResult=new M([0,0,0],[0,0],[0,0],[0,0,0],[0,0,0]),this._dynamicBuffer=d,this._dynamicVAO=g,this._dynamicOffsets=[0,0,0],this._dynamicCounts=[0,0,0],this.contourWidth=[1,1,1],this.contourLevels=[[1],[1],[1]],this.contourTint=[0,0,0],this.contourColor=[[.5,.5,.5,1],[.5,.5,.5,1],[.5,.5,.5,1]],this.showContour=!0,this.showSurface=!0,this.enableHighlight=[!0,!0,!0],this.highlightColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.highlightTint=[1,1,1],this.highlightLevel=[-1,-1,-1],this.enableDynamic=[!0,!0,!0],this.dynamicLevel=[NaN,NaN,NaN],this.dynamicColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.dynamicTint=[1,1,1],this.dynamicWidth=[1,1,1],this.axesBounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.surfaceProject=[!1,!1,!1],this.contourProject=[[!1,!1,!1],[!1,!1,!1],[!1,!1,!1]],this.colorBounds=[!1,!1],this._field=[h(s.mallocFloat(1024),[0,0]),h(s.mallocFloat(1024),[0,0]),h(s.mallocFloat(1024),[0,0])],this.pickId=1,this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.snapToData=!1,this.pixelRatio=1,this.opacity=1,this.lightPosition=[10,1e4,0],this.ambientLight=.8,this.diffuseLight=.8,this.specularLight=2,this.roughness=.5,this.fresnel=1.5,this.vertexColor=0,this.dirty=!0}var C=E.prototype;C.isTransparent=function(){return this.opacity<1},C.isOpaque=function(){if(this.opacity>=1)return!0;for(var t=0;t<3;++t)if(this._contourCounts[t].length>0||this._dynamicCounts[t]>0)return!0;return!1},C.pickSlots=1,C.setPickBase=function(t){this.pickId=t};var L=[0,0,0],z={showSurface:!1,showContour:!1,projections:[k.slice(),k.slice(),k.slice()],clipBounds:[[[0,0,0],[0,0,0]],[[0,0,0],[0,0,0]],[[0,0,0],[0,0,0]]]};function O(t,e){var r,n,i,a=e.axes&&e.axes.lastCubeProps.axis||L,o=e.showSurface,s=e.showContour;for(r=0;r<3;++r)for(o=o||e.surfaceProject[r],n=0;n<3;++n)s=s||e.contourProject[r][n];for(r=0;r<3;++r){var l=z.projections[r];for(n=0;n<16;++n)l[n]=0;for(n=0;n<4;++n)l[5*n]=1;l[5*r]=0,l[12+r]=e.axesBounds[+(a[r]>0)][r],p(l,t.model,l);var c=z.clipBounds[r];for(i=0;i<2;++i)for(n=0;n<3;++n)c[i][n]=t.clipBounds[i][n];c[0][r]=-1e8,c[1][r]=1e8}return z.showSurface=o,z.showContour=s,z}var I={model:k,view:k,projection:k,inverseModel:k.slice(),lowerBound:[0,0,0],upperBound:[0,0,0],colorMap:0,clipBounds:[[0,0,0],[0,0,0]],height:0,contourTint:0,contourColor:[0,0,0,1],permutation:[1,0,0,0,1,0,0,0,1],zOffset:-1e-4,objectOffset:[0,0,0],kambient:1,kdiffuse:1,kspecular:1,lightPosition:[1e3,1e3,1e3],eyePosition:[0,0,0],roughness:1,fresnel:1,opacity:1,vertexColor:0},D=k.slice(),P=[1,0,0,0,1,0,0,0,1];function R(t,e){t=t||{};var r=this.gl;r.disable(r.CULL_FACE),this._colorMap.bind(0);var n=I;n.model=t.model||k,n.view=t.view||k,n.projection=t.projection||k,n.lowerBound=[this.bounds[0][0],this.bounds[0][1],this.colorBounds[0]||this.bounds[0][2]],n.upperBound=[this.bounds[1][0],this.bounds[1][1],this.colorBounds[1]||this.bounds[1][2]],n.objectOffset=this.objectOffset,n.contourColor=this.contourColor[0],n.inverseModel=d(n.inverseModel,n.model);for(var i=0;i<2;++i)for(var a=n.clipBounds[i],o=0;o<3;++o)a[o]=Math.min(Math.max(this.clipBounds[i][o],-1e8),1e8);n.kambient=this.ambientLight,n.kdiffuse=this.diffuseLight,n.kspecular=this.specularLight,n.roughness=this.roughness,n.fresnel=this.fresnel,n.opacity=this.opacity,n.height=0,n.permutation=P,n.vertexColor=this.vertexColor;var s=D;for(p(s,n.view,n.model),p(s,n.projection,s),d(s,s),i=0;i<3;++i)n.eyePosition[i]=s[12+i]/s[15];var l=s[15];for(i=0;i<3;++i)l+=this.lightPosition[i]*s[4*i+3];for(i=0;i<3;++i){var c=s[12+i];for(o=0;o<3;++o)c+=s[4*o+i]*this.lightPosition[o];n.lightPosition[i]=c/l}var u=O(n,this);if(u.showSurface&&e===this.opacity<1){for(this._shader.bind(),this._shader.uniforms=n,this._vao.bind(),this.showSurface&&this._vertexCount&&this._vao.draw(r.TRIANGLES,this._vertexCount),i=0;i<3;++i)this.surfaceProject[i]&&this.vertexCount&&(this._shader.uniforms.model=u.projections[i],this._shader.uniforms.clipBounds=u.clipBounds[i],this._vao.draw(r.TRIANGLES,this._vertexCount));this._vao.unbind()}if(u.showContour&&!e){var h=this._contourShader;n.kambient=1,n.kdiffuse=0,n.kspecular=0,n.opacity=1,h.bind(),h.uniforms=n;var f=this._contourVAO;for(f.bind(),i=0;i<3;++i)for(h.uniforms.permutation=T[i],r.lineWidth(this.contourWidth[i]*this.pixelRatio),o=0;o<this.contourLevels[i].length;++o)o===this.highlightLevel[i]?(h.uniforms.contourColor=this.highlightColor[i],h.uniforms.contourTint=this.highlightTint[i]):0!==o&&o-1!==this.highlightLevel[i]||(h.uniforms.contourColor=this.contourColor[i],h.uniforms.contourTint=this.contourTint[i]),this._contourCounts[i][o]&&(h.uniforms.height=this.contourLevels[i][o],f.draw(r.LINES,this._contourCounts[i][o],this._contourOffsets[i][o]));for(i=0;i<3;++i)for(h.uniforms.model=u.projections[i],h.uniforms.clipBounds=u.clipBounds[i],o=0;o<3;++o)if(this.contourProject[i][o]){h.uniforms.permutation=T[o],r.lineWidth(this.contourWidth[o]*this.pixelRatio);for(var g=0;g<this.contourLevels[o].length;++g)g===this.highlightLevel[o]?(h.uniforms.contourColor=this.highlightColor[o],h.uniforms.contourTint=this.highlightTint[o]):0!==g&&g-1!==this.highlightLevel[o]||(h.uniforms.contourColor=this.contourColor[o],h.uniforms.contourTint=this.contourTint[o]),this._contourCounts[o][g]&&(h.uniforms.height=this.contourLevels[o][g],f.draw(r.LINES,this._contourCounts[o][g],this._contourOffsets[o][g]))}for(f.unbind(),(f=this._dynamicVAO).bind(),i=0;i<3;++i)if(0!==this._dynamicCounts[i])for(h.uniforms.model=n.model,h.uniforms.clipBounds=n.clipBounds,h.uniforms.permutation=T[i],r.lineWidth(this.dynamicWidth[i]*this.pixelRatio),h.uniforms.contourColor=this.dynamicColor[i],h.uniforms.contourTint=this.dynamicTint[i],h.uniforms.height=this.dynamicLevel[i],f.draw(r.LINES,this._dynamicCounts[i],this._dynamicOffsets[i]),o=0;o<3;++o)this.contourProject[o][i]&&(h.uniforms.model=u.projections[o],h.uniforms.clipBounds=u.clipBounds[o],f.draw(r.LINES,this._dynamicCounts[i],this._dynamicOffsets[i]));f.unbind()}}C.draw=function(t){return R.call(this,t,!1)},C.drawTransparent=function(t){return R.call(this,t,!0)};var F={model:k,view:k,projection:k,inverseModel:k,clipBounds:[[0,0,0],[0,0,0]],height:0,shape:[0,0],pickId:0,lowerBound:[0,0,0],upperBound:[0,0,0],zOffset:0,objectOffset:[0,0,0],permutation:[1,0,0,0,1,0,0,0,1],lightPosition:[0,0,0],eyePosition:[0,0,0]};function B(t,e){return Array.isArray(t)?[e(t[0]),e(t[1]),e(t[2])]:[e(t),e(t),e(t)]}function N(t){return Array.isArray(t)?3===t.length?[t[0],t[1],t[2],1]:[t[0],t[1],t[2],t[3]]:[0,0,0,1]}function j(t){if(Array.isArray(t)){if(Array.isArray(t))return[N(t[0]),N(t[1]),N(t[2])];var e=N(t);return[e.slice(),e.slice(),e.slice()]}}C.drawPick=function(t){t=t||{};var e=this.gl;e.disable(e.CULL_FACE);var r=F;r.model=t.model||k,r.view=t.view||k,r.projection=t.projection||k,r.shape=this._field[2].shape,r.pickId=this.pickId/255,r.lowerBound=this.bounds[0],r.upperBound=this.bounds[1],r.objectOffset=this.objectOffset,r.permutation=P;for(var n=0;n<2;++n)for(var i=r.clipBounds[n],a=0;a<3;++a)i[a]=Math.min(Math.max(this.clipBounds[n][a],-1e8),1e8);var o=O(r,this);if(o.showSurface){for(this._pickShader.bind(),this._pickShader.uniforms=r,this._vao.bind(),this._vao.draw(e.TRIANGLES,this._vertexCount),n=0;n<3;++n)this.surfaceProject[n]&&(this._pickShader.uniforms.model=o.projections[n],this._pickShader.uniforms.clipBounds=o.clipBounds[n],this._vao.draw(e.TRIANGLES,this._vertexCount));this._vao.unbind()}if(o.showContour){var s=this._contourPickShader;s.bind(),s.uniforms=r;var l=this._contourVAO;for(l.bind(),a=0;a<3;++a)for(e.lineWidth(this.contourWidth[a]*this.pixelRatio),s.uniforms.permutation=T[a],n=0;n<this.contourLevels[a].length;++n)this._contourCounts[a][n]&&(s.uniforms.height=this.contourLevels[a][n],l.draw(e.LINES,this._contourCounts[a][n],this._contourOffsets[a][n]));for(n=0;n<3;++n)for(s.uniforms.model=o.projections[n],s.uniforms.clipBounds=o.clipBounds[n],a=0;a<3;++a)if(this.contourProject[n][a]){s.uniforms.permutation=T[a],e.lineWidth(this.contourWidth[a]*this.pixelRatio);for(var c=0;c<this.contourLevels[a].length;++c)this._contourCounts[a][c]&&(s.uniforms.height=this.contourLevels[a][c],l.draw(e.LINES,this._contourCounts[a][c],this._contourOffsets[a][c]))}l.unbind()}},C.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=this._field[2].shape,r=this._pickResult,n=e[0]*(t.value[0]+(t.value[2]>>4)/16)/255,i=Math.floor(n),a=n-i,o=e[1]*(t.value[1]+(15&t.value[2])/16)/255,s=Math.floor(o),l=o-s;i+=1,s+=1;var c=r.position;c[0]=c[1]=c[2]=0;for(var u=0;u<2;++u)for(var h=u?a:1-a,f=0;f<2;++f)for(var p=i+u,d=s+f,v=h*(f?l:1-l),m=0;m<3;++m)c[m]+=this._field[m].get(p,d)*v;for(var y=this._pickResult.level,x=0;x<3;++x)if(y[x]=g.le(this.contourLevels[x],c[x]),y[x]<0)this.contourLevels[x].length>0&&(y[x]=0);else if(y[x]<this.contourLevels[x].length-1){var b=this.contourLevels[x][y[x]],_=this.contourLevels[x][y[x]+1];Math.abs(b-c[x])>Math.abs(_-c[x])&&(y[x]+=1)}for(r.index[0]=a<.5?i:i+1,r.index[1]=l<.5?s:s+1,r.uv[0]=n/e[0],r.uv[1]=o/e[1],m=0;m<3;++m)r.dataCoordinate[m]=this._field[m].get(r.index[0],r.index[1]);return r},C.padField=function(t,e){var r=e.shape.slice(),n=t.shape.slice();c.assign(t.lo(1,1).hi(r[0],r[1]),e),c.assign(t.lo(1).hi(r[0],1),e.hi(r[0],1)),c.assign(t.lo(1,n[1]-1).hi(r[0],1),e.lo(0,r[1]-1).hi(r[0],1)),c.assign(t.lo(0,1).hi(1,r[1]),e.hi(1)),c.assign(t.lo(n[0]-1,1).hi(1,r[1]),e.lo(r[0]-1)),t.set(0,0,e.get(0,0)),t.set(0,n[1]-1,e.get(0,r[1]-1)),t.set(n[0]-1,0,e.get(r[0]-1,0)),t.set(n[0]-1,n[1]-1,e.get(r[0]-1,r[1]-1))},C.update=function(t){t=t||{},this.objectOffset=t.objectOffset||this.objectOffset,this.dirty=!0,\"contourWidth\"in t&&(this.contourWidth=B(t.contourWidth,Number)),\"showContour\"in t&&(this.showContour=B(t.showContour,Boolean)),\"showSurface\"in t&&(this.showSurface=!!t.showSurface),\"contourTint\"in t&&(this.contourTint=B(t.contourTint,Boolean)),\"contourColor\"in t&&(this.contourColor=j(t.contourColor)),\"contourProject\"in t&&(this.contourProject=B(t.contourProject,function(t){return B(t,Boolean)})),\"surfaceProject\"in t&&(this.surfaceProject=t.surfaceProject),\"dynamicColor\"in t&&(this.dynamicColor=j(t.dynamicColor)),\"dynamicTint\"in t&&(this.dynamicTint=B(t.dynamicTint,Number)),\"dynamicWidth\"in t&&(this.dynamicWidth=B(t.dynamicWidth,Number)),\"opacity\"in t&&(this.opacity=t.opacity),\"colorBounds\"in t&&(this.colorBounds=t.colorBounds),\"vertexColor\"in t&&(this.vertexColor=t.vertexColor?1:0);var e=t.field||t.coords&&t.coords[2]||null,r=!1;if(e||(e=this._field[2].shape[0]||this._field[2].shape[2]?this._field[2].lo(1,1).hi(this._field[2].shape[0]-2,this._field[2].shape[1]-2):this._field[2].hi(0,0)),\"field\"in t||\"coords\"in t){var i=(e.shape[0]+2)*(e.shape[1]+2);i>this._field[2].data.length&&(s.freeFloat(this._field[2].data),this._field[2].data=s.mallocFloat(n.nextPow2(i))),this._field[2]=h(this._field[2].data,[e.shape[0]+2,e.shape[1]+2]),this.padField(this._field[2],e),this.shape=e.shape.slice();for(var a=this.shape,o=0;o<2;++o)this._field[2].size>this._field[o].data.length&&(s.freeFloat(this._field[o].data),this._field[o].data=s.mallocFloat(this._field[2].size)),this._field[o]=h(this._field[o].data,[a[0]+2,a[1]+2]);if(t.coords){var p=t.coords;if(!Array.isArray(p)||3!==p.length)throw new Error(\"gl-surface: invalid coordinates for x/y\");for(o=0;o<2;++o){var d=p[o];for(b=0;b<2;++b)if(d.shape[b]!==a[b])throw new Error(\"gl-surface: coords have incorrect shape\");this.padField(this._field[o],d)}}else if(t.ticks){var g=t.ticks;if(!Array.isArray(g)||2!==g.length)throw new Error(\"gl-surface: invalid ticks\");for(o=0;o<2;++o){var m=g[o];if((Array.isArray(m)||m.length)&&(m=h(m)),m.shape[0]!==a[o])throw new Error(\"gl-surface: invalid tick length\");var y=h(m.data,a);y.stride[o]=m.stride[0],y.stride[1^o]=0,this.padField(this._field[o],y)}}else{for(o=0;o<2;++o){var x=[0,0];x[o]=1,this._field[o]=h(this._field[o].data,[a[0]+2,a[1]+2],x,0)}this._field[0].set(0,0,0);for(var b=0;b<a[0];++b)this._field[0].set(b+1,0,b);for(this._field[0].set(a[0]+1,0,a[0]-1),this._field[1].set(0,0,0),b=0;b<a[1];++b)this._field[1].set(0,b+1,b);this._field[1].set(0,a[1]+1,a[1]-1)}var _=this._field,w=h(s.mallocFloat(3*_[2].size*2),[3,a[0]+2,a[1]+2,2]);for(o=0;o<3;++o)v(w.pick(o),_[o],\"mirror\");var k=h(s.mallocFloat(3*_[2].size),[a[0]+2,a[1]+2,3]);for(o=0;o<a[0]+2;++o)for(b=0;b<a[1]+2;++b){var T=w.get(0,o,b,0),M=w.get(0,o,b,1),E=w.get(1,o,b,0),C=w.get(1,o,b,1),L=w.get(2,o,b,0),z=w.get(2,o,b,1),O=E*z-C*L,I=L*M-z*T,D=T*C-M*E,P=Math.sqrt(O*O+I*I+D*D);P<1e-8?(P=Math.max(Math.abs(O),Math.abs(I),Math.abs(D)))<1e-8?(D=1,I=O=0,P=1):P=1/P:P=1/Math.sqrt(P),k.set(o,b,0,O*P),k.set(o,b,1,I*P),k.set(o,b,2,D*P)}s.free(w.data);var R=[1/0,1/0,1/0],F=[-1/0,-1/0,-1/0],N=1/0,V=-1/0,U=(a[0]-1)*(a[1]-1)*6,q=s.mallocFloat(n.nextPow2(10*U)),H=0,G=0;for(o=0;o<a[0]-1;++o)t:for(b=0;b<a[1]-1;++b){for(var Y=0;Y<2;++Y)for(var W=0;W<2;++W)for(var X=0;X<3;++X){var Z=this._field[X].get(1+o+Y,1+b+W);if(isNaN(Z)||!isFinite(Z))continue t}for(X=0;X<6;++X){var $=o+A[X][0],J=b+A[X][1],K=this._field[0].get($+1,J+1),Q=this._field[1].get($+1,J+1);Z=this._field[2].get($+1,J+1),O=k.get($+1,J+1,0),I=k.get($+1,J+1,1),D=k.get($+1,J+1,2),t.intensity&&(tt=t.intensity.get($,J));var tt=t.intensity?t.intensity.get($,J):Z+this.objectOffset[2];q[H++]=$,q[H++]=J,q[H++]=K,q[H++]=Q,q[H++]=Z,q[H++]=0,q[H++]=tt,q[H++]=O,q[H++]=I,q[H++]=D,R[0]=Math.min(R[0],K+this.objectOffset[0]),R[1]=Math.min(R[1],Q+this.objectOffset[1]),R[2]=Math.min(R[2],Z+this.objectOffset[2]),N=Math.min(N,tt),F[0]=Math.max(F[0],K+this.objectOffset[0]),F[1]=Math.max(F[1],Q+this.objectOffset[1]),F[2]=Math.max(F[2],Z+this.objectOffset[2]),V=Math.max(V,tt),G+=1}}for(t.intensityBounds&&(N=+t.intensityBounds[0],V=+t.intensityBounds[1]),o=6;o<H;o+=10)q[o]=(q[o]-N)/(V-N);this._vertexCount=G,this._coordinateBuffer.update(q.subarray(0,H)),s.freeFloat(q),s.free(k.data),this.bounds=[R,F],this.intensity=t.intensity||this._field[2],this.intensityBounds[0]===N&&this.intensityBounds[1]===V||(r=!0),this.intensityBounds=[N,V]}if(\"levels\"in t){var et=t.levels;for(et=Array.isArray(et[0])?et.slice():[[],[],et],o=0;o<3;++o)et[o]=et[o].slice(),et[o].sort(function(t,e){return t-e});for(o=0;o<3;++o)for(b=0;b<et[o].length;++b)et[o][b]-=this.objectOffset[o];t:for(o=0;o<3;++o){if(et[o].length!==this.contourLevels[o].length){r=!0;break}for(b=0;b<et[o].length;++b)if(et[o][b]!==this.contourLevels[o][b]){r=!0;break t}}this.contourLevels=et}if(r){_=this._field,a=this.shape;for(var rt=[],nt=0;nt<3;++nt){var it=this.contourLevels[nt],at=[],ot=[],st=[0,0,0];for(o=0;o<it.length;++o){var lt=f(this._field[nt],it[o]);at.push(rt.length/5|0),G=0;t:for(b=0;b<lt.cells.length;++b){var ct=lt.cells[b];for(X=0;X<2;++X){var ut=lt.positions[ct[X]],ht=ut[0],ft=0|Math.floor(ht),pt=ht-ft,dt=ut[1],gt=0|Math.floor(dt),vt=dt-gt,mt=!1;e:for(var yt=0;yt<3;++yt){st[yt]=0;var xt=(nt+yt+1)%3;for(Y=0;Y<2;++Y){var bt=Y?pt:1-pt;for($=0|Math.min(Math.max(ft+Y,0),a[0]),W=0;W<2;++W){var _t=W?vt:1-vt;if(J=0|Math.min(Math.max(gt+W,0),a[1]),Z=yt<2?this._field[xt].get($,J):(this.intensity.get($,J)-this.intensityBounds[0])/(this.intensityBounds[1]-this.intensityBounds[0]),!isFinite(Z)||isNaN(Z)){mt=!0;break e}var wt=bt*_t;st[yt]+=wt*Z}}}if(mt){if(X>0){for(var kt=0;kt<5;++kt)rt.pop();G-=1}continue t}rt.push(st[0],st[1],ut[0],ut[1],st[2]),G+=1}}ot.push(G)}this._contourOffsets[nt]=at,this._contourCounts[nt]=ot}var At=s.mallocFloat(rt.length);for(o=0;o<rt.length;++o)At[o]=rt[o];this._contourBuffer.update(At),s.freeFloat(At)}t.colormap&&this._colorMap.setPixels(function(t){var e=u([l({colormap:t,nshades:S,format:\"rgba\"}).map(function(t){return[t[0],t[1],t[2],255*t[3]]})]);return c.divseq(e,255),e}(t.colormap))},C.dispose=function(){this._shader.dispose(),this._vao.dispose(),this._coordinateBuffer.dispose(),this._colorMap.dispose(),this._contourBuffer.dispose(),this._contourVAO.dispose(),this._contourShader.dispose(),this._contourPickShader.dispose(),this._dynamicBuffer.dispose(),this._dynamicVAO.dispose();for(var t=0;t<3;++t)s.freeFloat(this._field[t].data)},C.highlight=function(t){var e,r;if(!t)return this._dynamicCounts=[0,0,0],this.dyanamicLevel=[NaN,NaN,NaN],void(this.highlightLevel=[-1,-1,-1]);for(e=0;e<3;++e)this.enableHighlight[e]?this.highlightLevel[e]=t.level[e]:this.highlightLevel[e]=-1;for(r=this.snapToData?t.dataCoordinate:t.position,e=0;e<3;++e)r[e]-=this.objectOffset[e];if(this.enableDynamic[0]&&r[0]!==this.dynamicLevel[0]||this.enableDynamic[1]&&r[1]!==this.dynamicLevel[1]||this.enableDynamic[2]&&r[2]!==this.dynamicLevel[2]){for(var n=0,i=this.shape,a=s.mallocFloat(12*i[0]*i[1]),o=0;o<3;++o)if(this.enableDynamic[o]){this.dynamicLevel[o]=r[o];var l=(o+1)%3,c=(o+2)%3,u=this._field[o],h=this._field[l],p=this._field[c],d=f(u,r[o]),g=d.cells,v=d.positions;for(this._dynamicOffsets[o]=n,e=0;e<g.length;++e)for(var m=g[e],y=0;y<2;++y){var x=v[m[y]],b=+x[0],_=0|b,w=0|Math.min(_+1,i[0]),k=b-_,A=1-k,T=+x[1],M=0|T,S=0|Math.min(M+1,i[1]),E=T-M,C=1-E,L=A*C,z=A*E,O=k*C,I=k*E,D=L*h.get(_,M)+z*h.get(_,S)+O*h.get(w,M)+I*h.get(w,S),P=L*p.get(_,M)+z*p.get(_,S)+O*p.get(w,M)+I*p.get(w,S);if(isNaN(D)||isNaN(P)){y&&(n-=1);break}a[2*n+0]=D,a[2*n+1]=P,n+=1}this._dynamicCounts[o]=n-this._dynamicOffsets[o]}else this.dynamicLevel[o]=NaN,this._dynamicCounts[o]=0;this._dynamicBuffer.update(a.subarray(0,2*n)),s.freeFloat(a)}}},{\"./lib/shaders\":311,\"binary-search-bounds\":312,\"bit-twiddle\":83,colormap:117,\"gl-buffer\":238,\"gl-mat4/invert\":262,\"gl-mat4/multiply\":264,\"gl-texture2d\":315,\"gl-vao\":320,ndarray:443,\"ndarray-gradient\":434,\"ndarray-ops\":437,\"ndarray-pack\":438,\"surface-nets\":516,\"typedarray-pool\":530}],314:[function(t,e,r){\"use strict\";var n=t(\"css-font\"),i=t(\"pick-by-alias\"),a=t(\"regl\"),o=t(\"gl-util/context\"),s=t(\"es6-weak-map\"),l=t(\"color-normalize\"),c=t(\"font-atlas\"),u=t(\"typedarray-pool\"),h=t(\"parse-rect\"),f=t(\"is-plain-obj\"),p=t(\"parse-unit\"),d=t(\"to-px\"),g=t(\"detect-kerning\"),v=t(\"object-assign\"),m=t(\"font-measure\"),y=t(\"flatten-vertex-data\"),x=t(\"bit-twiddle\").nextPow2,b=new s,_=!1;if(document.body){var w=document.body.appendChild(document.createElement(\"div\"));w.style.font=\"italic small-caps bold condensed 16px/2 cursive\",getComputedStyle(w).fontStretch&&(_=!0),document.body.removeChild(w)}var k=function(t){!function(t){return\"function\"==typeof t&&t._gl&&t.prop&&t.texture&&t.buffer}(t)?this.gl=o(t):(t={regl:t},this.gl=t.regl._gl),this.shader=b.get(this.gl),this.shader?this.regl=this.shader.regl:this.regl=t.regl||a({gl:this.gl}),this.charBuffer=this.regl.buffer({type:\"uint8\",usage:\"stream\"}),this.sizeBuffer=this.regl.buffer({type:\"float\",usage:\"stream\"}),this.shader||(this.shader=this.createShader(),b.set(this.gl,this.shader)),this.batch=[],this.fontSize=[],this.font=[],this.fontAtlas=[],this.draw=this.shader.draw.bind(this),this.render=function(){this.regl._refresh(),this.draw(this.batch)},this.canvas=this.gl.canvas,this.update(f(t)?t:{})};k.prototype.createShader=function(){var t=this.regl,e=t({blend:{enable:!0,color:[0,0,0,1],func:{srcRGB:\"src alpha\",dstRGB:\"one minus src alpha\",srcAlpha:\"one minus dst alpha\",dstAlpha:\"one\"}},stencil:{enable:!1},depth:{enable:!1},count:t.prop(\"count\"),offset:t.prop(\"offset\"),attributes:{charOffset:{offset:4,stride:8,buffer:t.this(\"sizeBuffer\")},width:{offset:0,stride:8,buffer:t.this(\"sizeBuffer\")},char:t.this(\"charBuffer\"),position:t.this(\"position\")},uniforms:{atlasSize:function(t,e){return[e.atlas.width,e.atlas.height]},atlasDim:function(t,e){return[e.atlas.cols,e.atlas.rows]},atlas:function(t,e){return e.atlas.texture},charStep:function(t,e){return e.atlas.step},em:function(t,e){return e.atlas.em},color:t.prop(\"color\"),opacity:t.prop(\"opacity\"),viewport:t.this(\"viewportArray\"),scale:t.this(\"scale\"),align:t.prop(\"align\"),baseline:t.prop(\"baseline\"),translate:t.this(\"translate\"),positionOffset:t.prop(\"positionOffset\")},primitive:\"points\",viewport:t.this(\"viewport\"),vert:\"\\n\\t\\t\\tprecision highp float;\\n\\t\\t\\tattribute float width, charOffset, char;\\n\\t\\t\\tattribute vec2 position;\\n\\t\\t\\tuniform float fontSize, charStep, em, align, baseline;\\n\\t\\t\\tuniform vec4 viewport;\\n\\t\\t\\tuniform vec4 color;\\n\\t\\t\\tuniform vec2 atlasSize, atlasDim, scale, translate, positionOffset;\\n\\t\\t\\tvarying vec2 charCoord, charId;\\n\\t\\t\\tvarying float charWidth;\\n\\t\\t\\tvarying vec4 fontColor;\\n\\t\\t\\tvoid main () {\\n\\t\\t\\t\\t\"+(k.normalViewport?\"\":\"vec2 positionOffset = vec2(positionOffset.x,- positionOffset.y);\")+\"\\n\\n\\t\\t\\t\\tvec2 offset = floor(em * (vec2(align + charOffset, baseline)\\n\\t\\t\\t\\t\\t+ positionOffset))\\n\\t\\t\\t\\t\\t/ (viewport.zw * scale.xy);\\n\\n\\t\\t\\t\\tvec2 position = (position + translate) * scale;\\n\\t\\t\\t\\tposition += offset * scale;\\n\\n\\t\\t\\t\\t\"+(k.normalViewport?\"position.y = 1. - position.y;\":\"\")+\"\\n\\n\\t\\t\\t\\tcharCoord = position * viewport.zw + viewport.xy;\\n\\n\\t\\t\\t\\tgl_Position = vec4(position * 2. - 1., 0, 1);\\n\\n\\t\\t\\t\\tgl_PointSize = charStep;\\n\\n\\t\\t\\t\\tcharId.x = mod(char, atlasDim.x);\\n\\t\\t\\t\\tcharId.y = floor(char / atlasDim.x);\\n\\n\\t\\t\\t\\tcharWidth = width * em;\\n\\n\\t\\t\\t\\tfontColor = color / 255.;\\n\\t\\t\\t}\",frag:\"\\n\\t\\t\\tprecision highp float;\\n\\t\\t\\tuniform sampler2D atlas;\\n\\t\\t\\tuniform float fontSize, charStep, opacity;\\n\\t\\t\\tuniform vec2 atlasSize;\\n\\t\\t\\tuniform vec4 viewport;\\n\\t\\t\\tvarying vec4 fontColor;\\n\\t\\t\\tvarying vec2 charCoord, charId;\\n\\t\\t\\tvarying float charWidth;\\n\\n\\t\\t\\tfloat lightness(vec4 color) {\\n\\t\\t\\t\\treturn color.r * 0.299 + color.g * 0.587 + color.b * 0.114;\\n\\t\\t\\t}\\n\\n\\t\\t\\tvoid main () {\\n\\t\\t\\t\\tvec2 uv = gl_FragCoord.xy - charCoord + charStep * .5;\\n\\t\\t\\t\\tfloat halfCharStep = floor(charStep * .5 + .5);\\n\\n\\t\\t\\t\\t// invert y and shift by 1px (FF expecially needs that)\\n\\t\\t\\t\\tuv.y = charStep - uv.y;\\n\\n\\t\\t\\t\\t// ignore points outside of character bounding box\\n\\t\\t\\t\\tfloat halfCharWidth = ceil(charWidth * .5);\\n\\t\\t\\t\\tif (floor(uv.x) > halfCharStep + halfCharWidth ||\\n\\t\\t\\t\\t\\tfloor(uv.x) < halfCharStep - halfCharWidth) return;\\n\\n\\t\\t\\t\\tuv += charId * charStep;\\n\\t\\t\\t\\tuv = uv / atlasSize;\\n\\n\\t\\t\\t\\tvec4 color = fontColor;\\n\\t\\t\\t\\tvec4 mask = texture2D(atlas, uv);\\n\\n\\t\\t\\t\\tfloat maskY = lightness(mask);\\n\\t\\t\\t\\t// float colorY = lightness(color);\\n\\t\\t\\t\\tcolor.a *= maskY;\\n\\t\\t\\t\\tcolor.a *= opacity;\\n\\n\\t\\t\\t\\t// color.a += .1;\\n\\n\\t\\t\\t\\t// antialiasing, see yiq color space y-channel formula\\n\\t\\t\\t\\t// color.rgb += (1. - color.rgb) * (1. - mask.rgb);\\n\\n\\t\\t\\t\\tgl_FragColor = color;\\n\\t\\t\\t}\"});return{regl:t,draw:e,atlas:{}}},k.prototype.update=function(t){var e=this;if(\"string\"==typeof t)t={text:t};else if(!t)return;null!=(t=i(t,{position:\"position positions coord coords coordinates\",font:\"font fontFace fontface typeface cssFont css-font family fontFamily\",fontSize:\"fontSize fontsize size font-size\",text:\"text texts chars characters value values symbols\",align:\"align alignment textAlign textbaseline\",baseline:\"baseline textBaseline textbaseline\",direction:\"dir direction textDirection\",color:\"color colour fill fill-color fillColor textColor textcolor\",kerning:\"kerning kern\",range:\"range dataBox\",viewport:\"vp viewport viewBox viewbox viewPort\",opacity:\"opacity alpha transparency visible visibility opaque\",offset:\"offset positionOffset padding shift indent indentation\"},!0)).opacity&&(Array.isArray(t.opacity)?this.opacity=t.opacity.map(function(t){return parseFloat(t)}):this.opacity=parseFloat(t.opacity)),null!=t.viewport&&(this.viewport=h(t.viewport),k.normalViewport&&(this.viewport.y=this.canvas.height-this.viewport.y-this.viewport.height),this.viewportArray=[this.viewport.x,this.viewport.y,this.viewport.width,this.viewport.height]),null==this.viewport&&(this.viewport={x:0,y:0,width:this.gl.drawingBufferWidth,height:this.gl.drawingBufferHeight},this.viewportArray=[this.viewport.x,this.viewport.y,this.viewport.width,this.viewport.height]),null!=t.kerning&&(this.kerning=t.kerning),null!=t.offset&&(\"number\"==typeof t.offset&&(t.offset=[t.offset,0]),this.positionOffset=y(t.offset)),t.direction&&(this.direction=t.direction),t.range&&(this.range=t.range,this.scale=[1/(t.range[2]-t.range[0]),1/(t.range[3]-t.range[1])],this.translate=[-t.range[0],-t.range[1]]),t.scale&&(this.scale=t.scale),t.translate&&(this.translate=t.translate),this.scale||(this.scale=[1/this.viewport.width,1/this.viewport.height]),this.translate||(this.translate=[0,0]),this.font.length||t.font||(t.font=k.baseFontSize+\"px sans-serif\");var r,a=!1,o=!1;if(t.font&&(Array.isArray(t.font)?t.font:[t.font]).forEach(function(t,r){if(\"string\"==typeof t)try{t=n.parse(t)}catch(e){t=n.parse(k.baseFontSize+\"px \"+t)}else t=n.parse(n.stringify(t));var i=n.stringify({size:k.baseFontSize,family:t.family,stretch:_?t.stretch:void 0,variant:t.variant,weight:t.weight,style:t.style}),s=p(t.size),l=Math.round(s[0]*d(s[1]));if(l!==e.fontSize[r]&&(o=!0,e.fontSize[r]=l),!(e.font[r]&&i==e.font[r].baseString||(a=!0,e.font[r]=k.fonts[i],e.font[r]))){var c=t.family.join(\", \"),u=[t.style];t.style!=t.variant&&u.push(t.variant),t.variant!=t.weight&&u.push(t.weight),_&&t.weight!=t.stretch&&u.push(t.stretch),e.font[r]={baseString:i,family:c,weight:t.weight,stretch:t.stretch,style:t.style,variant:t.variant,width:{},kerning:{},metrics:m(c,{origin:\"top\",fontSize:k.baseFontSize,fontStyle:u.join(\" \")})},k.fonts[i]=e.font[r]}}),(a||o)&&this.font.forEach(function(r,i){var a=n.stringify({size:e.fontSize[i],family:r.family,stretch:_?r.stretch:void 0,variant:r.variant,weight:r.weight,style:r.style});if(e.fontAtlas[i]=e.shader.atlas[a],!e.fontAtlas[i]){var o=r.metrics;e.shader.atlas[a]=e.fontAtlas[i]={fontString:a,step:2*Math.ceil(e.fontSize[i]*o.bottom*.5),em:e.fontSize[i],cols:0,rows:0,height:0,width:0,chars:[],ids:{},texture:e.regl.texture()}}null==t.text&&(t.text=e.text)}),\"string\"==typeof t.text&&t.position&&t.position.length>2){for(var s=Array(.5*t.position.length),f=0;f<s.length;f++)s[f]=t.text;t.text=s}if(null!=t.text||a){if(this.textOffsets=[0],Array.isArray(t.text)){this.count=t.text[0].length,this.counts=[this.count];for(var b=1;b<t.text.length;b++)e.textOffsets[b]=e.textOffsets[b-1]+t.text[b-1].length,e.count+=t.text[b].length,e.counts.push(t.text[b].length);this.text=t.text.join(\"\")}else this.text=t.text,this.count=this.text.length,this.counts=[this.count];r=[],this.font.forEach(function(t,n){k.atlasContext.font=t.baseString;for(var i=e.fontAtlas[n],a=0;a<e.text.length;a++){var o=e.text.charAt(a);if(null==i.ids[o]&&(i.ids[o]=i.chars.length,i.chars.push(o),r.push(o)),null==t.width[o]&&(t.width[o]=k.atlasContext.measureText(o).width/k.baseFontSize,e.kerning)){var s=[];for(var l in t.width)s.push(l+o,o+l);v(t.kerning,g(t.family,{pairs:s}))}}})}if(t.position)if(t.position.length>2){for(var w=!t.position[0].length,A=u.mallocFloat(2*this.count),T=0,M=0;T<this.counts.length;T++){var S=e.counts[T];if(w)for(var E=0;E<S;E++)A[M++]=t.position[2*T],A[M++]=t.position[2*T+1];else for(var C=0;C<S;C++)A[M++]=t.position[T][0],A[M++]=t.position[T][1]}this.position.call?this.position({type:\"float\",data:A}):this.position=this.regl.buffer({type:\"float\",data:A}),u.freeFloat(A)}else this.position.destroy&&this.position.destroy(),this.position={constant:t.position};if(t.text||a){var L=u.mallocUint8(this.count),z=u.mallocFloat(2*this.count);this.textWidth=[];for(var O=0,I=0;O<this.counts.length;O++){for(var D=e.counts[O],P=e.font[O]||e.font[0],R=e.fontAtlas[O]||e.fontAtlas[0],F=0;F<D;F++){var B=e.text.charAt(I),N=e.text.charAt(I-1);if(L[I]=R.ids[B],z[2*I]=P.width[B],F){var j=z[2*I-2],V=z[2*I],U=z[2*I-1]+.5*j+.5*V;if(e.kerning){var q=P.kerning[N+B];q&&(U+=.001*q)}z[2*I+1]=U}else z[2*I+1]=.5*z[2*I];I++}e.textWidth.push(z.length?.5*z[2*I-2]+z[2*I-1]:0)}t.align||(t.align=this.align),this.charBuffer({data:L,type:\"uint8\",usage:\"stream\"}),this.sizeBuffer({data:z,type:\"float\",usage:\"stream\"}),u.freeUint8(L),u.freeFloat(z),r.length&&this.font.forEach(function(t,r){var n=e.fontAtlas[r],i=n.step,a=Math.floor(k.maxAtlasSize/i),o=Math.min(a,n.chars.length),s=Math.ceil(n.chars.length/o),l=x(o*i),u=x(s*i);n.width=l,n.height=u,n.rows=s,n.cols=o,n.em&&n.texture({data:c({canvas:k.atlasCanvas,font:n.fontString,chars:n.chars,shape:[l,u],step:[i,i]})})})}if(t.align&&(this.align=t.align,this.alignOffset=this.textWidth.map(function(t,r){var n=Array.isArray(e.align)?e.align.length>1?e.align[r]:e.align[0]:e.align;if(\"number\"==typeof n)return n;switch(n){case\"right\":case\"end\":return-t;case\"center\":case\"centre\":case\"middle\":return.5*-t}return 0})),null==this.baseline&&null==t.baseline&&(t.baseline=0),null!=t.baseline&&(this.baseline=t.baseline,Array.isArray(this.baseline)||(this.baseline=[this.baseline]),this.baselineOffset=this.baseline.map(function(t,r){var n=(e.font[r]||e.font[0]).metrics,i=0;return i+=.5*n.bottom,i+=\"number\"==typeof t?t-n.baseline:-n[t],k.normalViewport||(i*=-1),i})),null!=t.color)if(t.color||(t.color=\"transparent\"),\"string\"!=typeof t.color&&isNaN(t.color)){var H;if(\"number\"==typeof t.color[0]&&t.color.length>this.counts.length){var G=t.color.length;H=u.mallocUint8(G);for(var Y=(t.color.subarray||t.color.slice).bind(t.color),W=0;W<G;W+=4)H.set(l(Y(W,W+4),\"uint8\"),W)}else{var X=t.color.length;H=u.mallocUint8(4*X);for(var Z=0;Z<X;Z++)H.set(l(t.color[Z]||0,\"uint8\"),4*Z)}this.color=H}else this.color=l(t.color,\"uint8\");if(t.position||t.text||t.color||t.baseline||t.align||t.font||t.offset||t.opacity)if(this.color.length>4||this.baselineOffset.length>1||this.align&&this.align.length>1||this.fontAtlas.length>1||this.positionOffset.length>2){var $=Math.max(.5*this.position.length||0,.25*this.color.length||0,this.baselineOffset.length||0,this.alignOffset.length||0,this.font.length||0,this.opacity.length||0,.5*this.positionOffset.length||0);this.batch=Array($);for(var J=0;J<this.batch.length;J++)e.batch[J]={count:e.counts.length>1?e.counts[J]:e.counts[0],offset:e.textOffsets.length>1?e.textOffsets[J]:e.textOffsets[0],color:e.color?e.color.length<=4?e.color:e.color.subarray(4*J,4*J+4):[0,0,0,255],opacity:Array.isArray(e.opacity)?e.opacity[J]:e.opacity,baseline:null!=e.baselineOffset[J]?e.baselineOffset[J]:e.baselineOffset[0],align:e.align?null!=e.alignOffset[J]?e.alignOffset[J]:e.alignOffset[0]:0,atlas:e.fontAtlas[J]||e.fontAtlas[0],positionOffset:e.positionOffset.length>2?e.positionOffset.subarray(2*J,2*J+2):e.positionOffset}}else this.count?this.batch=[{count:this.count,offset:0,color:this.color||[0,0,0,255],opacity:Array.isArray(this.opacity)?this.opacity[0]:this.opacity,baseline:this.baselineOffset[0],align:this.alignOffset?this.alignOffset[0]:0,atlas:this.fontAtlas[0],positionOffset:this.positionOffset}]:this.batch=[]},k.prototype.destroy=function(){},k.prototype.kerning=!0,k.prototype.position={constant:new Float32Array(2)},k.prototype.translate=null,k.prototype.scale=null,k.prototype.font=null,k.prototype.text=\"\",k.prototype.positionOffset=[0,0],k.prototype.opacity=1,k.prototype.color=new Uint8Array([0,0,0,255]),k.prototype.alignOffset=[0,0],k.normalViewport=!1,k.maxAtlasSize=1024,k.atlasCanvas=document.createElement(\"canvas\"),k.atlasContext=k.atlasCanvas.getContext(\"2d\",{alpha:!1}),k.baseFontSize=64,k.fonts={},e.exports=k},{\"bit-twiddle\":83,\"color-normalize\":111,\"css-font\":130,\"detect-kerning\":158,\"es6-weak-map\":217,\"flatten-vertex-data\":224,\"font-atlas\":225,\"font-measure\":226,\"gl-util/context\":316,\"is-plain-obj\":415,\"object-assign\":447,\"parse-rect\":452,\"parse-unit\":454,\"pick-by-alias\":458,regl:487,\"to-px\":524,\"typedarray-pool\":530}],315:[function(t,e,r){\"use strict\";var n=t(\"ndarray\"),i=t(\"ndarray-ops\"),a=t(\"typedarray-pool\");e.exports=function(t){if(arguments.length<=1)throw new Error(\"gl-texture2d: Missing arguments for texture2d constructor\");o||function(t){o=[t.LINEAR,t.NEAREST_MIPMAP_LINEAR,t.LINEAR_MIPMAP_NEAREST,t.LINEAR_MIPMAP_NEAREST],s=[t.NEAREST,t.LINEAR,t.NEAREST_MIPMAP_NEAREST,t.NEAREST_MIPMAP_LINEAR,t.LINEAR_MIPMAP_NEAREST,t.LINEAR_MIPMAP_LINEAR],l=[t.REPEAT,t.CLAMP_TO_EDGE,t.MIRRORED_REPEAT]}(t);if(\"number\"==typeof arguments[1])return v(t,arguments[1],arguments[2],arguments[3]||t.RGBA,arguments[4]||t.UNSIGNED_BYTE);if(Array.isArray(arguments[1]))return v(t,0|arguments[1][0],0|arguments[1][1],arguments[2]||t.RGBA,arguments[3]||t.UNSIGNED_BYTE);if(\"object\"==typeof arguments[1]){var e=arguments[1],r=c(e)?e:e.raw;if(r)return function(t,e,r,n,i,a){var o=g(t);return t.texImage2D(t.TEXTURE_2D,0,i,i,a,e),new f(t,o,r,n,i,a)}(t,r,0|e.width,0|e.height,arguments[2]||t.RGBA,arguments[3]||t.UNSIGNED_BYTE);if(e.shape&&e.data&&e.stride)return function(t,e){var r=e.dtype,o=e.shape.slice(),s=t.getParameter(t.MAX_TEXTURE_SIZE);if(o[0]<0||o[0]>s||o[1]<0||o[1]>s)throw new Error(\"gl-texture2d: Invalid texture size\");var l=d(o,e.stride.slice()),c=0;\"float32\"===r?c=t.FLOAT:\"float64\"===r?(c=t.FLOAT,l=!1,r=\"float32\"):\"uint8\"===r?c=t.UNSIGNED_BYTE:(c=t.UNSIGNED_BYTE,l=!1,r=\"uint8\");var h,p,v=0;if(2===o.length)v=t.LUMINANCE,o=[o[0],o[1],1],e=n(e.data,o,[e.stride[0],e.stride[1],1],e.offset);else{if(3!==o.length)throw new Error(\"gl-texture2d: Invalid shape for texture\");if(1===o[2])v=t.ALPHA;else if(2===o[2])v=t.LUMINANCE_ALPHA;else if(3===o[2])v=t.RGB;else{if(4!==o[2])throw new Error(\"gl-texture2d: Invalid shape for pixel coords\");v=t.RGBA}}c!==t.FLOAT||t.getExtension(\"OES_texture_float\")||(c=t.UNSIGNED_BYTE,l=!1);var m=e.size;if(l)h=0===e.offset&&e.data.length===m?e.data:e.data.subarray(e.offset,e.offset+m);else{var y=[o[2],o[2]*o[0],1];p=a.malloc(m,r);var x=n(p,o,y,0);\"float32\"!==r&&\"float64\"!==r||c!==t.UNSIGNED_BYTE?i.assign(x,e):u(x,e),h=p.subarray(0,m)}var b=g(t);t.texImage2D(t.TEXTURE_2D,0,v,o[0],o[1],0,v,c,h),l||a.free(p);return new f(t,b,o[0],o[1],v,c)}(t,e)}throw new Error(\"gl-texture2d: Invalid arguments for texture2d constructor\")};var o=null,s=null,l=null;function c(t){return\"undefined\"!=typeof HTMLCanvasElement&&t instanceof HTMLCanvasElement||\"undefined\"!=typeof HTMLImageElement&&t instanceof HTMLImageElement||\"undefined\"!=typeof HTMLVideoElement&&t instanceof HTMLVideoElement||\"undefined\"!=typeof ImageData&&t instanceof ImageData}var u=function(t,e){i.muls(t,e,255)};function h(t,e,r){var n=t.gl,i=n.getParameter(n.MAX_TEXTURE_SIZE);if(e<0||e>i||r<0||r>i)throw new Error(\"gl-texture2d: Invalid texture size\");return t._shape=[e,r],t.bind(),n.texImage2D(n.TEXTURE_2D,0,t.format,e,r,0,t.format,t.type,null),t._mipLevels=[0],t}function f(t,e,r,n,i,a){this.gl=t,this.handle=e,this.format=i,this.type=a,this._shape=[r,n],this._mipLevels=[0],this._magFilter=t.NEAREST,this._minFilter=t.NEAREST,this._wrapS=t.CLAMP_TO_EDGE,this._wrapT=t.CLAMP_TO_EDGE,this._anisoSamples=1;var o=this,s=[this._wrapS,this._wrapT];Object.defineProperties(s,[{get:function(){return o._wrapS},set:function(t){return o.wrapS=t}},{get:function(){return o._wrapT},set:function(t){return o.wrapT=t}}]),this._wrapVector=s;var l=[this._shape[0],this._shape[1]];Object.defineProperties(l,[{get:function(){return o._shape[0]},set:function(t){return o.width=t}},{get:function(){return o._shape[1]},set:function(t){return o.height=t}}]),this._shapeVector=l}var p=f.prototype;function d(t,e){return 3===t.length?1===e[2]&&e[1]===t[0]*t[2]&&e[0]===t[2]:1===e[0]&&e[1]===t[0]}function g(t){var e=t.createTexture();return t.bindTexture(t.TEXTURE_2D,e),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_MIN_FILTER,t.NEAREST),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_MAG_FILTER,t.NEAREST),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_WRAP_S,t.CLAMP_TO_EDGE),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_WRAP_T,t.CLAMP_TO_EDGE),e}function v(t,e,r,n,i){var a=t.getParameter(t.MAX_TEXTURE_SIZE);if(e<0||e>a||r<0||r>a)throw new Error(\"gl-texture2d: Invalid texture shape\");if(i===t.FLOAT&&!t.getExtension(\"OES_texture_float\"))throw new Error(\"gl-texture2d: Floating point textures not supported on this platform\");var o=g(t);return t.texImage2D(t.TEXTURE_2D,0,n,e,r,0,n,i,null),new f(t,o,e,r,n,i)}Object.defineProperties(p,{minFilter:{get:function(){return this._minFilter},set:function(t){this.bind();var e=this.gl;if(this.type===e.FLOAT&&o.indexOf(t)>=0&&(e.getExtension(\"OES_texture_float_linear\")||(t=e.NEAREST)),s.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown filter mode \"+t);return e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MIN_FILTER,t),this._minFilter=t}},magFilter:{get:function(){return this._magFilter},set:function(t){this.bind();var e=this.gl;if(this.type===e.FLOAT&&o.indexOf(t)>=0&&(e.getExtension(\"OES_texture_float_linear\")||(t=e.NEAREST)),s.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown filter mode \"+t);return e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MAG_FILTER,t),this._magFilter=t}},mipSamples:{get:function(){return this._anisoSamples},set:function(t){var e=this._anisoSamples;if(this._anisoSamples=0|Math.max(t,1),e!==this._anisoSamples){var r=this.gl.getExtension(\"EXT_texture_filter_anisotropic\");r&&this.gl.texParameterf(this.gl.TEXTURE_2D,r.TEXTURE_MAX_ANISOTROPY_EXT,this._anisoSamples)}return this._anisoSamples}},wrapS:{get:function(){return this._wrapS},set:function(t){if(this.bind(),l.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown wrap mode \"+t);return this.gl.texParameteri(this.gl.TEXTURE_2D,this.gl.TEXTURE_WRAP_S,t),this._wrapS=t}},wrapT:{get:function(){return this._wrapT},set:function(t){if(this.bind(),l.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown wrap mode \"+t);return this.gl.texParameteri(this.gl.TEXTURE_2D,this.gl.TEXTURE_WRAP_T,t),this._wrapT=t}},wrap:{get:function(){return this._wrapVector},set:function(t){if(Array.isArray(t)||(t=[t,t]),2!==t.length)throw new Error(\"gl-texture2d: Must specify wrap mode for rows and columns\");for(var e=0;e<2;++e)if(l.indexOf(t[e])<0)throw new Error(\"gl-texture2d: Unknown wrap mode \"+t);this._wrapS=t[0],this._wrapT=t[1];var r=this.gl;return this.bind(),r.texParameteri(r.TEXTURE_2D,r.TEXTURE_WRAP_S,this._wrapS),r.texParameteri(r.TEXTURE_2D,r.TEXTURE_WRAP_T,this._wrapT),t}},shape:{get:function(){return this._shapeVector},set:function(t){if(Array.isArray(t)){if(2!==t.length)throw new Error(\"gl-texture2d: Invalid texture shape\")}else t=[0|t,0|t];return h(this,0|t[0],0|t[1]),[0|t[0],0|t[1]]}},width:{get:function(){return this._shape[0]},set:function(t){return h(this,t|=0,this._shape[1]),t}},height:{get:function(){return this._shape[1]},set:function(t){return t|=0,h(this,this._shape[0],t),t}}}),p.bind=function(t){var e=this.gl;return void 0!==t&&e.activeTexture(e.TEXTURE0+(0|t)),e.bindTexture(e.TEXTURE_2D,this.handle),void 0!==t?0|t:e.getParameter(e.ACTIVE_TEXTURE)-e.TEXTURE0},p.dispose=function(){this.gl.deleteTexture(this.handle)},p.generateMipmap=function(){this.bind(),this.gl.generateMipmap(this.gl.TEXTURE_2D);for(var t=Math.min(this._shape[0],this._shape[1]),e=0;t>0;++e,t>>>=1)this._mipLevels.indexOf(e)<0&&this._mipLevels.push(e)},p.setPixels=function(t,e,r,o){var s=this.gl;this.bind(),Array.isArray(e)?(o=r,r=0|e[1],e=0|e[0]):(e=e||0,r=r||0),o=o||0;var l=c(t)?t:t.raw;if(l){this._mipLevels.indexOf(o)<0?(s.texImage2D(s.TEXTURE_2D,0,this.format,this.format,this.type,l),this._mipLevels.push(o)):s.texSubImage2D(s.TEXTURE_2D,o,e,r,this.format,this.type,l)}else{if(!(t.shape&&t.stride&&t.data))throw new Error(\"gl-texture2d: Unsupported data type\");if(t.shape.length<2||e+t.shape[1]>this._shape[1]>>>o||r+t.shape[0]>this._shape[0]>>>o||e<0||r<0)throw new Error(\"gl-texture2d: Texture dimensions are out of bounds\");!function(t,e,r,o,s,l,c,h){var f=h.dtype,p=h.shape.slice();if(p.length<2||p.length>3)throw new Error(\"gl-texture2d: Invalid ndarray, must be 2d or 3d\");var g=0,v=0,m=d(p,h.stride.slice());\"float32\"===f?g=t.FLOAT:\"float64\"===f?(g=t.FLOAT,m=!1,f=\"float32\"):\"uint8\"===f?g=t.UNSIGNED_BYTE:(g=t.UNSIGNED_BYTE,m=!1,f=\"uint8\");if(2===p.length)v=t.LUMINANCE,p=[p[0],p[1],1],h=n(h.data,p,[h.stride[0],h.stride[1],1],h.offset);else{if(3!==p.length)throw new Error(\"gl-texture2d: Invalid shape for texture\");if(1===p[2])v=t.ALPHA;else if(2===p[2])v=t.LUMINANCE_ALPHA;else if(3===p[2])v=t.RGB;else{if(4!==p[2])throw new Error(\"gl-texture2d: Invalid shape for pixel coords\");v=t.RGBA}p[2]}v!==t.LUMINANCE&&v!==t.ALPHA||s!==t.LUMINANCE&&s!==t.ALPHA||(v=s);if(v!==s)throw new Error(\"gl-texture2d: Incompatible texture format for setPixels\");var y=h.size,x=c.indexOf(o)<0;x&&c.push(o);if(g===l&&m)0===h.offset&&h.data.length===y?x?t.texImage2D(t.TEXTURE_2D,o,s,p[0],p[1],0,s,l,h.data):t.texSubImage2D(t.TEXTURE_2D,o,e,r,p[0],p[1],s,l,h.data):x?t.texImage2D(t.TEXTURE_2D,o,s,p[0],p[1],0,s,l,h.data.subarray(h.offset,h.offset+y)):t.texSubImage2D(t.TEXTURE_2D,o,e,r,p[0],p[1],s,l,h.data.subarray(h.offset,h.offset+y));else{var b;b=l===t.FLOAT?a.mallocFloat32(y):a.mallocUint8(y);var _=n(b,p,[p[2],p[2]*p[0],1]);g===t.FLOAT&&l===t.UNSIGNED_BYTE?u(_,h):i.assign(_,h),x?t.texImage2D(t.TEXTURE_2D,o,s,p[0],p[1],0,s,l,b.subarray(0,y)):t.texSubImage2D(t.TEXTURE_2D,o,e,r,p[0],p[1],s,l,b.subarray(0,y)),l===t.FLOAT?a.freeFloat32(b):a.freeUint8(b)}}(s,e,r,o,this.format,this.type,this._mipLevels,t)}}},{ndarray:443,\"ndarray-ops\":437,\"typedarray-pool\":530}],316:[function(t,e,r){\"use strict\";var n=t(\"pick-by-alias\");function 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null;f=o(h.pop());case\"hsl\":if(3!==h.length)return null;var p=(parseFloat(h[0])%360+360)%360/360,d=o(h[1]),g=o(h[2]),v=g<=.5?g*(d+1):g+d-g*d,m=2*g-v;return[n(255*s(m,v,p+1/3)),n(255*s(m,v,p)),n(255*s(m,v,p-1/3)),f];default:return null}}return null}}catch(t){}}).parseCSSColor,tt=function(t,e,r,n){void 0===n&&(n=1),this.r=t,this.g=e,this.b=r,this.a=n};tt.parse=function(t){if(t){if(t instanceof tt)return t;if(\"string\"==typeof t){var e=Q(t);if(e)return new tt(e[0]/255*e[3],e[1]/255*e[3],e[2]/255*e[3],e[3])}}},tt.prototype.toString=function(){var t=this.toArray(),e=t[0],r=t[1],n=t[2],i=t[3];return\"rgba(\"+Math.round(e)+\",\"+Math.round(r)+\",\"+Math.round(n)+\",\"+i+\")\"},tt.prototype.toArray=function(){var t=this.r,e=this.g,r=this.b,n=this.a;return 0===n?[0,0,0,0]:[255*t/n,255*e/n,255*r/n,n]},tt.black=new tt(0,0,0,1),tt.white=new tt(1,1,1,1),tt.transparent=new tt(0,0,0,0);var et=function(t,e,r){this.sensitivity=t?e?\"variant\":\"case\":e?\"accent\":\"base\",this.locale=r,this.collator=new Intl.Collator(this.locale?this.locale:[],{sensitivity:this.sensitivity,usage:\"search\"})};et.prototype.compare=function(t,e){return this.collator.compare(t,e)},et.prototype.resolvedLocale=function(){return new Intl.Collator(this.locale?this.locale:[]).resolvedOptions().locale};var rt=function(t,e,r){this.type=X,this.locale=r,this.caseSensitive=t,this.diacriticSensitive=e};function nt(t,e,r,n){return\"number\"==typeof t&&t>=0&&t<=255&&\"number\"==typeof e&&e>=0&&e<=255&&\"number\"==typeof r&&r>=0&&r<=255?void 0===n||\"number\"==typeof n&&n>=0&&n<=1?null:\"Invalid rgba value [\"+[t,e,r,n].join(\", \")+\"]: 'a' must be between 0 and 1.\":\"Invalid rgba value [\"+(\"number\"==typeof n?[t,e,r,n]:[t,e,r]).join(\", \")+\"]: 'r', 'g', and 'b' must be between 0 and 255.\"}function it(t){if(null===t)return V;if(\"string\"==typeof t)return q;if(\"boolean\"==typeof t)return H;if(\"number\"==typeof t)return U;if(t instanceof tt)return G;if(t instanceof et)return X;if(Array.isArray(t)){for(var e,r=t.length,n=0,i=t;n<i.length;n+=1){var a=it(i[n]);if(e){if(e===a)continue;e=W;break}e=a}return Z(e||W,r)}return Y}rt.parse=function(t,e){if(2!==t.length)return e.error(\"Expected one argument.\");var r=t[1];if(\"object\"!=typeof r||Array.isArray(r))return e.error(\"Collator options argument must be an object.\");var n=e.parse(void 0!==r[\"case-sensitive\"]&&r[\"case-sensitive\"],1,H);if(!n)return null;var i=e.parse(void 0!==r[\"diacritic-sensitive\"]&&r[\"diacritic-sensitive\"],1,H);if(!i)return null;var a=null;return r.locale&&!(a=e.parse(r.locale,1,q))?null:new rt(n,i,a)},rt.prototype.evaluate=function(t){return new et(this.caseSensitive.evaluate(t),this.diacriticSensitive.evaluate(t),this.locale?this.locale.evaluate(t):null)},rt.prototype.eachChild=function(t){t(this.caseSensitive),t(this.diacriticSensitive),this.locale&&t(this.locale)},rt.prototype.possibleOutputs=function(){return[void 0]},rt.prototype.serialize=function(){var t={};return t[\"case-sensitive\"]=this.caseSensitive.serialize(),t[\"diacritic-sensitive\"]=this.diacriticSensitive.serialize(),this.locale&&(t.locale=this.locale.serialize()),[\"collator\",t]};var at=function(t,e){this.type=t,this.value=e};at.parse=function(t,e){if(2!==t.length)return e.error(\"'literal' expression requires exactly one argument, but found \"+(t.length-1)+\" instead.\");if(!function t(e){if(null===e)return!0;if(\"string\"==typeof e)return!0;if(\"boolean\"==typeof e)return!0;if(\"number\"==typeof e)return!0;if(e instanceof tt)return!0;if(e instanceof et)return!0;if(Array.isArray(e)){for(var r=0,n=e;r<n.length;r+=1)if(!t(n[r]))return!1;return!0}if(\"object\"==typeof e){for(var i in e)if(!t(e[i]))return!1;return!0}return!1}(t[1]))return e.error(\"invalid value\");var r=t[1],n=it(r),i=e.expectedType;return\"array\"!==n.kind||0!==n.N||!i||\"array\"!==i.kind||\"number\"==typeof i.N&&0!==i.N||(n=i),new at(n,r)},at.prototype.evaluate=function(){return this.value},at.prototype.eachChild=function(){},at.prototype.possibleOutputs=function(){return[this.value]},at.prototype.serialize=function(){return\"array\"===this.type.kind||\"object\"===this.type.kind?[\"literal\",this.value]:this.value instanceof tt?[\"rgba\"].concat(this.value.toArray()):this.value};var ot=function(t){this.name=\"ExpressionEvaluationError\",this.message=t};ot.prototype.toJSON=function(){return this.message};var st={string:q,number:U,boolean:H,object:Y},lt=function(t,e){this.type=t,this.args=e};lt.parse=function(t,e){if(t.length<2)return e.error(\"Expected at least one argument.\");for(var r=t[0],n=st[r],i=[],a=1;a<t.length;a++){var o=e.parse(t[a],a,W);if(!o)return null;i.push(o)}return new lt(n,i)},lt.prototype.evaluate=function(t){for(var e=0;e<this.args.length;e++){var r=this.args[e].evaluate(t);if(!K(this.type,it(r)))return r;if(e===this.args.length-1)throw new ot(\"Expected value to be of type \"+$(this.type)+\", but found \"+$(it(r))+\" instead.\")}return null},lt.prototype.eachChild=function(t){this.args.forEach(t)},lt.prototype.possibleOutputs=function(){return(t=[]).concat.apply(t,this.args.map(function(t){return t.possibleOutputs()}));var t},lt.prototype.serialize=function(){return[this.type.kind].concat(this.args.map(function(t){return t.serialize()}))};var ct={string:q,number:U,boolean:H},ut=function(t,e){this.type=t,this.input=e};ut.parse=function(t,e){if(t.length<2||t.length>4)return e.error(\"Expected 1, 2, or 3 arguments, but found \"+(t.length-1)+\" instead.\");var r,n;if(t.length>2){var i=t[1];if(\"string\"!=typeof i||!(i in ct))return e.error('The item type argument of \"array\" must be one of string, number, boolean',1);r=ct[i]}else r=W;if(t.length>3){if(\"number\"!=typeof t[2]||t[2]<0||t[2]!==Math.floor(t[2]))return e.error('The length argument to \"array\" must be a positive integer literal',2);n=t[2]}var a=Z(r,n),o=e.parse(t[t.length-1],t.length-1,W);return o?new ut(a,o):null},ut.prototype.evaluate=function(t){var e=this.input.evaluate(t);if(K(this.type,it(e)))throw new ot(\"Expected value to be of type \"+$(this.type)+\", but found \"+$(it(e))+\" instead.\");return e},ut.prototype.eachChild=function(t){t(this.input)},ut.prototype.possibleOutputs=function(){return this.input.possibleOutputs()},ut.prototype.serialize=function(){var t=[\"array\"],e=this.type.itemType;if(\"string\"===e.kind||\"number\"===e.kind||\"boolean\"===e.kind){t.push(e.kind);var r=this.type.N;\"number\"==typeof r&&t.push(r)}return t.push(this.input.serialize()),t};var ht={\"to-number\":U,\"to-color\":G},ft=function(t,e){this.type=t,this.args=e};ft.parse=function(t,e){if(t.length<2)return e.error(\"Expected at least one argument.\");for(var r=t[0],n=ht[r],i=[],a=1;a<t.length;a++){var o=e.parse(t[a],a,W);if(!o)return null;i.push(o)}return new ft(n,i)},ft.prototype.evaluate=function(t){if(\"color\"===this.type.kind){for(var e,r,n=0,i=this.args;n<i.length;n+=1)if(r=null,\"string\"==typeof(e=i[n].evaluate(t))){var a=t.parseColor(e);if(a)return a}else if(Array.isArray(e)&&!(r=e.length<3||e.length>4?\"Invalid rbga value \"+JSON.stringify(e)+\": expected an array containing either three or four numeric values.\":nt(e[0],e[1],e[2],e[3])))return new tt(e[0]/255,e[1]/255,e[2]/255,e[3]);throw new ot(r||\"Could not parse color from value '\"+(\"string\"==typeof e?e:JSON.stringify(e))+\"'\")}for(var o=null,s=0,l=this.args;s<l.length;s+=1)if(null!==(o=l[s].evaluate(t))){var c=Number(o);if(!isNaN(c))return c}throw new ot(\"Could not convert \"+JSON.stringify(o)+\" to number.\")},ft.prototype.eachChild=function(t){this.args.forEach(t)},ft.prototype.possibleOutputs=function(){return(t=[]).concat.apply(t,this.args.map(function(t){return t.possibleOutputs()}));var t},ft.prototype.serialize=function(){var t=[\"to-\"+this.type.kind];return this.eachChild(function(e){t.push(e.serialize())}),t};var pt=[\"Unknown\",\"Point\",\"LineString\",\"Polygon\"],dt=function(){this._parseColorCache={}};dt.prototype.id=function(){return this.feature&&\"id\"in this.feature?this.feature.id:null},dt.prototype.geometryType=function(){return this.feature?\"number\"==typeof this.feature.type?pt[this.feature.type]:this.feature.type:null},dt.prototype.properties=function(){return this.feature&&this.feature.properties||{}},dt.prototype.parseColor=function(t){var e=this._parseColorCache[t];return e||(e=this._parseColorCache[t]=tt.parse(t)),e};var gt=function(t,e,r,n){this.name=t,this.type=e,this._evaluate=r,this.args=n};function vt(t){if(t instanceof gt){if(\"get\"===t.name&&1===t.args.length)return!1;if(\"has\"===t.name&&1===t.args.length)return!1;if(\"properties\"===t.name||\"geometry-type\"===t.name||\"id\"===t.name)return!1;if(/^filter-/.test(t.name))return!1}var e=!0;return t.eachChild(function(t){e&&!vt(t)&&(e=!1)}),e}function mt(t,e){if(t instanceof gt&&e.indexOf(t.name)>=0)return!1;var r=!0;return t.eachChild(function(t){r&&!mt(t,e)&&(r=!1)}),r}gt.prototype.evaluate=function(t){return this._evaluate(t,this.args)},gt.prototype.eachChild=function(t){this.args.forEach(t)},gt.prototype.possibleOutputs=function(){return[void 0]},gt.prototype.serialize=function(){return[this.name].concat(this.args.map(function(t){return t.serialize()}))},gt.parse=function(t,e){var r=t[0],n=gt.definitions[r];if(!n)return e.error('Unknown expression \"'+r+'\". 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Make sure \"'+r+'\" has been bound in an enclosing \"let\" expression before using it.',1)},yt.prototype.evaluate=function(t){return this.boundExpression.evaluate(t)},yt.prototype.eachChild=function(){},yt.prototype.possibleOutputs=function(){return[void 0]},yt.prototype.serialize=function(){return[\"var\",this.name]};var xt=function(t,e,r,n,i){void 0===e&&(e=[]),void 0===n&&(n=new j),void 0===i&&(i=[]),this.registry=t,this.path=e,this.key=e.map(function(t){return\"[\"+t+\"]\"}).join(\"\"),this.scope=n,this.errors=i,this.expectedType=r};function bt(t,e){for(var r,n,i=0,a=t.length-1,o=0;i<=a;){if(r=t[o=Math.floor((i+a)/2)],n=t[o+1],e===r||e>r&&e<n)return o;if(r<e)i=o+1;else{if(!(r>e))throw new ot(\"Input is not a number.\");a=o-1}}return Math.max(o-1,0)}xt.prototype.parse=function(t,e,r,n,i){return void 0===i&&(i={}),e?this.concat(e,r,n)._parse(t,i):this._parse(t,i)},xt.prototype._parse=function(t,e){if(null!==t&&\"string\"!=typeof t&&\"boolean\"!=typeof t&&\"number\"!=typeof t||(t=[\"literal\",t]),Array.isArray(t)){if(0===t.length)return this.error('Expected an array with at least one element. 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h=r/e*t;this.min=-h,this.max=t+h}ur.prototype.insert=function(t,e,r,n,i){this._forEachCell(e,r,n,i,this._insertCell,this.uid++),this.keys.push(t),this.bboxes.push(e),this.bboxes.push(r),this.bboxes.push(n),this.bboxes.push(i)},ur.prototype._insertReadonly=function(){throw\"Cannot insert into a GridIndex created from an ArrayBuffer.\"},ur.prototype._insertCell=function(t,e,r,n,i,a){this.cells[i].push(a)},ur.prototype.query=function(t,e,r,n){var i=this.min,a=this.max;if(t<=i&&e<=i&&a<=r&&a<=n)return Array.prototype.slice.call(this.keys);var o=[];return this._forEachCell(t,e,r,n,this._queryCell,o,{}),o},ur.prototype._queryCell=function(t,e,r,n,i,a,o){var s=this.cells[i];if(null!==s)for(var l=this.keys,c=this.bboxes,u=0;u<s.length;u++){var h=s[u];if(void 0===o[h]){var f=4*h;t<=c[f+2]&&e<=c[f+3]&&r>=c[f+0]&&n>=c[f+1]?(o[h]=!0,a.push(l[h])):o[h]=!1}}},ur.prototype._forEachCell=function(t,e,r,n,i,a,o){for(var s=this._convertToCellCoord(t),l=this._convertToCellCoord(e),c=this._convertToCellCoord(r),u=this._convertToCellCoord(n),h=s;h<=c;h++)for(var f=l;f<=u;f++){var p=this.d*f+h;if(i.call(this,t,e,r,n,p,a,o))return}},ur.prototype._convertToCellCoord=function(t){return Math.max(0,Math.min(this.d-1,Math.floor(t*this.scale)+this.padding))},ur.prototype.toArrayBuffer=function(){if(this.arrayBuffer)return this.arrayBuffer;for(var t=this.cells,e=cr+this.cells.length+1+1,r=0,n=0;n<this.cells.length;n++)r+=this.cells[n].length;var i=new Int32Array(e+r+this.keys.length+this.bboxes.length);i[0]=this.extent,i[1]=this.n,i[2]=this.padding;for(var a=e,o=0;o<t.length;o++){var s=t[o];i[cr+o]=a,i.set(s,a),a+=s.length}return i[cr+t.length]=a,i.set(this.keys,a),a+=this.keys.length,i[cr+t.length+1]=a,i.set(this.bboxes,a),a+=this.bboxes.length,i.buffer};var hr=self.ImageData,fr={};function pr(t,e,r){void 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Math.ceil(t/e)*e}Wr.serialize=function(t,e){return t._trim(),e&&(t.isTransferred=!0,e.push(t.arrayBuffer)),{length:t.length,arrayBuffer:t.arrayBuffer}},Wr.deserialize=function(t){var e=Object.create(this.prototype);return e.arrayBuffer=t.arrayBuffer,e.length=t.length,e.capacity=t.arrayBuffer.byteLength/e.bytesPerElement,e._refreshViews(),e},Wr.prototype._trim=function(){this.length!==this.capacity&&(this.capacity=this.length,this.arrayBuffer=this.arrayBuffer.slice(0,this.length*this.bytesPerElement),this._refreshViews())},Wr.prototype.clear=function(){this.length=0},Wr.prototype.resize=function(t){this.reserve(t),this.length=t},Wr.prototype.reserve=function(t){if(t>this.capacity){this.capacity=Math.max(t,Math.floor(5*this.capacity),128),this.arrayBuffer=new ArrayBuffer(this.capacity*this.bytesPerElement);var e=this.uint8;this._refreshViews(),e&&this.uint8.set(e)}},Wr.prototype._refreshViews=function(){throw new Error(\"_refreshViews() must be implemented by each concrete StructArray 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this.int16[a+0]=t,this.int16[a+1]=e,this.int16[a+2]=r,this.int16[a+3]=n,i},e}(Wr);Jr.prototype.bytesPerElement=8,pr(\"StructArrayLayout4i8\",Jr);var Kr=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a){var o=this.length;this.resize(o+1);var s=6*o;return this.int16[s+0]=t,this.int16[s+1]=e,this.int16[s+2]=r,this.int16[s+3]=n,this.int16[s+4]=i,this.int16[s+5]=a,o},e}(Wr);Kr.prototype.bytesPerElement=12,pr(\"StructArrayLayout2i4i12\",Kr);var Qr=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a,o,s){var l=this.length;this.resize(l+1);var c=6*l,u=12*l;return this.int16[c+0]=t,this.int16[c+1]=e,this.int16[c+2]=r,this.int16[c+3]=n,this.uint8[u+8]=i,this.uint8[u+9]=a,this.uint8[u+10]=o,this.uint8[u+11]=s,l},e}(Wr);Qr.prototype.bytesPerElement=12,pr(\"StructArrayLayout4i4ub12\",Qr);var tn=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a,o,s){var l=this.length;this.resize(l+1);var c=8*l;return this.int16[c+0]=t,this.int16[c+1]=e,this.int16[c+2]=r,this.int16[c+3]=n,this.uint16[c+4]=i,this.uint16[c+5]=a,this.uint16[c+6]=o,this.uint16[c+7]=s,l},e}(Wr);tn.prototype.bytesPerElement=16,pr(\"StructArrayLayout4i4ui16\",tn);var en=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r){var n=this.length;this.resize(n+1);var i=3*n;return this.float32[i+0]=t,this.float32[i+1]=e,this.float32[i+2]=r,n},e}(Wr);en.prototype.bytesPerElement=12,pr(\"StructArrayLayout3f12\",en);var rn=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t){var e=this.length;this.resize(e+1);var r=1*e;return this.uint32[r+0]=t,e},e}(Wr);rn.prototype.bytesPerElement=4,pr(\"StructArrayLayout1ul4\",rn);var nn=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a,o,s,l,c,u){var h=this.length;this.resize(h+1);var f=12*h,p=6*h;return this.int16[f+0]=t,this.int16[f+1]=e,this.int16[f+2]=r,this.int16[f+3]=n,this.int16[f+4]=i,this.int16[f+5]=a,this.uint32[p+3]=o,this.uint16[f+8]=s,this.uint16[f+9]=l,this.int16[f+10]=c,this.int16[f+11]=u,h},e}(Wr);nn.prototype.bytesPerElement=24,pr(\"StructArrayLayout6i1ul2ui2i24\",nn);var an=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a){var o=this.length;this.resize(o+1);var s=6*o;return this.int16[s+0]=t,this.int16[s+1]=e,this.int16[s+2]=r,this.int16[s+3]=n,this.int16[s+4]=i,this.int16[s+5]=a,o},e}(Wr);an.prototype.bytesPerElement=12,pr(\"StructArrayLayout2i2i2i12\",an);var on=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e){var r=this.length;this.resize(r+1);var n=4*r;return this.uint8[n+0]=t,this.uint8[n+1]=e,r},e}(Wr);on.prototype.bytesPerElement=4,pr(\"StructArrayLayout2ub4\",on);var sn=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a,o,s,l,c,u,h,f,p){var d=this.length;this.resize(d+1);var g=20*d,v=10*d,m=40*d;return this.int16[g+0]=t,this.int16[g+1]=e,this.uint16[g+2]=r,this.uint16[g+3]=n,this.uint32[v+2]=i,this.uint32[v+3]=a,this.uint32[v+4]=o,this.uint16[g+10]=s,this.uint16[g+11]=l,this.uint16[g+12]=c,this.float32[v+7]=u,this.float32[v+8]=h,this.uint8[m+36]=f,this.uint8[m+37]=p,d},e}(Wr);sn.prototype.bytesPerElement=40,pr(\"StructArrayLayout2i2ui3ul3ui2f2ub40\",sn);var ln=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t){var e=this.length;this.resize(e+1);var r=1*e;return this.float32[r+0]=t,e},e}(Wr);ln.prototype.bytesPerElement=4,pr(\"StructArrayLayout1f4\",ln);var cn=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r){var n=this.length;this.resize(n+1);var i=3*n;return this.int16[i+0]=t,this.int16[i+1]=e,this.int16[i+2]=r,n},e}(Wr);cn.prototype.bytesPerElement=6,pr(\"StructArrayLayout3i6\",cn);var un=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r){var n=this.length;this.resize(n+1);var i=2*n,a=4*n;return this.uint32[i+0]=t,this.uint16[a+2]=e,this.uint16[a+3]=r,n},e}(Wr);un.prototype.bytesPerElement=8,pr(\"StructArrayLayout1ul2ui8\",un);var hn=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r){var n=this.length;this.resize(n+1);var i=3*n;return this.uint16[i+0]=t,this.uint16[i+1]=e,this.uint16[i+2]=r,n},e}(Wr);hn.prototype.bytesPerElement=6,pr(\"StructArrayLayout3ui6\",hn);var fn=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e){var r=this.length;this.resize(r+1);var n=2*r;return this.uint16[n+0]=t,this.uint16[n+1]=e,r},e}(Wr);fn.prototype.bytesPerElement=4,pr(\"StructArrayLayout2ui4\",fn);var pn=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e){var r=this.length;this.resize(r+1);var n=2*r;return this.float32[n+0]=t,this.float32[n+1]=e,r},e}(Wr);pn.prototype.bytesPerElement=8,pr(\"StructArrayLayout2f8\",pn);var dn=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n){var i=this.length;this.resize(i+1);var a=4*i;return this.float32[a+0]=t,this.float32[a+1]=e,this.float32[a+2]=r,this.float32[a+3]=n,i},e}(Wr);dn.prototype.bytesPerElement=16,pr(\"StructArrayLayout4f16\",dn);var gn=function(t){function e(){t.apply(this,arguments)}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var r={anchorPointX:{configurable:!0},anchorPointY:{configurable:!0},x1:{configurable:!0},y1:{configurable:!0},x2:{configurable:!0},y2:{configurable:!0},featureIndex:{configurable:!0},sourceLayerIndex:{configurable:!0},bucketIndex:{configurable:!0},radius:{configurable:!0},signedDistanceFromAnchor:{configurable:!0},anchorPoint:{configurable:!0}};return r.anchorPointX.get=function(){return this._structArray.int16[this._pos2+0]},r.anchorPointX.set=function(t){this._structArray.int16[this._pos2+0]=t},r.anchorPointY.get=function(){return this._structArray.int16[this._pos2+1]},r.anchorPointY.set=function(t){this._structArray.int16[this._pos2+1]=t},r.x1.get=function(){return this._structArray.int16[this._pos2+2]},r.x1.set=function(t){this._structArray.int16[this._pos2+2]=t},r.y1.get=function(){return this._structArray.int16[this._pos2+3]},r.y1.set=function(t){this._structArray.int16[this._pos2+3]=t},r.x2.get=function(){return this._structArray.int16[this._pos2+4]},r.x2.set=function(t){this._structArray.int16[this._pos2+4]=t},r.y2.get=function(){return this._structArray.int16[this._pos2+5]},r.y2.set=function(t){this._structArray.int16[this._pos2+5]=t},r.featureIndex.get=function(){return this._structArray.uint32[this._pos4+3]},r.featureIndex.set=function(t){this._structArray.uint32[this._pos4+3]=t},r.sourceLayerIndex.get=function(){return this._structArray.uint16[this._pos2+8]},r.sourceLayerIndex.set=function(t){this._structArray.uint16[this._pos2+8]=t},r.bucketIndex.get=function(){return this._structArray.uint16[this._pos2+9]},r.bucketIndex.set=function(t){this._structArray.uint16[this._pos2+9]=t},r.radius.get=function(){return this._structArray.int16[this._pos2+10]},r.radius.set=function(t){this._structArray.int16[this._pos2+10]=t},r.signedDistanceFromAnchor.get=function(){return this._structArray.int16[this._pos2+11]},r.signedDistanceFromAnchor.set=function(t){this._structArray.int16[this._pos2+11]=t},r.anchorPoint.get=function(){return new l(this.anchorPointX,this.anchorPointY)},Object.defineProperties(e.prototype,r),e}(Yr);gn.prototype.size=24;var vn=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.get=function(t){return new gn(this,t)},e}(nn);pr(\"CollisionBoxArray\",vn);var mn=function(t){function e(){t.apply(this,arguments)}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var r={anchorX:{configurable:!0},anchorY:{configurable:!0},glyphStartIndex:{configurable:!0},numGlyphs:{configurable:!0},vertexStartIndex:{configurable:!0},lineStartIndex:{configurable:!0},lineLength:{configurable:!0},segment:{configurable:!0},lowerSize:{configurable:!0},upperSize:{configurable:!0},lineOffsetX:{configurable:!0},lineOffsetY:{configurable:!0},writingMode:{configurable:!0},hidden:{configurable:!0}};return r.anchorX.get=function(){return this._structArray.int16[this._pos2+0]},r.anchorX.set=function(t){this._structArray.int16[this._pos2+0]=t},r.anchorY.get=function(){return this._structArray.int16[this._pos2+1]},r.anchorY.set=function(t){this._structArray.int16[this._pos2+1]=t},r.glyphStartIndex.get=function(){return this._structArray.uint16[this._pos2+2]},r.glyphStartIndex.set=function(t){this._structArray.uint16[this._pos2+2]=t},r.numGlyphs.get=function(){return this._structArray.uint16[this._pos2+3]},r.numGlyphs.set=function(t){this._structArray.uint16[this._pos2+3]=t},r.vertexStartIndex.get=function(){return this._structArray.uint32[this._pos4+2]},r.vertexStartIndex.set=function(t){this._structArray.uint32[this._pos4+2]=t},r.lineStartIndex.get=function(){return this._structArray.uint32[this._pos4+3]},r.lineStartIndex.set=function(t){this._structArray.uint32[this._pos4+3]=t},r.lineLength.get=function(){return this._structArray.uint32[this._pos4+4]},r.lineLength.set=function(t){this._structArray.uint32[this._pos4+4]=t},r.segment.get=function(){return this._structArray.uint16[this._pos2+10]},r.segment.set=function(t){this._structArray.uint16[this._pos2+10]=t},r.lowerSize.get=function(){return this._structArray.uint16[this._pos2+11]},r.lowerSize.set=function(t){this._structArray.uint16[this._pos2+11]=t},r.upperSize.get=function(){return this._structArray.uint16[this._pos2+12]},r.upperSize.set=function(t){this._structArray.uint16[this._pos2+12]=t},r.lineOffsetX.get=function(){return this._structArray.float32[this._pos4+7]},r.lineOffsetX.set=function(t){this._structArray.float32[this._pos4+7]=t},r.lineOffsetY.get=function(){return this._structArray.float32[this._pos4+8]},r.lineOffsetY.set=function(t){this._structArray.float32[this._pos4+8]=t},r.writingMode.get=function(){return this._structArray.uint8[this._pos1+36]},r.writingMode.set=function(t){this._structArray.uint8[this._pos1+36]=t},r.hidden.get=function(){return this._structArray.uint8[this._pos1+37]},r.hidden.set=function(t){this._structArray.uint8[this._pos1+37]=t},Object.defineProperties(e.prototype,r),e}(Yr);mn.prototype.size=40;var yn=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.get=function(t){return new mn(this,t)},e}(sn);pr(\"PlacedSymbolArray\",yn);var xn=function(t){function e(){t.apply(this,arguments)}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var r={offsetX:{configurable:!0}};return r.offsetX.get=function(){return this._structArray.float32[this._pos4+0]},r.offsetX.set=function(t){this._structArray.float32[this._pos4+0]=t},Object.defineProperties(e.prototype,r),e}(Yr);xn.prototype.size=4;var bn=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.getoffsetX=function(t){return this.float32[1*t+0]},e.prototype.get=function(t){return new xn(this,t)},e}(ln);pr(\"GlyphOffsetArray\",bn);var _n=function(t){function e(){t.apply(this,arguments)}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var r={x:{configurable:!0},y:{configurable:!0},tileUnitDistanceFromAnchor:{configurable:!0}};return r.x.get=function(){return this._structArray.int16[this._pos2+0]},r.x.set=function(t){this._structArray.int16[this._pos2+0]=t},r.y.get=function(){return this._structArray.int16[this._pos2+1]},r.y.set=function(t){this._structArray.int16[this._pos2+1]=t},r.tileUnitDistanceFromAnchor.get=function(){return this._structArray.int16[this._pos2+2]},r.tileUnitDistanceFromAnchor.set=function(t){this._structArray.int16[this._pos2+2]=t},Object.defineProperties(e.prototype,r),e}(Yr);_n.prototype.size=6;var wn=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.getx=function(t){return this.int16[3*t+0]},e.prototype.gety=function(t){return this.int16[3*t+1]},e.prototype.gettileUnitDistanceFromAnchor=function(t){return this.int16[3*t+2]},e.prototype.get=function(t){return new _n(this,t)},e}(cn);pr(\"SymbolLineVertexArray\",wn);var kn=function(t){function e(){t.apply(this,arguments)}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var r={featureIndex:{configurable:!0},sourceLayerIndex:{configurable:!0},bucketIndex:{configurable:!0}};return r.featureIndex.get=function(){return this._structArray.uint32[this._pos4+0]},r.featureIndex.set=function(t){this._structArray.uint32[this._pos4+0]=t},r.sourceLayerIndex.get=function(){return this._structArray.uint16[this._pos2+2]},r.sourceLayerIndex.set=function(t){this._structArray.uint16[this._pos2+2]=t},r.bucketIndex.get=function(){return this._structArray.uint16[this._pos2+3]},r.bucketIndex.set=function(t){this._structArray.uint16[this._pos2+3]=t},Object.defineProperties(e.prototype,r),e}(Yr);kn.prototype.size=8;var An=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.get=function(t){return new kn(this,t)},e}(un);pr(\"FeatureIndexArray\",An);var Tn=Xr([{name:\"a_pos\",components:2,type:\"Int16\"}],4).members,Mn=function(t){void 0===t&&(t=[]),this.segments=t};Mn.prototype.prepareSegment=function(t,e,r){var n=this.segments[this.segments.length-1];return t>Mn.MAX_VERTEX_ARRAY_LENGTH&&_(\"Max vertices per segment is \"+Mn.MAX_VERTEX_ARRAY_LENGTH+\": bucket requested \"+t),(!n||n.vertexLength+t>Mn.MAX_VERTEX_ARRAY_LENGTH)&&(n={vertexOffset:e.length,primitiveOffset:r.length,vertexLength:0,primitiveLength:0},this.segments.push(n)),n},Mn.prototype.get=function(){return this.segments},Mn.prototype.destroy=function(){for(var t=0,e=this.segments;t<e.length;t+=1){var r=e[t];for(var n in r.vaos)r.vaos[n].destroy()}},Mn.MAX_VERTEX_ARRAY_LENGTH=Math.pow(2,16)-1,pr(\"SegmentVector\",Mn);var Sn=function(t,e){return 256*(t=f(Math.floor(t),0,255))+f(Math.floor(e),0,255)};function En(t){return[Sn(255*t.r,255*t.g),Sn(255*t.b,255*t.a)]}var Cn=function(t,e,r){this.value=t,this.name=e,this.type=r,this.statistics={max:-1/0}};Cn.prototype.defines=function(){return[\"#define HAS_UNIFORM_u_\"+this.name]},Cn.prototype.populatePaintArray=function(){},Cn.prototype.upload=function(){},Cn.prototype.destroy=function(){},Cn.prototype.setUniforms=function(t,e,r,n){var i=n.constantOr(this.value),a=t.gl;\"color\"===this.type?a.uniform4f(e.uniforms[\"u_\"+this.name],i.r,i.g,i.b,i.a):a.uniform1f(e.uniforms[\"u_\"+this.name],i)};var Ln=function(t,e,r){this.expression=t,this.name=e,this.type=r,this.statistics={max:-1/0};var n=\"color\"===r?pn:ln;this.paintVertexAttributes=[{name:\"a_\"+e,type:\"Float32\",components:\"color\"===r?2:1,offset:0}],this.paintVertexArray=new n};Ln.prototype.defines=function(){return[]},Ln.prototype.populatePaintArray=function(t,e){var r=this.paintVertexArray,n=r.length;r.reserve(t);var i=this.expression.evaluate(new Lr(0),e);if(\"color\"===this.type)for(var a=En(i),o=n;o<t;o++)r.emplaceBack(a[0],a[1]);else{for(var s=n;s<t;s++)r.emplaceBack(i);this.statistics.max=Math.max(this.statistics.max,i)}},Ln.prototype.upload=function(t){this.paintVertexArray&&(this.paintVertexBuffer=t.createVertexBuffer(this.paintVertexArray,this.paintVertexAttributes))},Ln.prototype.destroy=function(){this.paintVertexBuffer&&this.paintVertexBuffer.destroy()},Ln.prototype.setUniforms=function(t,e){t.gl.uniform1f(e.uniforms[\"a_\"+this.name+\"_t\"],0)};var zn=function(t,e,r,n,i){this.expression=t,this.name=e,this.type=r,this.useIntegerZoom=n,this.zoom=i,this.statistics={max:-1/0};var a=\"color\"===r?dn:pn;this.paintVertexAttributes=[{name:\"a_\"+e,type:\"Float32\",components:\"color\"===r?4:2,offset:0}],this.paintVertexArray=new a};zn.prototype.defines=function(){return[]},zn.prototype.populatePaintArray=function(t,e){var r=this.paintVertexArray,n=r.length;r.reserve(t);var 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a in t.paint._values)if(r(a)){var o=t.paint.get(a);if(o instanceof Fr&&o.property.specification[\"property-function\"]){var s=Dn(a,t.type),l=o.property.specification.type,c=o.property.useIntegerZoom;\"constant\"===o.value.kind?(n.binders[a]=new Cn(o.value,s,l),i.push(\"/u_\"+s)):\"source\"===o.value.kind?(n.binders[a]=new Ln(o.value,s,l),i.push(\"/a_\"+s)):(n.binders[a]=new zn(o.value,s,l,c,e),i.push(\"/z_\"+s))}}return n.cacheKey=i.sort().join(\"\"),n},On.prototype.populatePaintArrays=function(t,e){for(var r in this.binders)this.binders[r].populatePaintArray(t,e)},On.prototype.defines=function(){var t=[];for(var e in this.binders)t.push.apply(t,this.binders[e].defines());return t},On.prototype.setUniforms=function(t,e,r,n){for(var i in this.binders)this.binders[i].setUniforms(t,e,n,r.get(i))},On.prototype.getPaintVertexBuffers=function(){return this._buffers},On.prototype.upload=function(t){for(var e in this.binders)this.binders[e].upload(t);var r=[];for(var n in this.binders){var 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this.programConfigurations)this.programConfigurations[r].populatePaintArrays(t,e)},In.prototype.get=function(t){return this.programConfigurations[t]},In.prototype.upload=function(t){for(var e in this.programConfigurations)this.programConfigurations[e].upload(t)},In.prototype.destroy=function(){for(var t in this.programConfigurations)this.programConfigurations[t].destroy()},pr(\"ConstantBinder\",Cn),pr(\"SourceExpressionBinder\",Ln),pr(\"CompositeExpressionBinder\",zn),pr(\"ProgramConfiguration\",On,{omit:[\"_buffers\"]}),pr(\"ProgramConfigurationSet\",In);var Pn=8192,Rn=(16,{min:-1*Math.pow(2,15),max:Math.pow(2,15)-1});function Fn(t){for(var e=Pn/t.extent,r=t.loadGeometry(),n=0;n<r.length;n++)for(var i=r[n],a=0;a<i.length;a++){var o=i[a];o.x=Math.round(o.x*e),o.y=Math.round(o.y*e),(o.x<Rn.min||o.x>Rn.max||o.y<Rn.min||o.y>Rn.max)&&_(\"Geometry exceeds allowed extent, reduce your vector tile buffer size\")}return r}function Bn(t,e,r,n,i){t.emplaceBack(2*e+(n+1)/2,2*r+(i+1)/2)}var Nn=function(t){this.zoom=t.zoom,this.overscaling=t.overscaling,this.layers=t.layers,this.layerIds=this.layers.map(function(t){return t.id}),this.index=t.index,this.layoutVertexArray=new $r,this.indexArray=new hn,this.segments=new Mn,this.programConfigurations=new In(Tn,t.layers,t.zoom)};function jn(t,e,r){for(var n=0;n<t.length;n++){var i=t[n];if(Zn(i,e))return!0;if(Yn(e,i,r))return!0}return!1}function Vn(t,e){if(1===t.length&&1===t[0].length)return Xn(e,t[0][0]);for(var r=0;r<e.length;r++)for(var n=e[r],i=0;i<n.length;i++)if(Xn(t,n[i]))return!0;for(var a=0;a<t.length;a++){for(var o=t[a],s=0;s<o.length;s++)if(Xn(e,o[s]))return!0;for(var l=0;l<e.length;l++)if(Hn(o,e[l]))return!0}return!1}function Un(t,e,r){for(var n=0;n<e.length;n++)for(var i=e[n],a=0;a<t.length;a++){var o=t[a];if(o.length>=3)for(var s=0;s<i.length;s++)if(Zn(o,i[s]))return!0;if(qn(o,i,r))return!0}return!1}function qn(t,e,r){if(t.length>1){if(Hn(t,e))return!0;for(var n=0;n<e.length;n++)if(Yn(e[n],t,r))return!0}for(var i=0;i<t.length;i++)if(Yn(t[i],e,r))return!0;return!1}function Hn(t,e){if(0===t.length||0===e.length)return!1;for(var r=0;r<t.length-1;r++)for(var n=t[r],i=t[r+1],a=0;a<e.length-1;a++)if(Gn(n,i,e[a],e[a+1]))return!0;return!1}function Gn(t,e,r,n){return w(t,r,n)!==w(e,r,n)&&w(t,e,r)!==w(t,e,n)}function Yn(t,e,r){var n=r*r;if(1===e.length)return t.distSqr(e[0])<n;for(var i=1;i<e.length;i++)if(Wn(t,e[i-1],e[i])<n)return!0;return!1}function Wn(t,e,r){var n=e.distSqr(r);if(0===n)return t.distSqr(e);var i=((t.x-e.x)*(r.x-e.x)+(t.y-e.y)*(r.y-e.y))/n;return i<0?t.distSqr(e):i>1?t.distSqr(r):t.distSqr(r.sub(e)._mult(i)._add(e))}function Xn(t,e){for(var r,n,i,a=!1,o=0;o<t.length;o++)for(var s=0,l=(r=t[o]).length-1;s<r.length;l=s++)n=r[s],i=r[l],n.y>e.y!=i.y>e.y&&e.x<(i.x-n.x)*(e.y-n.y)/(i.y-n.y)+n.x&&(a=!a);return a}function Zn(t,e){for(var r=!1,n=0,i=t.length-1;n<t.length;i=n++){var a=t[n],o=t[i];a.y>e.y!=o.y>e.y&&e.x<(o.x-a.x)*(e.y-a.y)/(o.y-a.y)+a.x&&(r=!r)}return r}function $n(t,e,r){var n=e.paint.get(t).value;return\"constant\"===n.kind?n.value:r.programConfigurations.get(e.id).binders[t].statistics.max}function Jn(t){return Math.sqrt(t[0]*t[0]+t[1]*t[1])}function Kn(t,e,r,n,i){if(!e[0]&&!e[1])return t;var a=l.convert(e);\"viewport\"===r&&a._rotate(-n);for(var o=[],s=0;s<t.length;s++){for(var c=t[s],u=[],h=0;h<c.length;h++)u.push(c[h].sub(a._mult(i)));o.push(u)}return o}Nn.prototype.populate=function(t,e){for(var r=0,n=t;r<n.length;r+=1){var i=n[r],a=i.feature,o=i.index,s=i.sourceLayerIndex;if(this.layers[0]._featureFilter(new Lr(this.zoom),a)){var l=Fn(a);this.addFeature(a,l),e.featureIndex.insert(a,l,o,s,this.index)}}},Nn.prototype.isEmpty=function(){return 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Nr(I.paint_circle[\"circle-pitch-alignment\"]),\"circle-stroke-width\":new jr(I.paint_circle[\"circle-stroke-width\"]),\"circle-stroke-color\":new jr(I.paint_circle[\"circle-stroke-color\"]),\"circle-stroke-opacity\":new jr(I.paint_circle[\"circle-stroke-opacity\"])})},ti=i(function(t,e){var r;t.exports=((r=new Float32Array(3))[0]=0,r[1]=0,r[2]=0,function(){var t=new Float32Array(4);t[0]=0,t[1]=0,t[2]=0,t[3]=0}(),{vec3:{transformMat3:function(t,e,r){var n=e[0],i=e[1],a=e[2];return t[0]=n*r[0]+i*r[3]+a*r[6],t[1]=n*r[1]+i*r[4]+a*r[7],t[2]=n*r[2]+i*r[5]+a*r[8],t}},vec4:{transformMat4:function(t,e,r){var n=e[0],i=e[1],a=e[2],o=e[3];return t[0]=r[0]*n+r[4]*i+r[8]*a+r[12]*o,t[1]=r[1]*n+r[5]*i+r[9]*a+r[13]*o,t[2]=r[2]*n+r[6]*i+r[10]*a+r[14]*o,t[3]=r[3]*n+r[7]*i+r[11]*a+r[15]*o,t}},mat2:{create:function(){var t=new Float32Array(4);return t[0]=1,t[1]=0,t[2]=0,t[3]=1,t},rotate:function(t,e,r){var n=e[0],i=e[1],a=e[2],o=e[3],s=Math.sin(r),l=Math.cos(r);return 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f={type:\"Feature\",geometry:{type:c,coordinates:l},properties:this.properties};return\"id\"in this&&(f.id=this.id),f};var ha=fa;function fa(t,e){this.version=1,this.name=null,this.extent=4096,this.length=0,this._pbf=t,this._keys=[],this._values=[],this._features=[],t.readFields(pa,this,e),this.length=this._features.length}function pa(t,e,r){15===t?e.version=r.readVarint():1===t?e.name=r.readString():5===t?e.extent=r.readVarint():2===t?e._features.push(r.pos):3===t?e._keys.push(r.readString()):4===t&&e._values.push(function(t){for(var e=null,r=t.readVarint()+t.pos;t.pos<r;){var n=t.readVarint()>>3;e=1===n?t.readString():2===n?t.readFloat():3===n?t.readDouble():4===n?t.readVarint64():5===n?t.readVarint():6===n?t.readSVarint():7===n?t.readBoolean():null}return e}(r))}function da(t,e,r){if(3===t){var n=new ha(r,r.readVarint()+r.pos);n.length&&(e[n.name]=n)}}fa.prototype.feature=function(t){if(t<0||t>=this._features.length)throw new Error(\"feature index out of 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i=n[r],a=i.feature,o=i.index,s=i.sourceLayerIndex;if(this.layers[0]._featureFilter(new Lr(this.zoom),a)){var l=Fn(a);this.addFeature(a,l),e.featureIndex.insert(a,l,o,s,this.index)}}},wa.prototype.isEmpty=function(){return 0===this.layoutVertexArray.length},wa.prototype.upload=function(t){this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,oa),this.indexBuffer=t.createIndexBuffer(this.indexArray),this.programConfigurations.upload(t)},wa.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy())},wa.prototype.addFeature=function(t,e){for(var r=this.layers[0].layout,n=r.get(\"line-join\").evaluate(t),i=r.get(\"line-cap\"),a=r.get(\"line-miter-limit\"),o=r.get(\"line-round-limit\"),s=0,l=e;s<l.length;s+=1){var c=l[s];this.addLine(c,t,n,i,a,o)}},wa.prototype.addLine=function(t,e,r,n,i,a){var o=null;e.properties&&e.properties.hasOwnProperty(\"mapbox_clip_start\")&&e.properties.hasOwnProperty(\"mapbox_clip_end\")&&(o={start:e.properties.mapbox_clip_start,end:e.properties.mapbox_clip_end,tileTotal:void 0});for(var s=\"Polygon\"===va[e.type],l=t.length;l>=2&&t[l-1].equals(t[l-2]);)l--;for(var c=0;c<l-1&&t[c].equals(t[c+1]);)c++;if(!(l<(s?3:2))){o&&(o.tileTotal=function(t,e,r){for(var n,i,a=0,o=c;o<r-1;o++)n=t[o],i=t[o+1],a+=n.dist(i);return a}(t,0,l)),\"bevel\"===r&&(i=1.05);var u=Pn/(512*this.overscaling)*15,h=t[c],f=this.segments.prepareSegment(10*l,this.layoutVertexArray,this.indexArray);this.distance=0;var p,d,g,v=n,m=s?\"butt\":n,y=!0,x=void 0,b=void 0,_=void 0,w=void 0;this.e1=this.e2=this.e3=-1,s&&(p=t[l-2],w=h.sub(p)._unit()._perp());for(var k=c;k<l;k++)if(!(b=s&&k===l-1?t[c+1]:t[k+1])||!t[k].equals(b)){w&&(_=w),p&&(x=p),p=t[k],w=b?b.sub(p)._unit()._perp():_;var A=(_=_||w).add(w);0===A.x&&0===A.y||A._unit();var T=A.x*w.x+A.y*w.y,M=0!==T?1/T:1/0,S=T<ya&&x&&b;if(S&&k>c){var E=p.dist(x);if(E>2*u){var C=p.sub(p.sub(x)._mult(u/E)._round());this.distance+=C.dist(x),this.addCurrentVertex(C,this.distance,_.mult(1),0,0,!1,f,o),x=C}}var L=x&&b,z=L?r:b?v:m;if(L&&\"round\"===z&&(M<a?z=\"miter\":M<=2&&(z=\"fakeround\")),\"miter\"===z&&M>i&&(z=\"bevel\"),\"bevel\"===z&&(M>2&&(z=\"flipbevel\"),M<i&&(z=\"miter\")),x&&(this.distance+=p.dist(x)),\"miter\"===z)A._mult(M),this.addCurrentVertex(p,this.distance,A,0,0,!1,f,o);else if(\"flipbevel\"===z){if(M>100)A=w.clone().mult(-1);else{var O=_.x*w.y-_.y*w.x>0?-1:1,I=M*_.add(w).mag()/_.sub(w).mag();A._perp()._mult(I*O)}this.addCurrentVertex(p,this.distance,A,0,0,!1,f,o),this.addCurrentVertex(p,this.distance,A.mult(-1),0,0,!1,f,o)}else if(\"bevel\"===z||\"fakeround\"===z){var D=_.x*w.y-_.y*w.x>0,P=-Math.sqrt(M*M-1);if(D?(g=0,d=P):(d=0,g=P),y||this.addCurrentVertex(p,this.distance,_,d,g,!1,f,o),\"fakeround\"===z){for(var R=Math.floor(8*(.5-(T-.5))),F=void 0,B=0;B<R;B++)F=w.mult((B+1)/(R+1))._add(_)._unit(),this.addPieSliceVertex(p,this.distance,F,D,f,o);this.addPieSliceVertex(p,this.distance,A,D,f,o);for(var N=R-1;N>=0;N--)F=_.mult((N+1)/(R+1))._add(w)._unit(),this.addPieSliceVertex(p,this.distance,F,D,f,o)}b&&this.addCurrentVertex(p,this.distance,w,-d,-g,!1,f,o)}else\"butt\"===z?(y||this.addCurrentVertex(p,this.distance,_,0,0,!1,f,o),b&&this.addCurrentVertex(p,this.distance,w,0,0,!1,f,o)):\"square\"===z?(y||(this.addCurrentVertex(p,this.distance,_,1,1,!1,f,o),this.e1=this.e2=-1),b&&this.addCurrentVertex(p,this.distance,w,-1,-1,!1,f,o)):\"round\"===z&&(y||(this.addCurrentVertex(p,this.distance,_,0,0,!1,f,o),this.addCurrentVertex(p,this.distance,_,1,1,!0,f,o),this.e1=this.e2=-1),b&&(this.addCurrentVertex(p,this.distance,w,-1,-1,!0,f,o),this.addCurrentVertex(p,this.distance,w,0,0,!1,f,o)));if(S&&k<l-1){var j=p.dist(b);if(j>2*u){var V=p.add(b.sub(p)._mult(u/j)._round());this.distance+=V.dist(p),this.addCurrentVertex(V,this.distance,w.mult(1),0,0,!1,f,o),p=V}}y=!1}this.programConfigurations.populatePaintArrays(this.layoutVertexArray.length,e)}},wa.prototype.addCurrentVertex=function(t,e,r,n,i,a,o,s){var l,c=this.layoutVertexArray,u=this.indexArray;s&&(e=ka(e,s)),l=r.clone(),n&&l._sub(r.perp()._mult(n)),_a(c,t,l,a,!1,n,e),this.e3=o.vertexLength++,this.e1>=0&&this.e2>=0&&(u.emplaceBack(this.e1,this.e2,this.e3),o.primitiveLength++),this.e1=this.e2,this.e2=this.e3,l=r.mult(-1),i&&l._sub(r.perp()._mult(i)),_a(c,t,l,a,!0,-i,e),this.e3=o.vertexLength++,this.e1>=0&&this.e2>=0&&(u.emplaceBack(this.e1,this.e2,this.e3),o.primitiveLength++),this.e1=this.e2,this.e2=this.e3,e>ba/2&&!s&&(this.distance=0,this.addCurrentVertex(t,this.distance,r,n,i,a,o))},wa.prototype.addPieSliceVertex=function(t,e,r,n,i,a){r=r.mult(n?-1:1);var o=this.layoutVertexArray,s=this.indexArray;a&&(e=ka(e,a)),_a(o,t,r,!1,n,0,e),this.e3=i.vertexLength++,this.e1>=0&&this.e2>=0&&(s.emplaceBack(this.e1,this.e2,this.e3),i.primitiveLength++),n?this.e2=this.e3:this.e1=this.e3},pr(\"LineBucket\",wa,{omit:[\"layers\"]});var Aa=new qr({\"line-cap\":new Nr(I.layout_line[\"line-cap\"]),\"line-join\":new jr(I.layout_line[\"line-join\"]),\"line-miter-limit\":new Nr(I.layout_line[\"line-miter-limit\"]),\"line-round-limit\":new Nr(I.layout_line[\"line-round-limit\"])}),Ta={paint:new qr({\"line-opacity\":new jr(I.paint_line[\"line-opacity\"]),\"line-color\":new jr(I.paint_line[\"line-color\"]),\"line-translate\":new Nr(I.paint_line[\"line-translate\"]),\"line-translate-anchor\":new Nr(I.paint_line[\"line-translate-anchor\"]),\"line-width\":new jr(I.paint_line[\"line-width\"]),\"line-gap-width\":new jr(I.paint_line[\"line-gap-width\"]),\"line-offset\":new jr(I.paint_line[\"line-offset\"]),\"line-blur\":new jr(I.paint_line[\"line-blur\"]),\"line-dasharray\":new Vr(I.paint_line[\"line-dasharray\"]),\"line-pattern\":new Vr(I.paint_line[\"line-pattern\"]),\"line-gradient\":new Ur(I.paint_line[\"line-gradient\"])}),layout:Aa},Ma=new(function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.possiblyEvaluate=function(e,r){return r=new Lr(Math.floor(r.zoom),{now:r.now,fadeDuration:r.fadeDuration,zoomHistory:r.zoomHistory,transition:r.transition}),t.prototype.possiblyEvaluate.call(this,e,r)},e.prototype.evaluate=function(e,r,n){return r=p({},r,{zoom:Math.floor(r.zoom)}),t.prototype.evaluate.call(this,e,r,n)},e}(jr))(Ta.paint.properties[\"line-width\"].specification);Ma.useIntegerZoom=!0;var Sa=function(t){function e(e){t.call(this,e,Ta)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.setPaintProperty=function(e,r,n){t.prototype.setPaintProperty.call(this,e,r,n),\"line-gradient\"===e&&this._updateGradient()},e.prototype._updateGradient=function(){var t=this._transitionablePaint._values[\"line-gradient\"].value.expression;this.gradient=fi(t,\"lineProgress\"),this.gradientTexture=null},e.prototype.recalculate=function(e){t.prototype.recalculate.call(this,e),this.paint._values[\"line-floorwidth\"]=Ma.possiblyEvaluate(this._transitioningPaint._values[\"line-width\"].value,e)},e.prototype.createBucket=function(t){return new wa(t)},e.prototype.queryRadius=function(t){var e=t,r=Ea($n(\"line-width\",this,e),$n(\"line-gap-width\",this,e)),n=$n(\"line-offset\",this,e);return r/2+Math.abs(n)+Jn(this.paint.get(\"line-translate\"))},e.prototype.queryIntersectsFeature=function(t,e,r,n,i,a){var o=Kn(t,this.paint.get(\"line-translate\"),this.paint.get(\"line-translate-anchor\"),i.angle,a),s=a/2*Ea(this.paint.get(\"line-width\").evaluate(e),this.paint.get(\"line-gap-width\").evaluate(e)),c=this.paint.get(\"line-offset\").evaluate(e);return c&&(r=function(t,e){for(var r=[],n=new l(0,0),i=0;i<t.length;i++){for(var a=t[i],o=[],s=0;s<a.length;s++){var c=a[s-1],u=a[s],h=a[s+1],f=0===s?n:u.sub(c)._unit()._perp(),p=s===a.length-1?n:h.sub(u)._unit()._perp(),d=f._add(p)._unit(),g=d.x*p.x+d.y*p.y;d._mult(1/g),o.push(d._mult(e)._add(u))}r.push(o)}return r}(r,c*a)),Un(o,r,s)},e}(Hr);function Ea(t,e){return e>0?e+2*t:t}var Ca=Xr([{name:\"a_pos_offset\",components:4,type:\"Int16\"},{name:\"a_data\",components:4,type:\"Uint16\"}]),La=Xr([{name:\"a_projected_pos\",components:3,type:\"Float32\"}],4),za=(Xr([{name:\"a_fade_opacity\",components:1,type:\"Uint32\"}],4),Xr([{name:\"a_placed\",components:2,type:\"Uint8\"}],4)),Oa=(Xr([{type:\"Int16\",name:\"anchorPointX\"},{type:\"Int16\",name:\"anchorPointY\"},{type:\"Int16\",name:\"x1\"},{type:\"Int16\",name:\"y1\"},{type:\"Int16\",name:\"x2\"},{type:\"Int16\",name:\"y2\"},{type:\"Uint32\",name:\"featureIndex\"},{type:\"Uint16\",name:\"sourceLayerIndex\"},{type:\"Uint16\",name:\"bucketIndex\"},{type:\"Int16\",name:\"radius\"},{type:\"Int16\",name:\"signedDistanceFromAnchor\"}]),Xr([{name:\"a_pos\",components:2,type:\"Int16\"},{name:\"a_anchor_pos\",components:2,type:\"Int16\"},{name:\"a_extrude\",components:2,type:\"Int16\"}],4)),Ia=Xr([{name:\"a_pos\",components:2,type:\"Int16\"},{name:\"a_anchor_pos\",components:2,type:\"Int16\"},{name:\"a_extrude\",components:2,type:\"Int16\"}],4);function Da(t,e,r){var n=e.layout.get(\"text-transform\").evaluate(r);return\"uppercase\"===n?t=t.toLocaleUpperCase():\"lowercase\"===n&&(t=t.toLocaleLowerCase()),Cr.applyArabicShaping&&(t=Cr.applyArabicShaping(t)),t}Xr([{type:\"Int16\",name:\"anchorX\"},{type:\"Int16\",name:\"anchorY\"},{type:\"Uint16\",name:\"glyphStartIndex\"},{type:\"Uint16\",name:\"numGlyphs\"},{type:\"Uint32\",name:\"vertexStartIndex\"},{type:\"Uint32\",name:\"lineStartIndex\"},{type:\"Uint32\",name:\"lineLength\"},{type:\"Uint16\",name:\"segment\"},{type:\"Uint16\",name:\"lowerSize\"},{type:\"Uint16\",name:\"upperSize\"},{type:\"Float32\",name:\"lineOffsetX\"},{type:\"Float32\",name:\"lineOffsetY\"},{type:\"Uint8\",name:\"writingMode\"},{type:\"Uint8\",name:\"hidden\"}]),Xr([{type:\"Float32\",name:\"offsetX\"}]),Xr([{type:\"Int16\",name:\"x\"},{type:\"Int16\",name:\"y\"},{type:\"Int16\",name:\"tileUnitDistanceFromAnchor\"}]);var Pa={\"!\":\"\\ufe15\",\"#\":\"\\uff03\",$:\"\\uff04\",\"%\":\"\\uff05\",\"&\":\"\\uff06\",\"(\":\"\\ufe35\",\")\":\"\\ufe36\",\"*\":\"\\uff0a\",\"+\":\"\\uff0b\",\",\":\"\\ufe10\",\"-\":\"\\ufe32\",\".\":\"\\u30fb\",\"/\":\"\\uff0f\",\":\":\"\\ufe13\",\";\":\"\\ufe14\",\"<\":\"\\ufe3f\",\"=\":\"\\uff1d\",\">\":\"\\ufe40\",\"?\":\"\\ufe16\",\"@\":\"\\uff20\",\"[\":\"\\ufe47\",\"\\\\\":\"\\uff3c\",\"]\":\"\\ufe48\",\"^\":\"\\uff3e\",_:\"\\ufe33\",\"`\":\"\\uff40\",\"{\":\"\\ufe37\",\"|\":\"\\u2015\",\"}\":\"\\ufe38\",\"~\":\"\\uff5e\",\"\\xa2\":\"\\uffe0\",\"\\xa3\":\"\\uffe1\",\"\\xa5\":\"\\uffe5\",\"\\xa6\":\"\\uffe4\",\"\\xac\":\"\\uffe2\",\"\\xaf\":\"\\uffe3\",\"\\u2013\":\"\\ufe32\",\"\\u2014\":\"\\ufe31\",\"\\u2018\":\"\\ufe43\",\"\\u2019\":\"\\ufe44\",\"\\u201c\":\"\\ufe41\",\"\\u201d\":\"\\ufe42\",\"\\u2026\":\"\\ufe19\",\"\\u2027\":\"\\u30fb\",\"\\u20a9\":\"\\uffe6\",\"\\u3001\":\"\\ufe11\",\"\\u3002\":\"\\ufe12\",\"\\u3008\":\"\\ufe3f\",\"\\u3009\":\"\\ufe40\",\"\\u300a\":\"\\ufe3d\",\"\\u300b\":\"\\ufe3e\",\"\\u300c\":\"\\ufe41\",\"\\u300d\":\"\\ufe42\",\"\\u300e\":\"\\ufe43\",\"\\u300f\":\"\\ufe44\",\"\\u3010\":\"\\ufe3b\",\"\\u3011\":\"\\ufe3c\",\"\\u3014\":\"\\ufe39\",\"\\u3015\":\"\\ufe3a\",\"\\u3016\":\"\\ufe17\",\"\\u3017\":\"\\ufe18\",\"\\uff01\":\"\\ufe15\",\"\\uff08\":\"\\ufe35\",\"\\uff09\":\"\\ufe36\",\"\\uff0c\":\"\\ufe10\",\"\\uff0d\":\"\\ufe32\",\"\\uff0e\":\"\\u30fb\",\"\\uff1a\":\"\\ufe13\",\"\\uff1b\":\"\\ufe14\",\"\\uff1c\":\"\\ufe3f\",\"\\uff1e\":\"\\ufe40\",\"\\uff1f\":\"\\ufe16\",\"\\uff3b\":\"\\ufe47\",\"\\uff3d\":\"\\ufe48\",\"\\uff3f\":\"\\ufe33\",\"\\uff5b\":\"\\ufe37\",\"\\uff5c\":\"\\u2015\",\"\\uff5d\":\"\\ufe38\",\"\\uff5f\":\"\\ufe35\",\"\\uff60\":\"\\ufe36\",\"\\uff61\":\"\\ufe12\",\"\\uff62\":\"\\ufe41\",\"\\uff63\":\"\\ufe42\"},Ra=function(t){function e(e,r,n,i){t.call(this,e,r),this.angle=n,void 0!==i&&(this.segment=i)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.clone=function(){return new e(this.x,this.y,this.angle,this.segment)},e}(l);function Fa(t,e){var r=e.expression;if(\"constant\"===r.kind)return{functionType:\"constant\",layoutSize:r.evaluate(new Lr(t+1))};if(\"source\"===r.kind)return{functionType:\"source\"};for(var n=r.zoomStops,i=0;i<n.length&&n[i]<=t;)i++;for(var a=i=Math.max(0,i-1);a<n.length&&n[a]<t+1;)a++;a=Math.min(n.length-1,a);var o={min:n[i],max:n[a]};return\"composite\"===r.kind?{functionType:\"composite\",zoomRange:o,propertyValue:e.value}:{functionType:\"camera\",layoutSize:r.evaluate(new Lr(t+1)),zoomRange:o,sizeRange:{min:r.evaluate(new Lr(o.min)),max:r.evaluate(new Lr(o.max))},propertyValue:e.value}}pr(\"Anchor\",Ra);var Ba=ga.VectorTileFeature.types,Na=[{name:\"a_fade_opacity\",components:1,type:\"Uint8\",offset:0}];function ja(t,e,r,n,i,a,o,s){t.emplaceBack(e,r,Math.round(32*n),Math.round(32*i),a,o,s?s[0]:0,s?s[1]:0)}function Va(t,e,r){t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r)}var Ua=function(t){this.layoutVertexArray=new tn,this.indexArray=new hn,this.programConfigurations=t,this.segments=new Mn,this.dynamicLayoutVertexArray=new en,this.opacityVertexArray=new rn,this.placedSymbolArray=new yn};Ua.prototype.upload=function(t,e){this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,Ca.members),this.indexBuffer=t.createIndexBuffer(this.indexArray,e),this.programConfigurations.upload(t),this.dynamicLayoutVertexBuffer=t.createVertexBuffer(this.dynamicLayoutVertexArray,La.members,!0),this.opacityVertexBuffer=t.createVertexBuffer(this.opacityVertexArray,Na,!0),this.opacityVertexBuffer.itemSize=1},Ua.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy(),this.dynamicLayoutVertexBuffer.destroy(),this.opacityVertexBuffer.destroy())},pr(\"SymbolBuffers\",Ua);var qa=function(t,e,r){this.layoutVertexArray=new t,this.layoutAttributes=e,this.indexArray=new r,this.segments=new Mn,this.collisionVertexArray=new on};qa.prototype.upload=function(t){this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,this.layoutAttributes),this.indexBuffer=t.createIndexBuffer(this.indexArray),this.collisionVertexBuffer=t.createVertexBuffer(this.collisionVertexArray,za.members,!0)},qa.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.segments.destroy(),this.collisionVertexBuffer.destroy())},pr(\"CollisionBuffers\",qa);var Ha=function(t){this.collisionBoxArray=t.collisionBoxArray,this.zoom=t.zoom,this.overscaling=t.overscaling,this.layers=t.layers,this.layerIds=this.layers.map(function(t){return t.id}),this.index=t.index,this.pixelRatio=t.pixelRatio,this.sourceLayerIndex=t.sourceLayerIndex;var e=this.layers[0]._unevaluatedLayout._values;this.textSizeData=Fa(this.zoom,e[\"text-size\"]),this.iconSizeData=Fa(this.zoom,e[\"icon-size\"]);var r=this.layers[0].layout;this.sortFeaturesByY=r.get(\"text-allow-overlap\")||r.get(\"icon-allow-overlap\")||r.get(\"text-ignore-placement\")||r.get(\"icon-ignore-placement\")};Ha.prototype.createArrays=function(){this.text=new Ua(new In(Ca.members,this.layers,this.zoom,function(t){return/^text/.test(t)})),this.icon=new Ua(new In(Ca.members,this.layers,this.zoom,function(t){return/^icon/.test(t)})),this.collisionBox=new qa(an,Oa.members,fn),this.collisionCircle=new qa(an,Ia.members,hn),this.glyphOffsetArray=new bn,this.lineVertexArray=new wn},Ha.prototype.populate=function(t,e){var r=this.layers[0],n=r.layout,i=n.get(\"text-font\"),a=n.get(\"text-field\"),o=n.get(\"icon-image\"),s=(\"constant\"!==a.value.kind||a.value.value.length>0)&&(\"constant\"!==i.value.kind||i.value.value.length>0),l=\"constant\"!==o.value.kind||o.value.value&&o.value.value.length>0;if(this.features=[],s||l){for(var c=e.iconDependencies,u=e.glyphDependencies,h=new Lr(this.zoom),f=0,p=t;f<p.length;f+=1){var d=p[f],g=d.feature,v=d.index,m=d.sourceLayerIndex;if(r._featureFilter(h,g)){var y=void 0;s&&(y=Da(y=r.getValueAndResolveTokens(\"text-field\",g),r,g));var x=void 0;if(l&&(x=r.getValueAndResolveTokens(\"icon-image\",g)),y||x){var b={text:y,icon:x,index:v,sourceLayerIndex:m,geometry:Fn(g),properties:g.properties,type:Ba[g.type]};if(void 0!==g.id&&(b.id=g.id),this.features.push(b),x&&(c[x]=!0),y)for(var _=i.evaluate(g).join(\",\"),w=u[_]=u[_]||{},k=\"map\"===n.get(\"text-rotation-alignment\")&&\"line\"===n.get(\"symbol-placement\"),A=xr(y),T=0;T<y.length;T++)if(w[y.charCodeAt(T)]=!0,k&&A){var M=Pa[y.charAt(T)];M&&(w[M.charCodeAt(0)]=!0)}}}}\"line\"===n.get(\"symbol-placement\")&&(this.features=function(t){var e={},r={},n=[],i=0;function a(e){n.push(t[e]),i++}function o(t,e,i){var a=r[t];return delete r[t],r[e]=a,n[a].geometry[0].pop(),n[a].geometry[0]=n[a].geometry[0].concat(i[0]),a}function s(t,r,i){var a=e[r];return delete e[r],e[t]=a,n[a].geometry[0].shift(),n[a].geometry[0]=i[0].concat(n[a].geometry[0]),a}function l(t,e,r){var n=r?e[0][e[0].length-1]:e[0][0];return t+\":\"+n.x+\":\"+n.y}for(var c=0;c<t.length;c++){var u=t[c],h=u.geometry,f=u.text;if(f){var p=l(f,h),d=l(f,h,!0);if(p in r&&d in e&&r[p]!==e[d]){var g=s(p,d,h),v=o(p,d,n[g].geometry);delete e[p],delete r[d],r[l(f,n[v].geometry,!0)]=v,n[g].geometry=null}else p in r?o(p,d,h):d in e?s(p,d,h):(a(c),e[p]=i-1,r[d]=i-1)}else a(c)}return n.filter(function(t){return t.geometry})}(this.features))}},Ha.prototype.isEmpty=function(){return 0===this.symbolInstances.length},Ha.prototype.upload=function(t){this.text.upload(t,this.sortFeaturesByY),this.icon.upload(t,this.sortFeaturesByY),this.collisionBox.upload(t),this.collisionCircle.upload(t)},Ha.prototype.destroy=function(){this.text.destroy(),this.icon.destroy(),this.collisionBox.destroy(),this.collisionCircle.destroy()},Ha.prototype.addToLineVertexArray=function(t,e){var r=this.lineVertexArray.length;if(void 0!==t.segment){for(var n=t.dist(e[t.segment+1]),i=t.dist(e[t.segment]),a={},o=t.segment+1;o<e.length;o++)a[o]={x:e[o].x,y:e[o].y,tileUnitDistanceFromAnchor:n},o<e.length-1&&(n+=e[o+1].dist(e[o]));for(var s=t.segment||0;s>=0;s--)a[s]={x:e[s].x,y:e[s].y,tileUnitDistanceFromAnchor:i},s>0&&(i+=e[s-1].dist(e[s]));for(var l=0;l<e.length;l++){var c=a[l];this.lineVertexArray.emplaceBack(c.x,c.y,c.tileUnitDistanceFromAnchor)}}return{lineStartIndex:r,lineLength:this.lineVertexArray.length-r}},Ha.prototype.addSymbols=function(t,e,r,n,i,a,o,s,l,c){for(var u=t.indexArray,h=t.layoutVertexArray,f=t.dynamicLayoutVertexArray,p=t.segments.prepareSegment(4*e.length,t.layoutVertexArray,t.indexArray),d=this.glyphOffsetArray.length,g=p.vertexLength,v=0,m=e;v<m.length;v+=1){var y=m[v],x=y.tl,b=y.tr,_=y.bl,w=y.br,k=y.tex,A=p.vertexLength,T=y.glyphOffset[1];ja(h,s.x,s.y,x.x,T+x.y,k.x,k.y,r),ja(h,s.x,s.y,b.x,T+b.y,k.x+k.w,k.y,r),ja(h,s.x,s.y,_.x,T+_.y,k.x,k.y+k.h,r),ja(h,s.x,s.y,w.x,T+w.y,k.x+k.w,k.y+k.h,r),Va(f,s,0),u.emplaceBack(A,A+1,A+2),u.emplaceBack(A+1,A+2,A+3),p.vertexLength+=4,p.primitiveLength+=2,this.glyphOffsetArray.emplaceBack(y.glyphOffset[0])}t.placedSymbolArray.emplaceBack(s.x,s.y,d,this.glyphOffsetArray.length-d,g,l,c,s.segment,r?r[0]:0,r?r[1]:0,n[0],n[1],o,!1),t.programConfigurations.populatePaintArrays(t.layoutVertexArray.length,a)},Ha.prototype._addCollisionDebugVertex=function(t,e,r,n,i){return e.emplaceBack(0,0),t.emplaceBack(r.x,r.y,n.x,n.y,Math.round(i.x),Math.round(i.y))},Ha.prototype.addCollisionDebugVertices=function(t,e,r,n,i,a,o,s){var c=i.segments.prepareSegment(4,i.layoutVertexArray,i.indexArray),u=c.vertexLength,h=i.layoutVertexArray,f=i.collisionVertexArray;if(this._addCollisionDebugVertex(h,f,a,o.anchor,new l(t,e)),this._addCollisionDebugVertex(h,f,a,o.anchor,new l(r,e)),this._addCollisionDebugVertex(h,f,a,o.anchor,new l(r,n)),this._addCollisionDebugVertex(h,f,a,o.anchor,new l(t,n)),c.vertexLength+=4,s){var p=i.indexArray;p.emplaceBack(u,u+1,u+2),p.emplaceBack(u,u+2,u+3),c.primitiveLength+=2}else{var d=i.indexArray;d.emplaceBack(u,u+1),d.emplaceBack(u+1,u+2),d.emplaceBack(u+2,u+3),d.emplaceBack(u+3,u),c.primitiveLength+=4}},Ha.prototype.generateCollisionDebugBuffers=function(){for(var t=0,e=this.symbolInstances;t<e.length;t+=1){var r=e[t];r.textCollisionFeature={boxStartIndex:r.textBoxStartIndex,boxEndIndex:r.textBoxEndIndex},r.iconCollisionFeature={boxStartIndex:r.iconBoxStartIndex,boxEndIndex:r.iconBoxEndIndex};for(var n=0;n<2;n++){var i=r[0===n?\"textCollisionFeature\":\"iconCollisionFeature\"];if(i)for(var a=i.boxStartIndex;a<i.boxEndIndex;a++){var o=this.collisionBoxArray.get(a),s=o.x1,l=o.y1,c=o.x2,u=o.y2,h=o.radius>0;this.addCollisionDebugVertices(s,l,c,u,h?this.collisionCircle:this.collisionBox,o.anchorPoint,r,h)}}}},Ha.prototype.deserializeCollisionBoxes=function(t,e,r,n,i){for(var a={},o=e;o<r;o++){var s=t.get(o);if(0===s.radius){a.textBox={x1:s.x1,y1:s.y1,x2:s.x2,y2:s.y2,anchorPointX:s.anchorPointX,anchorPointY:s.anchorPointY},a.textFeatureIndex=s.featureIndex;break}a.textCircles||(a.textCircles=[],a.textFeatureIndex=s.featureIndex),a.textCircles.push(s.anchorPointX,s.anchorPointY,s.radius,s.signedDistanceFromAnchor,1)}for(var l=n;l<i;l++){var c=t.get(l);if(0===c.radius){a.iconBox={x1:c.x1,y1:c.y1,x2:c.x2,y2:c.y2,anchorPointX:c.anchorPointX,anchorPointY:c.anchorPointY},a.iconFeatureIndex=c.featureIndex;break}}return a},Ha.prototype.hasTextData=function(){return this.text.segments.get().length>0},Ha.prototype.hasIconData=function(){return this.icon.segments.get().length>0},Ha.prototype.hasCollisionBoxData=function(){return this.collisionBox.segments.get().length>0},Ha.prototype.hasCollisionCircleData=function(){return this.collisionCircle.segments.get().length>0},Ha.prototype.sortFeatures=function(t){var e=this;if(this.sortFeaturesByY&&this.sortedAngle!==t&&(this.sortedAngle=t,!(this.text.segments.get().length>1||this.icon.segments.get().length>1))){for(var r=[],n=0;n<this.symbolInstances.length;n++)r.push(n);var i=Math.sin(t),a=Math.cos(t);r.sort(function(t,r){var n=e.symbolInstances[t],o=e.symbolInstances[r];return(i*n.anchor.x+a*n.anchor.y|0)-(i*o.anchor.x+a*o.anchor.y|0)||o.featureIndex-n.featureIndex}),this.text.indexArray.clear(),this.icon.indexArray.clear(),this.featureSortOrder=[];for(var o=0,s=r;o<s.length;o+=1){var l=s[o],c=e.symbolInstances[l];e.featureSortOrder.push(c.featureIndex);for(var u=0,h=c.placedTextSymbolIndices;u<h.length;u+=1)for(var f=h[u],p=e.text.placedSymbolArray.get(f),d=p.vertexStartIndex+4*p.numGlyphs,g=p.vertexStartIndex;g<d;g+=4)e.text.indexArray.emplaceBack(g,g+1,g+2),e.text.indexArray.emplaceBack(g+1,g+2,g+3);var v=e.icon.placedSymbolArray.get(l);if(v.numGlyphs){var m=v.vertexStartIndex;e.icon.indexArray.emplaceBack(m,m+1,m+2),e.icon.indexArray.emplaceBack(m+1,m+2,m+3)}}this.text.indexBuffer&&this.text.indexBuffer.updateData(this.text.indexArray),this.icon.indexBuffer&&this.icon.indexBuffer.updateData(this.icon.indexArray)}},pr(\"SymbolBucket\",Ha,{omit:[\"layers\",\"collisionBoxArray\",\"features\",\"compareText\"],shallow:[\"symbolInstances\"]}),Ha.MAX_GLYPHS=65535,Ha.addDynamicAttributes=Va;var Ga=new qr({\"symbol-placement\":new Nr(I.layout_symbol[\"symbol-placement\"]),\"symbol-spacing\":new Nr(I.layout_symbol[\"symbol-spacing\"]),\"symbol-avoid-edges\":new Nr(I.layout_symbol[\"symbol-avoid-edges\"]),\"icon-allow-overlap\":new Nr(I.layout_symbol[\"icon-allow-overlap\"]),\"icon-ignore-placement\":new Nr(I.layout_symbol[\"icon-ignore-placement\"]),\"icon-optional\":new Nr(I.layout_symbol[\"icon-optional\"]),\"icon-rotation-alignment\":new Nr(I.layout_symbol[\"icon-rotation-alignment\"]),\"icon-size\":new jr(I.layout_symbol[\"icon-size\"]),\"icon-text-fit\":new Nr(I.layout_symbol[\"icon-text-fit\"]),\"icon-text-fit-padding\":new Nr(I.layout_symbol[\"icon-text-fit-padding\"]),\"icon-image\":new jr(I.layout_symbol[\"icon-image\"]),\"icon-rotate\":new jr(I.layout_symbol[\"icon-rotate\"]),\"icon-padding\":new Nr(I.layout_symbol[\"icon-padding\"]),\"icon-keep-upright\":new Nr(I.layout_symbol[\"icon-keep-upright\"]),\"icon-offset\":new jr(I.layout_symbol[\"icon-offset\"]),\"icon-anchor\":new jr(I.layout_symbol[\"icon-anchor\"]),\"icon-pitch-alignment\":new Nr(I.layout_symbol[\"icon-pitch-alignment\"]),\"text-pitch-alignment\":new Nr(I.layout_symbol[\"text-pitch-alignment\"]),\"text-rotation-alignment\":new Nr(I.layout_symbol[\"text-rotation-alignment\"]),\"text-field\":new jr(I.layout_symbol[\"text-field\"]),\"text-font\":new jr(I.layout_symbol[\"text-font\"]),\"text-size\":new jr(I.layout_symbol[\"text-size\"]),\"text-max-width\":new jr(I.layout_symbol[\"text-max-width\"]),\"text-line-height\":new Nr(I.layout_symbol[\"text-line-height\"]),\"text-letter-spacing\":new jr(I.layout_symbol[\"text-letter-spacing\"]),\"text-justify\":new jr(I.layout_symbol[\"text-justify\"]),\"text-anchor\":new jr(I.layout_symbol[\"text-anchor\"]),\"text-max-angle\":new Nr(I.layout_symbol[\"text-max-angle\"]),\"text-rotate\":new jr(I.layout_symbol[\"text-rotate\"]),\"text-padding\":new Nr(I.layout_symbol[\"text-padding\"]),\"text-keep-upright\":new Nr(I.layout_symbol[\"text-keep-upright\"]),\"text-transform\":new jr(I.layout_symbol[\"text-transform\"]),\"text-offset\":new jr(I.layout_symbol[\"text-offset\"]),\"text-allow-overlap\":new Nr(I.layout_symbol[\"text-allow-overlap\"]),\"text-ignore-placement\":new Nr(I.layout_symbol[\"text-ignore-placement\"]),\"text-optional\":new Nr(I.layout_symbol[\"text-optional\"])}),Ya={paint:new qr({\"icon-opacity\":new jr(I.paint_symbol[\"icon-opacity\"]),\"icon-color\":new jr(I.paint_symbol[\"icon-color\"]),\"icon-halo-color\":new jr(I.paint_symbol[\"icon-halo-color\"]),\"icon-halo-width\":new jr(I.paint_symbol[\"icon-halo-width\"]),\"icon-halo-blur\":new jr(I.paint_symbol[\"icon-halo-blur\"]),\"icon-translate\":new Nr(I.paint_symbol[\"icon-translate\"]),\"icon-translate-anchor\":new Nr(I.paint_symbol[\"icon-translate-anchor\"]),\"text-opacity\":new jr(I.paint_symbol[\"text-opacity\"]),\"text-color\":new jr(I.paint_symbol[\"text-color\"]),\"text-halo-color\":new jr(I.paint_symbol[\"text-halo-color\"]),\"text-halo-width\":new jr(I.paint_symbol[\"text-halo-width\"]),\"text-halo-blur\":new jr(I.paint_symbol[\"text-halo-blur\"]),\"text-translate\":new Nr(I.paint_symbol[\"text-translate\"]),\"text-translate-anchor\":new Nr(I.paint_symbol[\"text-translate-anchor\"])}),layout:Ga},Wa=function(t){function e(e){t.call(this,e,Ya)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.recalculate=function(e){t.prototype.recalculate.call(this,e),\"auto\"===this.layout.get(\"icon-rotation-alignment\")&&(\"line\"===this.layout.get(\"symbol-placement\")?this.layout._values[\"icon-rotation-alignment\"]=\"map\":this.layout._values[\"icon-rotation-alignment\"]=\"viewport\"),\"auto\"===this.layout.get(\"text-rotation-alignment\")&&(\"line\"===this.layout.get(\"symbol-placement\")?this.layout._values[\"text-rotation-alignment\"]=\"map\":this.layout._values[\"text-rotation-alignment\"]=\"viewport\"),\"auto\"===this.layout.get(\"text-pitch-alignment\")&&(this.layout._values[\"text-pitch-alignment\"]=this.layout.get(\"text-rotation-alignment\")),\"auto\"===this.layout.get(\"icon-pitch-alignment\")&&(this.layout._values[\"icon-pitch-alignment\"]=this.layout.get(\"icon-rotation-alignment\"))},e.prototype.getValueAndResolveTokens=function(t,e){var r,n=this.layout.get(t).evaluate(e),i=this._unevaluatedLayout._values[t];return i.isDataDriven()||_e(i.value)?n:(r=e.properties,n.replace(/{([^{}]+)}/g,function(t,e){return e in r?String(r[e]):\"\"}))},e.prototype.createBucket=function(t){return new Ha(t)},e.prototype.queryRadius=function(){return 0},e.prototype.queryIntersectsFeature=function(){return!1},e}(Hr),Xa={paint:new qr({\"background-color\":new Nr(I.paint_background[\"background-color\"]),\"background-pattern\":new Vr(I.paint_background[\"background-pattern\"]),\"background-opacity\":new Nr(I.paint_background[\"background-opacity\"])})},Za=function(t){function e(e){t.call(this,e,Xa)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e}(Hr),$a={paint:new qr({\"raster-opacity\":new Nr(I.paint_raster[\"raster-opacity\"]),\"raster-hue-rotate\":new Nr(I.paint_raster[\"raster-hue-rotate\"]),\"raster-brightness-min\":new Nr(I.paint_raster[\"raster-brightness-min\"]),\"raster-brightness-max\":new Nr(I.paint_raster[\"raster-brightness-max\"]),\"raster-saturation\":new Nr(I.paint_raster[\"raster-saturation\"]),\"raster-contrast\":new Nr(I.paint_raster[\"raster-contrast\"]),\"raster-fade-duration\":new Nr(I.paint_raster[\"raster-fade-duration\"])})},Ja={circle:ni,heatmap:pi,hillshade:gi,fill:Ji,\"fill-extrusion\":aa,line:Sa,symbol:Wa,background:Za,raster:function(t){function e(e){t.call(this,e,$a)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e}(Hr)},Ka=i(function(t,e){t.exports=function(){function t(t,e,r){r=r||{},this.w=t||64,this.h=e||64,this.autoResize=!!r.autoResize,this.shelves=[],this.freebins=[],this.stats={},this.bins={},this.maxId=0}function e(t,e,r){this.x=0,this.y=t,this.w=this.free=e,this.h=r}return t.prototype.pack=function(t,e){t=[].concat(t),e=e||{};for(var r,n,i,a,o=[],s=0;s<t.length;s++)if(r=t[s].w||t[s].width,n=t[s].h||t[s].height,i=t[s].id,r&&n){if(!(a=this.packOne(r,n,i)))continue;e.inPlace&&(t[s].x=a.x,t[s].y=a.y,t[s].id=a.id),o.push(a)}return this.shrink(),o},t.prototype.packOne=function(t,r,n){var i,a,o,s,l,c,u,h,f={freebin:-1,shelf:-1,waste:1/0},p=0;if(\"string\"==typeof n||\"number\"==typeof n){if(i=this.getBin(n))return this.ref(i),i;\"number\"==typeof n&&(this.maxId=Math.max(n,this.maxId))}else n=++this.maxId;for(s=0;s<this.freebins.length;s++){if(r===(i=this.freebins[s]).maxh&&t===i.maxw)return this.allocFreebin(s,t,r,n);r>i.maxh||t>i.maxw||r<=i.maxh&&t<=i.maxw&&(o=i.maxw*i.maxh-t*r)<f.waste&&(f.waste=o,f.freebin=s)}for(s=0;s<this.shelves.length;s++)if(p+=(a=this.shelves[s]).h,!(t>a.free)){if(r===a.h)return this.allocShelf(s,t,r,n);r>a.h||r<a.h&&(o=(a.h-r)*t)<f.waste&&(f.freebin=-1,f.waste=o,f.shelf=s)}return-1!==f.freebin?this.allocFreebin(f.freebin,t,r,n):-1!==f.shelf?this.allocShelf(f.shelf,t,r,n):r<=this.h-p&&t<=this.w?(a=new e(p,this.w,r),this.allocShelf(this.shelves.push(a)-1,t,r,n)):this.autoResize?(l=c=this.h,((u=h=this.w)<=l||t>u)&&(h=2*Math.max(t,u)),(l<u||r>l)&&(c=2*Math.max(r,l)),this.resize(h,c),this.packOne(t,r,n)):null},t.prototype.allocFreebin=function(t,e,r,n){var i=this.freebins.splice(t,1)[0];return i.id=n,i.w=e,i.h=r,i.refcount=0,this.bins[n]=i,this.ref(i),i},t.prototype.allocShelf=function(t,e,r,n){var i=this.shelves[t].alloc(e,r,n);return this.bins[n]=i,this.ref(i),i},t.prototype.shrink=function(){if(this.shelves.length>0){for(var t=0,e=0,r=0;r<this.shelves.length;r++){var n=this.shelves[r];e+=n.h,t=Math.max(n.w-n.free,t)}this.resize(t,e)}},t.prototype.getBin=function(t){return this.bins[t]},t.prototype.ref=function(t){if(1==++t.refcount){var e=t.h;this.stats[e]=1+(0|this.stats[e])}return t.refcount},t.prototype.unref=function(t){return 0===t.refcount?0:(0==--t.refcount&&(this.stats[t.h]--,delete this.bins[t.id],this.freebins.push(t)),t.refcount)},t.prototype.clear=function(){this.shelves=[],this.freebins=[],this.stats={},this.bins={},this.maxId=0},t.prototype.resize=function(t,e){this.w=t,this.h=e;for(var r=0;r<this.shelves.length;r++)this.shelves[r].resize(t);return!0},e.prototype.alloc=function(t,e,r){if(t>this.free||e>this.h)return null;var n=this.x;return this.x+=t,this.free-=t,new function(t,e,r,n,i,a,o){this.id=t,this.x=e,this.y=r,this.w=n,this.h=i,this.maxw=a||n,this.maxh=o||i,this.refcount=0}(r,n,this.y,t,e,t,this.h)},e.prototype.resize=function(t){return this.free+=t-this.w,this.w=t,!0},t}()}),Qa=function(t,e){var r=e.pixelRatio;this.paddedRect=t,this.pixelRatio=r},to={tl:{configurable:!0},br:{configurable:!0},displaySize:{configurable:!0}};to.tl.get=function(){return[this.paddedRect.x+1,this.paddedRect.y+1]},to.br.get=function(){return[this.paddedRect.x+this.paddedRect.w-1,this.paddedRect.y+this.paddedRect.h-1]},to.displaySize.get=function(){return[(this.paddedRect.w-2)/this.pixelRatio,(this.paddedRect.h-2)/this.pixelRatio]},Object.defineProperties(Qa.prototype,to);var eo=function(t){var e=new ui({width:0,height:0}),r={},n=new Ka(0,0,{autoResize:!0});for(var i in t){var a=t[i],o=n.packOne(a.data.width+2,a.data.height+2);e.resize({width:n.w,height:n.h}),ui.copy(a.data,e,{x:0,y:0},{x:o.x+1,y:o.y+1},a.data),r[i]=new Qa(o,a)}n.shrink(),e.resize({width:n.w,height:n.h}),this.image=e,this.positions=r};pr(\"ImagePosition\",Qa),pr(\"ImageAtlas\",eo);var ro=function(t,e,r,n,i){var 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u=a/2,h=Math.floor(i/u),f=1+.4*Math.log(c)/Math.LN2,p=Math.floor(h*f/2),d=-a/2,g=r,v=n+1,m=d,y=-i/2,x=y-i/4;do{if(--v<0){if(m>y)return;v=0;break}m-=e[v].dist(g),g=e[v]}while(m>x);for(var b=e[v].dist(e[v+1]),_=-p;_<h+p;_++){var w=_*u,k=y+w;if(w<0&&(k+=w),w>i&&(k+=w-i),!(k<m)){for(;m+b<k;){if(m+=b,++v+1>=e.length)return;b=e[v].dist(e[v+1])}var A=k-m,T=e[v],M=e[v+1].sub(T)._unit()._mult(A)._add(T)._round(),S=Math.abs(k-d)<u?0:.8*(k-d);t.emplaceBack(M.x,M.y,-a/2,-a/2,a/2,a/2,o,s,l,a/2,S)}}};var l=u,c=u;function u(t,e){if(!(this instanceof u))return new u(t,e);if(this.data=t||[],this.length=this.data.length,this.compare=e||h,this.length>0)for(var r=(this.length>>1)-1;r>=0;r--)this._down(r)}function h(t,e){return t<e?-1:t>e?1:0}function f(e,r,n){void 0===r&&(r=1),void 0===n&&(n=!1);for(var i=1/0,a=1/0,o=-1/0,s=-1/0,c=e[0],u=0;u<c.length;u++){var h=c[u];(!u||h.x<i)&&(i=h.x),(!u||h.y<a)&&(a=h.y),(!u||h.x>o)&&(o=h.x),(!u||h.y>s)&&(s=h.y)}var f=o-i,g=s-a,v=Math.min(f,g),m=v/2,y=new l(null,p);if(0===v)return new t.default$1(i,a);for(var x=i;x<o;x+=v)for(var b=a;b<s;b+=v)y.push(new d(x+m,b+m,m,e));for(var _=function(t){for(var e=0,r=0,n=0,i=t[0],a=0,o=i.length,s=o-1;a<o;s=a++){var l=i[a],c=i[s],u=l.x*c.y-c.x*l.y;r+=(l.x+c.x)*u,n+=(l.y+c.y)*u,e+=3*u}return new d(r/e,n/e,0,t)}(e),w=y.length;y.length;){var k=y.pop();(k.d>_.d||!_.d)&&(_=k,n&&console.log(\"found best %d after %d probes\",Math.round(1e4*k.d)/1e4,w)),k.max-_.d<=r||(m=k.h/2,y.push(new d(k.p.x-m,k.p.y-m,m,e)),y.push(new d(k.p.x+m,k.p.y-m,m,e)),y.push(new d(k.p.x-m,k.p.y+m,m,e)),y.push(new d(k.p.x+m,k.p.y+m,m,e)),w+=4)}return n&&(console.log(\"num probes: \"+w),console.log(\"best distance: \"+_.d)),_.p}function p(t,e){return e.max-t.max}function d(e,r,n,i){this.p=new t.default$1(e,r),this.h=n,this.d=function(e,r){for(var n=!1,i=1/0,a=0;a<r.length;a++)for(var o=r[a],s=0,l=o.length,c=l-1;s<l;c=s++){var u=o[s],h=o[c];u.y>e.y!=h.y>e.y&&e.x<(h.x-u.x)*(e.y-u.y)/(h.y-u.y)+u.x&&(n=!n),i=Math.min(i,t.distToSegmentSquared(e,u,h))}return(n?1:-1)*Math.sqrt(i)}(this.p,i),this.max=this.d+this.h*Math.SQRT2}function g(e,r,n,i,a,o){e.createArrays(),e.symbolInstances=[];var s=512*e.overscaling;e.tilePixelRatio=t.default$8/s,e.compareText={},e.iconsNeedLinear=!1;var l=e.layers[0].layout,c=e.layers[0]._unevaluatedLayout._values,u={};if(\"composite\"===e.textSizeData.functionType){var h=e.textSizeData.zoomRange,f=h.min,p=h.max;u.compositeTextSizes=[c[\"text-size\"].possiblyEvaluate(new t.default$16(f)),c[\"text-size\"].possiblyEvaluate(new t.default$16(p))]}if(\"composite\"===e.iconSizeData.functionType){var d=e.iconSizeData.zoomRange,g=d.min,m=d.max;u.compositeIconSizes=[c[\"icon-size\"].possiblyEvaluate(new t.default$16(g)),c[\"icon-size\"].possiblyEvaluate(new t.default$16(m))]}u.layoutTextSize=c[\"text-size\"].possiblyEvaluate(new 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R=i[k.icon];R&&(P=t.shapeIcon(a[k.icon],l.get(\"icon-offset\").evaluate(k),l.get(\"icon-anchor\").evaluate(k)),void 0===e.sdfIcons?e.sdfIcons=R.sdf:e.sdfIcons!==R.sdf&&t.warnOnce(\"Style sheet warning: Cannot mix SDF and non-SDF icons in one buffer\"),R.pixelRatio!==e.pixelRatio?e.iconsNeedLinear=!0:0!==l.get(\"icon-rotate\").constantOr(1)&&(e.iconsNeedLinear=!0))}(S.horizontal||P)&&v(e,k,S,P,M,u)}o&&e.generateCollisionDebugBuffers()}function v(e,r,n,i,l,c){var u=c.layoutTextSize.evaluate(r),h=c.layoutIconSize.evaluate(r),p=c.textMaxSize.evaluate(r);void 0===p&&(p=u);var 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ct(t){return{type:\"Feature\",properties:ut(t),geometry:{type:\"Point\",coordinates:[(n=t.x,360*(n-.5)),(e=t.y,r=(180-360*e)*Math.PI/180,360*Math.atan(Math.exp(r))/Math.PI-90)]}};var e,r,n}function ut(t){var e=t.numPoints,r=e>=1e4?Math.round(e/1e3)+\"k\":e>=1e3?Math.round(e/100)/10+\"k\":e;return pt(pt({},t.properties),{cluster:!0,cluster_id:t.id,point_count:e,point_count_abbreviated:r})}function ht(t){return t/360+.5}function ft(t){var e=Math.sin(t*Math.PI/180),r=.5-.25*Math.log((1+e)/(1-e))/Math.PI;return r<0?0:r>1?1:r}function pt(t,e){for(var r in e)t[r]=e[r];return t}function dt(t){return t.x}function gt(t){return t.y}function vt(t,e,r,n,i,a){var o=i-r,s=a-n;if(0!==o||0!==s){var l=((t-r)*o+(e-n)*s)/(o*o+s*s);l>1?(r=i,n=a):l>0&&(r+=o*l,n+=s*l)}return(o=t-r)*o+(s=e-n)*s}function mt(t,e,r,n){var i={id:t||null,type:e,geometry:r,tags:n,minX:1/0,minY:1/0,maxX:-1/0,maxY:-1/0};return function(t){var e=t.geometry,r=t.type;if(\"Point\"===r||\"MultiPoint\"===r||\"LineString\"===r)yt(t,e);else if(\"Polygon\"===r||\"MultiLineString\"===r)for(var n=0;n<e.length;n++)yt(t,e[n]);else if(\"MultiPolygon\"===r)for(n=0;n<e.length;n++)for(var i=0;i<e[n].length;i++)yt(t,e[n][i])}(i),i}function yt(t,e){for(var r=0;r<e.length;r+=3)t.minX=Math.min(t.minX,e[r]),t.minY=Math.min(t.minY,e[r+1]),t.maxX=Math.max(t.maxX,e[r]),t.maxY=Math.max(t.maxY,e[r+1])}function xt(t,e,r){if(e.geometry){var n=e.geometry.coordinates,i=e.geometry.type,a=Math.pow(r.tolerance/((1<<r.maxZoom)*r.extent),2),o=[];if(\"Point\"===i)bt(n,o);else if(\"MultiPoint\"===i)for(var s=0;s<n.length;s++)bt(n[s],o);else if(\"LineString\"===i)_t(n,o,a,!1);else if(\"MultiLineString\"===i)if(r.lineMetrics)for(s=0;s<n.length;s++)return o=[],_t(n[s],o,a,!1),void t.push(mt(e.id,\"LineString\",o,e.properties));else wt(n,o,a,!1);else if(\"Polygon\"===i)wt(n,o,a,!0);else{if(\"MultiPolygon\"!==i){if(\"GeometryCollection\"===i){for(s=0;s<e.geometry.geometries.length;s++)xt(t,{id:e.id,geometry:e.geometry.geometries[s],properties:e.properties},r);return}throw new Error(\"Input data is not a valid GeoJSON object.\")}for(s=0;s<n.length;s++){var l=[];wt(n[s],l,a,!0),o.push(l)}}t.push(mt(e.id,i,o,e.properties))}}function bt(t,e){e.push(kt(t[0])),e.push(At(t[1])),e.push(0)}function _t(t,e,r,n){for(var i,a,o=0,s=0;s<t.length;s++){var l=kt(t[s][0]),c=At(t[s][1]);e.push(l),e.push(c),e.push(0),s>0&&(o+=n?(i*c-l*a)/2:Math.sqrt(Math.pow(l-i,2)+Math.pow(c-a,2))),i=l,a=c}var u=e.length-3;e[2]=1,function t(e,r,n,i){for(var a,o=i,s=e[r],l=e[r+1],c=e[n],u=e[n+1],h=r+3;h<n;h+=3){var f=vt(e[h],e[h+1],s,l,c,u);f>o&&(a=h,o=f)}o>i&&(a-r>3&&t(e,r,a,i),e[a+2]=o,n-a>3&&t(e,a,n,i))}(e,0,u,r),e[u+2]=1,e.size=Math.abs(o),e.start=0,e.end=e.size}function wt(t,e,r,n){for(var i=0;i<t.length;i++){var a=[];_t(t[i],a,r,n),e.push(a)}}function kt(t){return t/360+.5}function At(t){var e=Math.sin(t*Math.PI/180),r=.5-.25*Math.log((1+e)/(1-e))/Math.PI;return r<0?0:r>1?1:r}function Tt(t,e,r,n,i,a,o,s){if(n/=e,a>=(r/=e)&&o<=n)return t;if(a>n||o<r)return null;for(var l=[],c=0;c<t.length;c++){var u=t[c],h=u.geometry,f=u.type,p=0===i?u.minX:u.minY,d=0===i?u.maxX:u.maxY;if(p>=r&&d<=n)l.push(u);else if(!(p>n||d<r)){var g=[];if(\"Point\"===f||\"MultiPoint\"===f)Mt(h,g,r,n,i);else if(\"LineString\"===f)St(h,g,r,n,i,!1,s.lineMetrics);else if(\"MultiLineString\"===f)Ct(h,g,r,n,i,!1);else if(\"Polygon\"===f)Ct(h,g,r,n,i,!0);else if(\"MultiPolygon\"===f)for(var v=0;v<h.length;v++){var m=[];Ct(h[v],m,r,n,i,!0),m.length&&g.push(m)}if(g.length){if(s.lineMetrics&&\"LineString\"===f){for(v=0;v<g.length;v++)l.push(mt(u.id,f,g[v],u.tags));continue}\"LineString\"!==f&&\"MultiLineString\"!==f||(1===g.length?(f=\"LineString\",g=g[0]):f=\"MultiLineString\"),\"Point\"!==f&&\"MultiPoint\"!==f||(f=3===g.length?\"Point\":\"MultiPoint\"),l.push(mt(u.id,f,g,u.tags))}}}return l.length?l:null}function Mt(t,e,r,n,i){for(var a=0;a<t.length;a+=3){var o=t[a+i];o>=r&&o<=n&&(e.push(t[a]),e.push(t[a+1]),e.push(t[a+2]))}}function St(t,e,r,n,i,a,o){for(var s,l,c=Et(t),u=0===i?zt:Ot,h=t.start,f=0;f<t.length-3;f+=3){var p=t[f],d=t[f+1],g=t[f+2],v=t[f+3],m=t[f+4],y=0===i?p:d,x=0===i?v:m,b=!1;o&&(s=Math.sqrt(Math.pow(p-v,2)+Math.pow(d-m,2))),y<r?x>=r&&(l=u(c,p,d,v,m,r),o&&(c.start=h+s*l)):y>n?x<=n&&(l=u(c,p,d,v,m,n),o&&(c.start=h+s*l)):Lt(c,p,d,g),x<r&&y>=r&&(l=u(c,p,d,v,m,r),b=!0),x>n&&y<=n&&(l=u(c,p,d,v,m,n),b=!0),!a&&b&&(o&&(c.end=h+s*l),e.push(c),c=Et(t)),o&&(h+=s)}var _=t.length-3;p=t[_],d=t[_+1],g=t[_+2],(y=0===i?p:d)>=r&&y<=n&&Lt(c,p,d,g),_=c.length-3,a&&_>=3&&(c[_]!==c[0]||c[_+1]!==c[1])&&Lt(c,c[0],c[1],c[2]),c.length&&e.push(c)}function Et(t){var e=[];return e.size=t.size,e.start=t.start,e.end=t.end,e}function Ct(t,e,r,n,i,a){for(var o=0;o<t.length;o++)St(t[o],e,r,n,i,a,!1)}function Lt(t,e,r,n){t.push(e),t.push(r),t.push(n)}function zt(t,e,r,n,i,a){var o=(a-e)/(n-e);return t.push(a),t.push(r+(i-r)*o),t.push(1),o}function Ot(t,e,r,n,i,a){var o=(a-r)/(i-r);return t.push(e+(n-e)*o),t.push(a),t.push(1),o}function It(t,e){for(var r=[],n=0;n<t.length;n++){var i,a=t[n],o=a.type;if(\"Point\"===o||\"MultiPoint\"===o||\"LineString\"===o)i=Dt(a.geometry,e);else if(\"MultiLineString\"===o||\"Polygon\"===o){i=[];for(var s=0;s<a.geometry.length;s++)i.push(Dt(a.geometry[s],e))}else if(\"MultiPolygon\"===o)for(i=[],s=0;s<a.geometry.length;s++){for(var l=[],c=0;c<a.geometry[s].length;c++)l.push(Dt(a.geometry[s][c],e));i.push(l)}r.push(mt(a.id,o,i,a.tags))}return r}function Dt(t,e){var r=[];r.size=t.size,void 0!==t.start&&(r.start=t.start,r.end=t.end);for(var n=0;n<t.length;n+=3)r.push(t[n]+e,t[n+1],t[n+2]);return r}function Pt(t,e){if(t.transformed)return t;var r,n,i,a=1<<t.z,o=t.x,s=t.y;for(r=0;r<t.features.length;r++){var l=t.features[r],c=l.geometry,u=l.type;if(l.geometry=[],1===u)for(n=0;n<c.length;n+=2)l.geometry.push(Rt(c[n],c[n+1],e,a,o,s));else for(n=0;n<c.length;n++){var h=[];for(i=0;i<c[n].length;i+=2)h.push(Rt(c[n][i],c[n][i+1],e,a,o,s));l.geometry.push(h)}}return t.transformed=!0,t}function Rt(t,e,r,n,i,a){return[Math.round(r*(t*n-i)),Math.round(r*(e*n-a))]}function Ft(t,e,r,n,i){for(var a=e===i.maxZoom?0:i.tolerance/((1<<e)*i.extent),o={features:[],numPoints:0,numSimplified:0,numFeatures:0,source:null,x:r,y:n,z:e,transformed:!1,minX:2,minY:1,maxX:-1,maxY:0},s=0;s<t.length;s++){o.numFeatures++,Bt(o,t[s],a,i);var l=t[s].minX,c=t[s].minY,u=t[s].maxX,h=t[s].maxY;l<o.minX&&(o.minX=l),c<o.minY&&(o.minY=c),u>o.maxX&&(o.maxX=u),h>o.maxY&&(o.maxY=h)}return o}function Bt(t,e,r,n){var i=e.geometry,a=e.type,o=[];if(\"Point\"===a||\"MultiPoint\"===a)for(var s=0;s<i.length;s+=3)o.push(i[s]),o.push(i[s+1]),t.numPoints++,t.numSimplified++;else if(\"LineString\"===a)Nt(o,i,t,r,!1,!1);else if(\"MultiLineString\"===a||\"Polygon\"===a)for(s=0;s<i.length;s++)Nt(o,i[s],t,r,\"Polygon\"===a,0===s);else if(\"MultiPolygon\"===a)for(var l=0;l<i.length;l++){var c=i[l];for(s=0;s<c.length;s++)Nt(o,c[s],t,r,!0,0===s)}if(o.length){var u=e.tags||null;if(\"LineString\"===a&&n.lineMetrics){for(var h in u={},e.tags)u[h]=e.tags[h];u.mapbox_clip_start=i.start/i.size,u.mapbox_clip_end=i.end/i.size}var f={geometry:o,type:\"Polygon\"===a||\"MultiPolygon\"===a?3:\"LineString\"===a||\"MultiLineString\"===a?2:1,tags:u};null!==e.id&&(f.id=e.id),t.features.push(f)}}function Nt(t,e,r,n,i,a){var o=n*n;if(n>0&&e.size<(i?o:n))r.numPoints+=e.length/3;else{for(var s=[],l=0;l<e.length;l+=3)(0===n||e[l+2]>o)&&(r.numSimplified++,s.push(e[l]),s.push(e[l+1])),r.numPoints++;i&&function(t,e){for(var r=0,n=0,i=t.length,a=i-2;n<i;a=n,n+=2)r+=(t[n]-t[a])*(t[n+1]+t[a+1]);if(r>0===e)for(n=0,i=t.length;n<i/2;n+=2){var o=t[n],s=t[n+1];t[n]=t[i-2-n],t[n+1]=t[i-1-n],t[i-2-n]=o,t[i-1-n]=s}}(s,a),t.push(s)}}function jt(t,e){var r=(e=this.options=function(t,e){for(var r in e)t[r]=e[r];return t}(Object.create(this.options),e)).debug;if(r&&console.time(\"preprocess data\"),e.maxZoom<0||e.maxZoom>24)throw new Error(\"maxZoom should be in the 0-24 range\");var n=function(t,e){var r=[];if(\"FeatureCollection\"===t.type)for(var n=0;n<t.features.length;n++)xt(r,t.features[n],e);else\"Feature\"===t.type?xt(r,t,e):xt(r,{geometry:t},e);return r}(t,e);this.tiles={},this.tileCoords=[],r&&(console.timeEnd(\"preprocess data\"),console.log(\"index: maxZoom: %d, maxPoints: %d\",e.indexMaxZoom,e.indexMaxPoints),console.time(\"generate tiles\"),this.stats={},this.total=0),(n=function(t,e){var r=e.buffer/e.extent,n=t,i=Tt(t,1,-1-r,r,0,-1,2,e),a=Tt(t,1,1-r,2+r,0,-1,2,e);return(i||a)&&(n=Tt(t,1,-r,1+r,0,-1,2,e)||[],i&&(n=It(i,1).concat(n)),a&&(n=n.concat(It(a,-1)))),n}(n,e)).length&&this.splitTile(n,0,0,0),r&&(n.length&&console.log(\"features: %d, points: %d\",this.tiles[0].numFeatures,this.tiles[0].numPoints),console.timeEnd(\"generate tiles\"),console.log(\"tiles generated:\",this.total,JSON.stringify(this.stats)))}function Vt(t,e,r){return 32*((1<<t)*r+e)+t}function Ut(t,e){var r=t.tileID.canonical;if(!this._geoJSONIndex)return e(null,null);var n=this._geoJSONIndex.getTile(r.z,r.x,r.y);if(!n)return e(null,null);var i=new R(n.features),a=V(i);0===a.byteOffset&&a.byteLength===a.buffer.byteLength||(a=new Uint8Array(a)),e(null,{vectorTile:i,rawData:a.buffer})}ot.prototype={options:{minZoom:0,maxZoom:16,radius:40,extent:512,nodeSize:64,log:!1,reduce:null,initial:function(){return{}},map:function(t){return t}},load:function(t){var e=this.options.log;e&&console.time(\"total time\");var r=\"prepare \"+t.length+\" points\";e&&console.time(r),this.points=t;var n=t.map(lt);e&&console.timeEnd(r);for(var i=this.options.maxZoom;i>=this.options.minZoom;i--){var a=+Date.now();this.trees[i+1]=rt(n,dt,gt,this.options.nodeSize,Float32Array),n=this._cluster(n,i),e&&console.log(\"z%d: %d clusters in %dms\",i,n.length,+Date.now()-a)}return this.trees[this.options.minZoom]=rt(n,dt,gt,this.options.nodeSize,Float32Array),e&&console.timeEnd(\"total time\"),this},getClusters:function(t,e){for(var r=this.trees[this._limitZoom(e)],n=r.range(ht(t[0]),ft(t[3]),ht(t[2]),ft(t[1])),i=[],a=0;a<n.length;a++){var o=r.points[n[a]];i.push(o.numPoints?ct(o):this.points[o.id])}return i},getChildren:function(t,e){for(var r=this.trees[e+1].points[t],n=this.options.radius/(this.options.extent*Math.pow(2,e)),i=this.trees[e+1].within(r.x,r.y,n),a=[],o=0;o<i.length;o++){var s=this.trees[e+1].points[i[o]];s.parentId===t&&a.push(s.numPoints?ct(s):this.points[s.id])}return a},getLeaves:function(t,e,r,n){r=r||10,n=n||0;var i=[];return this._appendLeaves(i,t,e,r,n,0),i},getTile:function(t,e,r){var n=this.trees[this._limitZoom(t)],i=Math.pow(2,t),a=this.options.extent,o=this.options.radius/a,s=(r-o)/i,l=(r+1+o)/i,c={features:[]};return this._addTileFeatures(n.range((e-o)/i,s,(e+1+o)/i,l),n.points,e,r,i,c),0===e&&this._addTileFeatures(n.range(1-o/i,s,1,l),n.points,i,r,i,c),e===i-1&&this._addTileFeatures(n.range(0,s,o/i,l),n.points,-1,r,i,c),c.features.length?c:null},getClusterExpansionZoom:function(t,e){for(;e<this.options.maxZoom;){var r=this.getChildren(t,e);if(e++,1!==r.length)break;t=r[0].properties.cluster_id}return e},_appendLeaves:function(t,e,r,n,i,a){for(var o=this.getChildren(e,r),s=0;s<o.length;s++){var l=o[s].properties;if(l.cluster?a+l.point_count<=i?a+=l.point_count:a=this._appendLeaves(t,l.cluster_id,r+1,n,i,a):a<i?a++:t.push(o[s]),t.length===n)break}return a},_addTileFeatures:function(t,e,r,n,i,a){for(var o=0;o<t.length;o++){var s=e[t[o]];a.features.push({type:1,geometry:[[Math.round(this.options.extent*(s.x*i-r)),Math.round(this.options.extent*(s.y*i-n))]],tags:s.numPoints?ut(s):this.points[s.id].properties})}},_limitZoom:function(t){return Math.max(this.options.minZoom,Math.min(t,this.options.maxZoom+1))},_cluster:function(t,e){for(var r=[],n=this.options.radius/(this.options.extent*Math.pow(2,e)),i=0;i<t.length;i++){var a=t[i];if(!(a.zoom<=e)){a.zoom=e;var o=this.trees[e+1],s=o.within(a.x,a.y,n),l=a.numPoints||1,c=a.x*l,u=a.y*l,h=null;this.options.reduce&&(h=this.options.initial(),this._accumulate(h,a));for(var f=0;f<s.length;f++){var p=o.points[s[f]];if(e<p.zoom){var d=p.numPoints||1;p.zoom=e,c+=p.x*d,u+=p.y*d,l+=d,p.parentId=i,this.options.reduce&&this._accumulate(h,p)}}1===l?r.push(a):(a.parentId=i,r.push(st(c/l,u/l,l,i,h)))}}return r},_accumulate:function(t,e){var r=e.numPoints?e.properties:this.options.map(this.points[e.id].properties);this.options.reduce(t,r)}},jt.prototype.options={maxZoom:14,indexMaxZoom:5,indexMaxPoints:1e5,tolerance:3,extent:4096,buffer:64,lineMetrics:!1,debug:0},jt.prototype.splitTile=function(t,e,r,n,i,a,o){for(var s=[t,e,r,n],l=this.options,c=l.debug;s.length;){n=s.pop(),r=s.pop(),e=s.pop(),t=s.pop();var u=1<<e,h=Vt(e,r,n),f=this.tiles[h];if(!f&&(c>1&&console.time(\"creation\"),f=this.tiles[h]=Ft(t,e,r,n,l),this.tileCoords.push({z:e,x:r,y:n}),c)){c>1&&(console.log(\"tile z%d-%d-%d (features: %d, points: %d, simplified: %d)\",e,r,n,f.numFeatures,f.numPoints,f.numSimplified),console.timeEnd(\"creation\"));var p=\"z\"+e;this.stats[p]=(this.stats[p]||0)+1,this.total++}if(f.source=t,i){if(e===l.maxZoom||e===i)continue;var d=1<<i-e;if(r!==Math.floor(a/d)||n!==Math.floor(o/d))continue}else if(e===l.indexMaxZoom||f.numPoints<=l.indexMaxPoints)continue;if(f.source=null,0!==t.length){c>1&&console.time(\"clipping\");var g,v,m,y,x,b,_=.5*l.buffer/l.extent,w=.5-_,k=.5+_,A=1+_;g=v=m=y=null,x=Tt(t,u,r-_,r+k,0,f.minX,f.maxX,l),b=Tt(t,u,r+w,r+A,0,f.minX,f.maxX,l),t=null,x&&(g=Tt(x,u,n-_,n+k,1,f.minY,f.maxY,l),v=Tt(x,u,n+w,n+A,1,f.minY,f.maxY,l),x=null),b&&(m=Tt(b,u,n-_,n+k,1,f.minY,f.maxY,l),y=Tt(b,u,n+w,n+A,1,f.minY,f.maxY,l),b=null),c>1&&console.timeEnd(\"clipping\"),s.push(g||[],e+1,2*r,2*n),s.push(v||[],e+1,2*r,2*n+1),s.push(m||[],e+1,2*r+1,2*n),s.push(y||[],e+1,2*r+1,2*n+1)}}},jt.prototype.getTile=function(t,e,r){var n=this.options,i=n.extent,a=n.debug;if(t<0||t>24)return null;var o=1<<t,s=Vt(t,e=(e%o+o)%o,r);if(this.tiles[s])return Pt(this.tiles[s],i);a>1&&console.log(\"drilling down to z%d-%d-%d\",t,e,r);for(var l,c=t,u=e,h=r;!l&&c>0;)c--,u=Math.floor(u/2),h=Math.floor(h/2),l=this.tiles[Vt(c,u,h)];return l&&l.source?(a>1&&console.log(\"found parent tile z%d-%d-%d\",c,u,h),a>1&&console.time(\"drilling down\"),this.splitTile(l.source,c,u,h,t,e,r),a>1&&console.timeEnd(\"drilling down\"),this.tiles[s]?Pt(this.tiles[s],i):null):null};var qt=function(e){function r(t,r,n){e.call(this,t,r,Ut),n&&(this.loadGeoJSON=n)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.loadData=function(t,e){this._pendingCallback&&this._pendingCallback(null,{abandoned:!0}),this._pendingCallback=e,this._pendingLoadDataParams=t,this._state&&\"Idle\"!==this._state?this._state=\"NeedsLoadData\":(this._state=\"Coalescing\",this._loadData())},r.prototype._loadData=function(){var t=this;if(this._pendingCallback&&this._pendingLoadDataParams){var e=this._pendingCallback,r=this._pendingLoadDataParams;delete this._pendingCallback,delete this._pendingLoadDataParams,this.loadGeoJSON(r,function(n,i){if(n||!i)return e(n);if(\"object\"!=typeof i)return e(new Error(\"Input data is not a valid GeoJSON object.\"));!function t(e,r){switch(e&&e.type||null){case\"FeatureCollection\":return e.features=e.features.map(z(t,r)),e;case\"Feature\":return e.geometry=t(e.geometry,r),e;case\"Polygon\":case\"MultiPolygon\":return function(t,e){return\"Polygon\"===t.type?t.coordinates=O(t.coordinates,e):\"MultiPolygon\"===t.type&&(t.coordinates=t.coordinates.map(z(O,e))),t}(e,r);default:return e}}(i,!0);try{t._geoJSONIndex=r.cluster?function(t){return new ot(t)}(r.superclusterOptions).load(i.features):new jt(i,r.geojsonVtOptions)}catch(n){return e(n)}t.loaded={};var a={};if(r.request&&r.request.collectResourceTiming){var o=w(r.request.url);o&&(a.resourceTiming={},a.resourceTiming[r.source]=JSON.parse(JSON.stringify(o)))}e(null,a)})}},r.prototype.coalesce=function(){\"Coalescing\"===this._state?this._state=\"Idle\":\"NeedsLoadData\"===this._state&&(this._state=\"Coalescing\",this._loadData())},r.prototype.reloadTile=function(t,r){var n=this.loaded,i=t.uid;return n&&n[i]?e.prototype.reloadTile.call(this,t,r):this.loadTile(t,r)},r.prototype.loadGeoJSON=function(e,r){if(e.request)t.getJSON(e.request,r);else{if(\"string\"!=typeof e.data)return r(new Error(\"Input data is not a valid GeoJSON object.\"));try{return r(null,JSON.parse(e.data))}catch(t){return r(new Error(\"Input data is not a valid GeoJSON object.\"))}}},r.prototype.removeSource=function(t,e){this._pendingCallback&&this._pendingCallback(null,{abandoned:!0}),e()},r}(A),Ht=function(e){var r=this;this.self=e,this.actor=new t.default$7(e,this),this.layerIndexes={},this.workerSourceTypes={vector:A,geojson:qt},this.workerSources={},this.demWorkerSources={},this.self.registerWorkerSource=function(t,e){if(r.workerSourceTypes[t])throw new Error('Worker source with name \"'+t+'\" already registered.');r.workerSourceTypes[t]=e},this.self.registerRTLTextPlugin=function(e){if(t.plugin.isLoaded())throw new Error(\"RTL text plugin already registered.\");t.plugin.applyArabicShaping=e.applyArabicShaping,t.plugin.processBidirectionalText=e.processBidirectionalText}};return Ht.prototype.setLayers=function(t,e,r){this.getLayerIndex(t).replace(e),r()},Ht.prototype.updateLayers=function(t,e,r){this.getLayerIndex(t).update(e.layers,e.removedIds),r()},Ht.prototype.loadTile=function(t,e,r){this.getWorkerSource(t,e.type,e.source).loadTile(e,r)},Ht.prototype.loadDEMTile=function(t,e,r){this.getDEMWorkerSource(t,e.source).loadTile(e,r)},Ht.prototype.reloadTile=function(t,e,r){this.getWorkerSource(t,e.type,e.source).reloadTile(e,r)},Ht.prototype.abortTile=function(t,e,r){this.getWorkerSource(t,e.type,e.source).abortTile(e,r)},Ht.prototype.removeTile=function(t,e,r){this.getWorkerSource(t,e.type,e.source).removeTile(e,r)},Ht.prototype.removeDEMTile=function(t,e){this.getDEMWorkerSource(t,e.source).removeTile(e)},Ht.prototype.removeSource=function(t,e,r){if(this.workerSources[t]&&this.workerSources[t][e.type]&&this.workerSources[t][e.type][e.source]){var n=this.workerSources[t][e.type][e.source];delete this.workerSources[t][e.type][e.source],void 0!==n.removeSource?n.removeSource(e,r):r()}},Ht.prototype.loadWorkerSource=function(t,e,r){try{this.self.importScripts(e.url),r()}catch(t){r(t.toString())}},Ht.prototype.loadRTLTextPlugin=function(e,r,n){try{t.plugin.isLoaded()||(this.self.importScripts(r),n(t.plugin.isLoaded()?null:new Error(\"RTL Text Plugin failed to import scripts from \"+r)))}catch(t){n(t.toString())}},Ht.prototype.getLayerIndex=function(t){var e=this.layerIndexes[t];return e||(e=this.layerIndexes[t]=new n),e},Ht.prototype.getWorkerSource=function(t,e,r){var n=this;if(this.workerSources[t]||(this.workerSources[t]={}),this.workerSources[t][e]||(this.workerSources[t][e]={}),!this.workerSources[t][e][r]){var i={send:function(e,r,i){n.actor.send(e,r,i,t)}};this.workerSources[t][e][r]=new this.workerSourceTypes[e](i,this.getLayerIndex(t))}return this.workerSources[t][e][r]},Ht.prototype.getDEMWorkerSource=function(t,e){return this.demWorkerSources[t]||(this.demWorkerSources[t]={}),this.demWorkerSources[t][e]||(this.demWorkerSources[t][e]=new T),this.demWorkerSources[t][e]},\"undefined\"!=typeof WorkerGlobalScope&&\"undefined\"!=typeof self&&self instanceof WorkerGlobalScope&&new Ht(self),Ht}),i(0,function(t){var e=t.createCommonjsModule(function(t){function e(t){return!!(\"undefined\"!=typeof window&&\"undefined\"!=typeof document&&Array.prototype&&Array.prototype.every&&Array.prototype.filter&&Array.prototype.forEach&&Array.prototype.indexOf&&Array.prototype.lastIndexOf&&Array.prototype.map&&Array.prototype.some&&Array.prototype.reduce&&Array.prototype.reduceRight&&Array.isArray&&Function.prototype&&Function.prototype.bind&&Object.keys&&Object.create&&Object.getPrototypeOf&&Object.getOwnPropertyNames&&Object.isSealed&&Object.isFrozen&&Object.isExtensible&&Object.getOwnPropertyDescriptor&&Object.defineProperty&&Object.defineProperties&&Object.seal&&Object.freeze&&Object.preventExtensions&&\"JSON\"in window&&\"parse\"in JSON&&\"stringify\"in JSON&&function(){if(!(\"Worker\"in window&&\"Blob\"in window&&\"URL\"in window))return!1;var t,e,r=new Blob([\"\"],{type:\"text/javascript\"}),n=URL.createObjectURL(r);try{e=new Worker(n),t=!0}catch(e){t=!1}return e&&e.terminate(),URL.revokeObjectURL(n),t}()&&\"Uint8ClampedArray\"in window&&function(t){return void 0===r[t]&&(r[t]=function(t){var r=document.createElement(\"canvas\"),n=Object.create(e.webGLContextAttributes);return n.failIfMajorPerformanceCaveat=t,r.probablySupportsContext?r.probablySupportsContext(\"webgl\",n)||r.probablySupportsContext(\"experimental-webgl\",n):r.supportsContext?r.supportsContext(\"webgl\",n)||r.supportsContext(\"experimental-webgl\",n):r.getContext(\"webgl\",n)||r.getContext(\"experimental-webgl\",n)}(t)),r[t]}(t&&t.failIfMajorPerformanceCaveat))}t.exports?t.exports=e:window&&(window.mapboxgl=window.mapboxgl||{},window.mapboxgl.supported=e);var r={};e.webGLContextAttributes={antialias:!1,alpha:!0,stencil:!0,depth:!0}}),r=t.default.performance&&t.default.performance.now?t.default.performance.now.bind(t.default.performance):Date.now.bind(Date),n=t.default.requestAnimationFrame||t.default.mozRequestAnimationFrame||t.default.webkitRequestAnimationFrame||t.default.msRequestAnimationFrame,i=t.default.cancelAnimationFrame||t.default.mozCancelAnimationFrame||t.default.webkitCancelAnimationFrame||t.default.msCancelAnimationFrame,a={now:r,frame:function(t){return n(t)},cancelFrame:function(t){return i(t)},getImageData:function(e){var r=t.default.document.createElement(\"canvas\"),n=r.getContext(\"2d\");if(!n)throw new Error(\"failed to create canvas 2d context\");return r.width=e.width,r.height=e.height,n.drawImage(e,0,0,e.width,e.height),n.getImageData(0,0,e.width,e.height)},hardwareConcurrency:t.default.navigator.hardwareConcurrency||4,get devicePixelRatio(){return t.default.devicePixelRatio},supportsWebp:!1};if(t.default.document){var o=t.default.document.createElement(\"img\");o.onload=function(){a.supportsWebp=!0},o.src=\"data:image/webp;base64,UklGRh4AAABXRUJQVlA4TBEAAAAvAQAAAAfQ//73v/+BiOh/AAA=\"}var s={create:function(e,r,n){var i=t.default.document.createElement(e);return r&&(i.className=r),n&&n.appendChild(i),i},createNS:function(e,r){return t.default.document.createElementNS(e,r)}},l=t.default.document?t.default.document.documentElement.style:null;function c(t){if(!l)return null;for(var e=0;e<t.length;e++)if(t[e]in l)return t[e];return t[0]}var u,h=c([\"userSelect\",\"MozUserSelect\",\"WebkitUserSelect\",\"msUserSelect\"]);s.disableDrag=function(){l&&h&&(u=l[h],l[h]=\"none\")},s.enableDrag=function(){l&&h&&(l[h]=u)};var f=c([\"transform\",\"WebkitTransform\"]);s.setTransform=function(t,e){t.style[f]=e};var p=!1;try{var d=Object.defineProperty({},\"passive\",{get:function(){p=!0}});t.default.addEventListener(\"test\",d,d),t.default.removeEventListener(\"test\",d,d)}catch(t){p=!1}s.addEventListener=function(t,e,r,n){void 0===n&&(n={}),\"passive\"in n&&p?t.addEventListener(e,r,n):t.addEventListener(e,r,n.capture)},s.removeEventListener=function(t,e,r,n){void 0===n&&(n={}),\"passive\"in n&&p?t.removeEventListener(e,r,n):t.removeEventListener(e,r,n.capture)};var g=function(e){e.preventDefault(),e.stopPropagation(),t.default.removeEventListener(\"click\",g,!0)};s.suppressClick=function(){t.default.addEventListener(\"click\",g,!0),t.default.setTimeout(function(){t.default.removeEventListener(\"click\",g,!0)},0)},s.mousePos=function(e,r){var n=e.getBoundingClientRect();return r=r.touches?r.touches[0]:r,new t.default$1(r.clientX-n.left-e.clientLeft,r.clientY-n.top-e.clientTop)},s.touchPos=function(e,r){for(var 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t.params.push(\"access_token=\"+e),M(t)}function x(t){return 0===t.indexOf(\"mapbox:\")}var b=function(t,e){if(!x(t))return t;var r=T(t);return r.path=\"/v4/\"+r.authority+\".json\",r.params.push(\"secure\"),y(r,e)},_=function(t,e,r,n){var i=T(t);return x(t)?(i.path=\"/styles/v1\"+i.path+\"/sprite\"+e+r,y(i,n)):(i.path+=\"\"+e+r,M(i))},w=/(\\.(png|jpg)\\d*)(?=$)/,k=function(t,e,r){if(!e||!x(e))return t;var n=T(t),i=a.devicePixelRatio>=2||512===r?\"@2x\":\"\",o=a.supportsWebp?\".webp\":\"$1\";return n.path=n.path.replace(w,\"\"+i+o),function(t){for(var e=0;e<t.length;e++)0===t[e].indexOf(\"access_token=tk.\")&&(t[e]=\"access_token=\"+(v.ACCESS_TOKEN||\"\"))}(n.params),M(n)},A=/^(\\w+):\\/\\/([^\\/?]*)(\\/[^?]+)?\\??(.+)?/;function T(t){var e=t.match(A);if(!e)throw new Error(\"Unable to parse URL object\");return{protocol:e[1],authority:e[2],path:e[3]||\"/\",params:e[4]?e[4].split(\"&\"):[]}}function M(t){var e=t.params.length?\"?\"+t.params.join(\"&\"):\"\";return t.protocol+\"://\"+t.authority+t.path+e}var S=t.default.HTMLImageElement,E=t.default.HTMLCanvasElement,C=t.default.HTMLVideoElement,L=t.default.ImageData,z=function(t,e,r,n){this.context=t,this.format=r,this.texture=t.gl.createTexture(),this.update(e,n)};z.prototype.update=function(t,e){var r=t.width,n=t.height,i=!this.size||this.size[0]!==r||this.size[1]!==n,a=this.context,o=a.gl;this.useMipmap=Boolean(e&&e.useMipmap),o.bindTexture(o.TEXTURE_2D,this.texture),i?(this.size=[r,n],a.pixelStoreUnpack.set(1),this.format!==o.RGBA||e&&!1===e.premultiply||a.pixelStoreUnpackPremultiplyAlpha.set(!0),t instanceof S||t instanceof E||t instanceof C||t instanceof L?o.texImage2D(o.TEXTURE_2D,0,this.format,this.format,o.UNSIGNED_BYTE,t):o.texImage2D(o.TEXTURE_2D,0,this.format,r,n,0,this.format,o.UNSIGNED_BYTE,t.data)):t instanceof S||t instanceof E||t instanceof C||t instanceof L?o.texSubImage2D(o.TEXTURE_2D,0,0,0,o.RGBA,o.UNSIGNED_BYTE,t):o.texSubImage2D(o.TEXTURE_2D,0,0,0,r,n,o.RGBA,o.UNSIGNED_BYTE,t.data),this.useMipmap&&this.isSizePowerOfTwo()&&o.generateMipmap(o.TEXTURE_2D)},z.prototype.bind=function(t,e,r){var n=this.context.gl;n.bindTexture(n.TEXTURE_2D,this.texture),r!==n.LINEAR_MIPMAP_NEAREST||this.isSizePowerOfTwo()||(r=n.LINEAR),t!==this.filter&&(n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MAG_FILTER,t),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MIN_FILTER,r||t),this.filter=t),e!==this.wrap&&(n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_S,e),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_T,e),this.wrap=e)},z.prototype.isSizePowerOfTwo=function(){return this.size[0]===this.size[1]&&Math.log(this.size[0])/Math.LN2%1==0},z.prototype.destroy=function(){this.context.gl.deleteTexture(this.texture),this.texture=null};var O=function(){this.images={},this.loaded=!1,this.requestors=[],this.shelfPack=new t.default$2(64,64,{autoResize:!0}),this.patterns={},this.atlasImage=new t.RGBAImage({width:64,height:64}),this.dirty=!0};O.prototype.isLoaded=function(){return this.loaded},O.prototype.setLoaded=function(t){if(this.loaded!==t&&(this.loaded=t,t)){for(var e=0,r=this.requestors;e<r.length;e+=1){var n=r[e],i=n.ids,a=n.callback;this._notify(i,a)}this.requestors=[]}},O.prototype.getImage=function(t){return this.images[t]},O.prototype.addImage=function(t,e){this.images[t]=e},O.prototype.removeImage=function(t){delete this.images[t];var e=this.patterns[t];e&&(this.shelfPack.unref(e.bin),delete this.patterns[t])},O.prototype.getImages=function(t,e){var r=!0;if(!this.isLoaded())for(var n=0,i=t;n<i.length;n+=1){var a=i[n];this.images[a]||(r=!1)}this.isLoaded()||r?this._notify(t,e):this.requestors.push({ids:t,callback:e})},O.prototype._notify=function(t,e){for(var r={},n=0,i=t;n<i.length;n+=1){var a=i[n],o=this.images[a];o&&(r[a]={data:o.data.clone(),pixelRatio:o.pixelRatio,sdf:o.sdf})}e(null,r)},O.prototype.getPixelSize=function(){return{width:this.shelfPack.w,height:this.shelfPack.h}},O.prototype.getPattern=function(e){var r=this.patterns[e];if(r)return r.position;var n=this.getImage(e);if(!n)return null;var i=n.data.width+2,a=n.data.height+2,o=this.shelfPack.packOne(i,a);if(!o)return null;this.atlasImage.resize(this.getPixelSize());var s=n.data,l=this.atlasImage,c=o.x+1,u=o.y+1,h=s.width,f=s.height;t.RGBAImage.copy(s,l,{x:0,y:0},{x:c,y:u},{width:h,height:f}),t.RGBAImage.copy(s,l,{x:0,y:f-1},{x:c,y:u-1},{width:h,height:1}),t.RGBAImage.copy(s,l,{x:0,y:0},{x:c,y:u+f},{width:h,height:1}),t.RGBAImage.copy(s,l,{x:h-1,y:0},{x:c-1,y:u},{width:1,height:f}),t.RGBAImage.copy(s,l,{x:0,y:0},{x:c+h,y:u},{width:1,height:f}),this.dirty=!0;var p=new t.ImagePosition(o,n);return this.patterns[e]={bin:o,position:p},p},O.prototype.bind=function(t){var e=t.gl;this.atlasTexture?this.dirty&&(this.atlasTexture.update(this.atlasImage),this.dirty=!1):this.atlasTexture=new z(t,this.atlasImage,e.RGBA),this.atlasTexture.bind(e.LINEAR,e.CLAMP_TO_EDGE)};var I=P,D=1e20;function P(t,e,r,n,i,a){this.fontSize=t||24,this.buffer=void 0===e?3:e,this.cutoff=n||.25,this.fontFamily=i||\"sans-serif\",this.fontWeight=a||\"normal\",this.radius=r||8;var o=this.size=this.fontSize+2*this.buffer;this.canvas=document.createElement(\"canvas\"),this.canvas.width=this.canvas.height=o,this.ctx=this.canvas.getContext(\"2d\"),this.ctx.font=this.fontWeight+\" \"+this.fontSize+\"px \"+this.fontFamily,this.ctx.textBaseline=\"middle\",this.ctx.fillStyle=\"black\",this.gridOuter=new Float64Array(o*o),this.gridInner=new Float64Array(o*o),this.f=new Float64Array(o),this.d=new Float64Array(o),this.z=new Float64Array(o+1),this.v=new Int16Array(o),this.middle=Math.round(o/2*(navigator.userAgent.indexOf(\"Gecko/\")>=0?1.2:1))}function R(t,e,r,n,i,a,o){for(var s=0;s<e;s++){for(var l=0;l<r;l++)n[l]=t[l*e+s];for(F(n,i,a,o,r),l=0;l<r;l++)t[l*e+s]=i[l]}for(l=0;l<r;l++){for(s=0;s<e;s++)n[s]=t[l*e+s];for(F(n,i,a,o,e),s=0;s<e;s++)t[l*e+s]=Math.sqrt(i[s])}}function F(t,e,r,n,i){r[0]=0,n[0]=-D,n[1]=+D;for(var a=1,o=0;a<i;a++){for(var s=(t[a]+a*a-(t[r[o]]+r[o]*r[o]))/(2*a-2*r[o]);s<=n[o];)o--,s=(t[a]+a*a-(t[r[o]]+r[o]*r[o]))/(2*a-2*r[o]);r[++o]=a,n[o]=s,n[o+1]=+D}for(a=0,o=0;a<i;a++){for(;n[o+1]<a;)o++;e[a]=(a-r[o])*(a-r[o])+t[r[o]]}}P.prototype.draw=function(t){this.ctx.clearRect(0,0,this.size,this.size),this.ctx.fillText(t,this.buffer,this.middle);for(var e=this.ctx.getImageData(0,0,this.size,this.size),r=new Uint8ClampedArray(this.size*this.size),n=0;n<this.size*this.size;n++){var i=e.data[4*n+3]/255;this.gridOuter[n]=1===i?0:0===i?D:Math.pow(Math.max(0,.5-i),2),this.gridInner[n]=1===i?D:0===i?0:Math.pow(Math.max(0,i-.5),2)}for(R(this.gridOuter,this.size,this.size,this.f,this.d,this.v,this.z),R(this.gridInner,this.size,this.size,this.f,this.d,this.v,this.z),n=0;n<this.size*this.size;n++){var a=this.gridOuter[n]-this.gridInner[n];r[n]=Math.max(0,Math.min(255,Math.round(255-255*(a/this.radius+this.cutoff))))}return r};var B=function(t,e){this.requestTransform=t,this.localIdeographFontFamily=e,this.entries={}};B.prototype.setURL=function(t){this.url=t},B.prototype.getGlyphs=function(e,r){var n=this,i=[];for(var a in e)for(var o=0,s=e[a];o<s.length;o+=1){var l=s[o];i.push({stack:a,id:l})}t.asyncAll(i,function(t,e){var r=t.stack,i=t.id,a=n.entries[r];a||(a=n.entries[r]={glyphs:{},requests:{}});var o=a.glyphs[i];if(void 0===o)if(o=n._tinySDF(a,r,i))e(null,{stack:r,id:i,glyph:o});else{var s=Math.floor(i/256);if(256*s>65535)e(new Error(\"glyphs > 65535 not supported\"));else{var l=a.requests[s];l||(l=a.requests[s]=[],B.loadGlyphRange(r,s,n.url,n.requestTransform,function(t,e){if(e)for(var r in e)a.glyphs[+r]=e[+r];for(var n=0,i=l;n<i.length;n+=1)(0,i[n])(t,e);delete a.requests[s]})),l.push(function(t,n){t?e(t):n&&e(null,{stack:r,id:i,glyph:n[i]||null})})}}else e(null,{stack:r,id:i,glyph:o})},function(t,e){if(t)r(t);else if(e){for(var n={},i=0,a=e;i<a.length;i+=1){var o=a[i],s=o.stack,l=o.id,c=o.glyph;(n[s]||(n[s]={}))[l]=c&&{id:c.id,bitmap:c.bitmap.clone(),metrics:c.metrics}}r(null,n)}})},B.prototype._tinySDF=function(e,r,n){var i=this.localIdeographFontFamily;if(i&&(t.default$4[\"CJK Unified Ideographs\"](n)||t.default$4[\"Hangul Syllables\"](n))){var a=e.tinySDF;if(!a){var o=\"400\";/bold/i.test(r)?o=\"900\":/medium/i.test(r)?o=\"500\":/light/i.test(r)&&(o=\"200\"),a=e.tinySDF=new B.TinySDF(24,3,8,.25,i,o)}return{id:n,bitmap:new t.AlphaImage({width:30,height:30},a.draw(String.fromCharCode(n))),metrics:{width:24,height:24,left:0,top:-8,advance:24}}}},B.loadGlyphRange=function(e,r,n,i,a){var o=256*r,s=o+255,l=i(function(t,e){if(!x(t))return t;var r=T(t);return r.path=\"/fonts/v1\"+r.path,y(r,e)}(n).replace(\"{fontstack}\",e).replace(\"{range}\",o+\"-\"+s),t.ResourceType.Glyphs);t.getArrayBuffer(l,function(e,r){if(e)a(e);else if(r){for(var n={},i=0,o=t.default$3(r.data);i<o.length;i+=1){var s=o[i];n[s.id]=s}a(null,n)}})},B.TinySDF=I;var N=function(){this.specification=t.default$5.light.position};N.prototype.possiblyEvaluate=function(e,r){return t.sphericalToCartesian(e.expression.evaluate(r))},N.prototype.interpolate=function(e,r,n){return{x:t.number(e.x,r.x,n),y:t.number(e.y,r.y,n),z:t.number(e.z,r.z,n)}};var j=new t.Properties({anchor:new t.DataConstantProperty(t.default$5.light.anchor),position:new N,color:new t.DataConstantProperty(t.default$5.light.color),intensity:new t.DataConstantProperty(t.default$5.light.intensity)}),V=function(e){function r(r){e.call(this),this._transitionable=new t.Transitionable(j),this.setLight(r),this._transitioning=this._transitionable.untransitioned()}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.getLight=function(){return this._transitionable.serialize()},r.prototype.setLight=function(e){if(!this._validate(t.validateLight,e))for(var r in e){var n=e[r];t.endsWith(r,\"-transition\")?this._transitionable.setTransition(r.slice(0,-\"-transition\".length),n):this._transitionable.setValue(r,n)}},r.prototype.updateTransitions=function(t){this._transitioning=this._transitionable.transitioned(t,this._transitioning)},r.prototype.hasTransition=function(){return this._transitioning.hasTransition()},r.prototype.recalculate=function(t){this.properties=this._transitioning.possiblyEvaluate(t)},r.prototype._validate=function(e,r){return t.emitValidationErrors(this,e.call(t.validateStyle,t.extend({value:r,style:{glyphs:!0,sprite:!0},styleSpec:t.default$5})))},r}(t.Evented),U=function(t,e){this.width=t,this.height=e,this.nextRow=0,this.bytes=4,this.data=new Uint8Array(this.width*this.height*this.bytes),this.positions={}};U.prototype.getDash=function(t,e){var r=t.join(\",\")+String(e);return this.positions[r]||(this.positions[r]=this.addDash(t,e)),this.positions[r]},U.prototype.addDash=function(e,r){var n=r?7:0,i=2*n+1;if(this.nextRow+i>this.height)return t.warnOnce(\"LineAtlas out of space\"),null;for(var a=0,o=0;o<e.length;o++)a+=e[o];for(var s=this.width/a,l=s/2,c=e.length%2==1,u=-n;u<=n;u++)for(var h=this.nextRow+n+u,f=this.width*h,p=c?-e[e.length-1]:0,d=e[0],g=1,v=0;v<this.width;v++){for(;d<v/s;)p=d,d+=e[g],c&&g===e.length-1&&(d+=e[0]),g++;var m=Math.abs(v-p*s),y=Math.abs(v-d*s),x=Math.min(m,y),b=g%2==1,_=void 0;if(r){var w=n?u/n*(l+1):0;if(b){var k=l-Math.abs(w);_=Math.sqrt(x*x+k*k)}else _=l-Math.sqrt(x*x+w*w)}else _=(b?1:-1)*x;this.data[3+4*(f+v)]=Math.max(0,Math.min(255,_+128))}var A={y:(this.nextRow+n+.5)/this.height,height:2*n/this.height,width:a};return this.nextRow+=i,this.dirty=!0,A},U.prototype.bind=function(t){var e=t.gl;this.texture?(e.bindTexture(e.TEXTURE_2D,this.texture),this.dirty&&(this.dirty=!1,e.texSubImage2D(e.TEXTURE_2D,0,0,0,this.width,this.height,e.RGBA,e.UNSIGNED_BYTE,this.data))):(this.texture=e.createTexture(),e.bindTexture(e.TEXTURE_2D,this.texture),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_WRAP_S,e.REPEAT),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_WRAP_T,e.REPEAT),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MIN_FILTER,e.LINEAR),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MAG_FILTER,e.LINEAR),e.texImage2D(e.TEXTURE_2D,0,e.RGBA,this.width,this.height,0,e.RGBA,e.UNSIGNED_BYTE,this.data))};var q=function e(r,n){this.workerPool=r,this.actors=[],this.currentActor=0,this.id=t.uniqueId();for(var i=this.workerPool.acquire(this.id),a=0;a<i.length;a++){var o=i[a],s=new e.Actor(o,n,this.id);s.name=\"Worker \"+a,this.actors.push(s)}};function H(e,r,n){var i=function(e,r){if(e)return n(e);if(r){var i=t.pick(r,[\"tiles\",\"minzoom\",\"maxzoom\",\"attribution\",\"mapbox_logo\",\"bounds\"]);r.vector_layers&&(i.vectorLayers=r.vector_layers,i.vectorLayerIds=i.vectorLayers.map(function(t){return t.id})),n(null,i)}};e.url?t.getJSON(r(b(e.url),t.ResourceType.Source),i):a.frame(function(){return i(null,e)})}q.prototype.broadcast=function(e,r,n){n=n||function(){},t.asyncAll(this.actors,function(t,n){t.send(e,r,n)},n)},q.prototype.send=function(t,e,r,n){return(\"number\"!=typeof n||isNaN(n))&&(n=this.currentActor=(this.currentActor+1)%this.actors.length),this.actors[n].send(t,e,r),n},q.prototype.remove=function(){this.actors.forEach(function(t){t.remove()}),this.actors=[],this.workerPool.release(this.id)},q.Actor=t.default$7;var G=function(t,e){if(isNaN(t)||isNaN(e))throw new Error(\"Invalid LngLat object: (\"+t+\", \"+e+\")\");if(this.lng=+t,this.lat=+e,this.lat>90||this.lat<-90)throw new Error(\"Invalid LngLat latitude value: must be between -90 and 90\")};G.prototype.wrap=function(){return new G(t.wrap(this.lng,-180,180),this.lat)},G.prototype.toArray=function(){return[this.lng,this.lat]},G.prototype.toString=function(){return\"LngLat(\"+this.lng+\", \"+this.lat+\")\"},G.prototype.toBounds=function(t){var e=360*t/40075017,r=e/Math.cos(Math.PI/180*this.lat);return new Y(new G(this.lng-r,this.lat-e),new G(this.lng+r,this.lat+e))},G.convert=function(t){if(t instanceof G)return t;if(Array.isArray(t)&&(2===t.length||3===t.length))return new G(Number(t[0]),Number(t[1]));if(!Array.isArray(t)&&\"object\"==typeof t&&null!==t)return new G(Number(t.lng),Number(t.lat));throw new Error(\"`LngLatLike` argument must be specified as a LngLat instance, an object {lng: <lng>, lat: <lat>}, or an array of [<lng>, <lat>]\")};var Y=function(t,e){t&&(e?this.setSouthWest(t).setNorthEast(e):4===t.length?this.setSouthWest([t[0],t[1]]).setNorthEast([t[2],t[3]]):this.setSouthWest(t[0]).setNorthEast(t[1]))};Y.prototype.setNorthEast=function(t){return this._ne=t instanceof G?new G(t.lng,t.lat):G.convert(t),this},Y.prototype.setSouthWest=function(t){return this._sw=t instanceof G?new G(t.lng,t.lat):G.convert(t),this},Y.prototype.extend=function(t){var e,r,n=this._sw,i=this._ne;if(t instanceof G)e=t,r=t;else{if(!(t instanceof Y))return Array.isArray(t)?t.every(Array.isArray)?this.extend(Y.convert(t)):this.extend(G.convert(t)):this;if(e=t._sw,r=t._ne,!e||!r)return this}return n||i?(n.lng=Math.min(e.lng,n.lng),n.lat=Math.min(e.lat,n.lat),i.lng=Math.max(r.lng,i.lng),i.lat=Math.max(r.lat,i.lat)):(this._sw=new G(e.lng,e.lat),this._ne=new G(r.lng,r.lat)),this},Y.prototype.getCenter=function(){return new G((this._sw.lng+this._ne.lng)/2,(this._sw.lat+this._ne.lat)/2)},Y.prototype.getSouthWest=function(){return this._sw},Y.prototype.getNorthEast=function(){return this._ne},Y.prototype.getNorthWest=function(){return new G(this.getWest(),this.getNorth())},Y.prototype.getSouthEast=function(){return new G(this.getEast(),this.getSouth())},Y.prototype.getWest=function(){return this._sw.lng},Y.prototype.getSouth=function(){return this._sw.lat},Y.prototype.getEast=function(){return this._ne.lng},Y.prototype.getNorth=function(){return this._ne.lat},Y.prototype.toArray=function(){return[this._sw.toArray(),this._ne.toArray()]},Y.prototype.toString=function(){return\"LngLatBounds(\"+this._sw.toString()+\", \"+this._ne.toString()+\")\"},Y.prototype.isEmpty=function(){return!(this._sw&&this._ne)},Y.convert=function(t){return!t||t instanceof Y?t:new Y(t)};var W=function(t,e,r){this.bounds=Y.convert(this.validateBounds(t)),this.minzoom=e||0,this.maxzoom=r||24};W.prototype.validateBounds=function(t){return Array.isArray(t)&&4===t.length?[Math.max(-180,t[0]),Math.max(-90,t[1]),Math.min(180,t[2]),Math.min(90,t[3])]:[-180,-90,180,90]},W.prototype.contains=function(t){var e=Math.floor(this.lngX(this.bounds.getWest(),t.z)),r=Math.floor(this.latY(this.bounds.getNorth(),t.z)),n=Math.ceil(this.lngX(this.bounds.getEast(),t.z)),i=Math.ceil(this.latY(this.bounds.getSouth(),t.z));return t.x>=e&&t.x<n&&t.y>=r&&t.y<i},W.prototype.lngX=function(t,e){return(t+180)*(Math.pow(2,e)/360)},W.prototype.latY=function(e,r){var n=t.clamp(Math.sin(Math.PI/180*e),-.9999,.9999),i=Math.pow(2,r)/(2*Math.PI);return Math.pow(2,r-1)+.5*Math.log((1+n)/(1-n))*-i};var X=function(e){function r(r,n,i,a){if(e.call(this),this.id=r,this.dispatcher=i,this.type=\"vector\",this.minzoom=0,this.maxzoom=22,this.scheme=\"xyz\",this.tileSize=512,this.reparseOverscaled=!0,this.isTileClipped=!0,t.extend(this,t.pick(n,[\"url\",\"scheme\",\"tileSize\"])),this._options=t.extend({type:\"vector\"},n),this._collectResourceTiming=n.collectResourceTiming,512!==this.tileSize)throw new Error(\"vector tile sources must have a tileSize of 512\");this.setEventedParent(a)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),H(this._options,this.map._transformRequest,function(r,n){r?e.fire(new t.ErrorEvent(r)):n&&(t.extend(e,n),n.bounds&&(e.tileBounds=new W(n.bounds,e.minzoom,e.maxzoom)),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"content\"})))})},r.prototype.hasTile=function(t){return!this.tileBounds||this.tileBounds.contains(t.canonical)},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.serialize=function(){return t.extend({},this._options)},r.prototype.loadTile=function(e,r){var n=k(e.tileID.canonical.url(this.tiles,this.scheme),this.url),i={request:this.map._transformRequest(n,t.ResourceType.Tile),uid:e.uid,tileID:e.tileID,zoom:e.tileID.overscaledZ,tileSize:this.tileSize*e.tileID.overscaleFactor(),type:this.type,source:this.id,pixelRatio:a.devicePixelRatio,showCollisionBoxes:this.map.showCollisionBoxes};function o(t,n){return e.aborted?r(null):t?r(t):(n&&n.resourceTiming&&(e.resourceTiming=n.resourceTiming),this.map._refreshExpiredTiles&&e.setExpiryData(n),e.loadVectorData(n,this.map.painter),r(null),void(e.reloadCallback&&(this.loadTile(e,e.reloadCallback),e.reloadCallback=null)))}i.request.collectResourceTiming=this._collectResourceTiming,void 0===e.workerID||\"expired\"===e.state?e.workerID=this.dispatcher.send(\"loadTile\",i,o.bind(this)):\"loading\"===e.state?e.reloadCallback=r:this.dispatcher.send(\"reloadTile\",i,o.bind(this),e.workerID)},r.prototype.abortTile=function(t){this.dispatcher.send(\"abortTile\",{uid:t.uid,type:this.type,source:this.id},void 0,t.workerID)},r.prototype.unloadTile=function(t){t.unloadVectorData(),this.dispatcher.send(\"removeTile\",{uid:t.uid,type:this.type,source:this.id},void 0,t.workerID)},r.prototype.hasTransition=function(){return!1},r}(t.Evented),Z=function(e){function r(r,n,i,a){e.call(this),this.id=r,this.dispatcher=i,this.setEventedParent(a),this.type=\"raster\",this.minzoom=0,this.maxzoom=22,this.roundZoom=!0,this.scheme=\"xyz\",this.tileSize=512,this._loaded=!1,this._options=t.extend({},n),t.extend(this,t.pick(n,[\"url\",\"scheme\",\"tileSize\"]))}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),H(this._options,this.map._transformRequest,function(r,n){r?e.fire(new t.ErrorEvent(r)):n&&(t.extend(e,n),n.bounds&&(e.tileBounds=new W(n.bounds,e.minzoom,e.maxzoom)),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"content\"})))})},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.serialize=function(){return t.extend({},this._options)},r.prototype.hasTile=function(t){return!this.tileBounds||this.tileBounds.contains(t.canonical)},r.prototype.loadTile=function(e,r){var n=this,i=k(e.tileID.canonical.url(this.tiles,this.scheme),this.url,this.tileSize);e.request=t.getImage(this.map._transformRequest(i,t.ResourceType.Tile),function(t,i){if(delete e.request,e.aborted)e.state=\"unloaded\",r(null);else if(t)e.state=\"errored\",r(t);else if(i){n.map._refreshExpiredTiles&&e.setExpiryData(i),delete i.cacheControl,delete i.expires;var a=n.map.painter.context,o=a.gl;e.texture=n.map.painter.getTileTexture(i.width),e.texture?e.texture.update(i,{useMipmap:!0}):(e.texture=new z(a,i,o.RGBA,{useMipmap:!0}),e.texture.bind(o.LINEAR,o.CLAMP_TO_EDGE,o.LINEAR_MIPMAP_NEAREST),a.extTextureFilterAnisotropic&&o.texParameterf(o.TEXTURE_2D,a.extTextureFilterAnisotropic.TEXTURE_MAX_ANISOTROPY_EXT,a.extTextureFilterAnisotropicMax)),e.state=\"loaded\",r(null)}})},r.prototype.abortTile=function(t,e){t.request&&(t.request.abort(),delete t.request),e()},r.prototype.unloadTile=function(t,e){t.texture&&this.map.painter.saveTileTexture(t.texture),e()},r.prototype.hasTransition=function(){return!1},r}(t.Evented),$=function(e){function r(r,n,i,a){e.call(this,r,n,i,a),this.type=\"raster-dem\",this.maxzoom=22,this._options=t.extend({},n),this.encoding=n.encoding||\"mapbox\"}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.serialize=function(){return{type:\"raster-dem\",url:this.url,tileSize:this.tileSize,tiles:this.tiles,bounds:this.bounds,encoding:this.encoding}},r.prototype.loadTile=function(e,r){var n=k(e.tileID.canonical.url(this.tiles,this.scheme),this.url,this.tileSize);e.request=t.getImage(this.map._transformRequest(n,t.ResourceType.Tile),function(t,n){if(delete e.request,e.aborted)e.state=\"unloaded\",r(null);else if(t)e.state=\"errored\",r(t);else if(n){this.map._refreshExpiredTiles&&e.setExpiryData(n),delete n.cacheControl,delete n.expires;var i=a.getImageData(n),o={uid:e.uid,coord:e.tileID,source:this.id,rawImageData:i,encoding:this.encoding};e.workerID&&\"expired\"!==e.state||(e.workerID=this.dispatcher.send(\"loadDEMTile\",o,function(t,n){t&&(e.state=\"errored\",r(t)),n&&(e.dem=n,e.needsHillshadePrepare=!0,e.state=\"loaded\",r(null))}.bind(this)))}}.bind(this)),e.neighboringTiles=this._getNeighboringTiles(e.tileID)},r.prototype._getNeighboringTiles=function(e){var r=e.canonical,n=Math.pow(2,r.z),i=(r.x-1+n)%n,a=0===r.x?e.wrap-1:e.wrap,o=(r.x+1+n)%n,s=r.x+1===n?e.wrap+1:e.wrap,l={};return l[new t.OverscaledTileID(e.overscaledZ,a,r.z,i,r.y).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,s,r.z,o,r.y).key]={backfilled:!1},r.y>0&&(l[new t.OverscaledTileID(e.overscaledZ,a,r.z,i,r.y-1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,e.wrap,r.z,r.x,r.y-1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,s,r.z,o,r.y-1).key]={backfilled:!1}),r.y+1<n&&(l[new t.OverscaledTileID(e.overscaledZ,a,r.z,i,r.y+1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,e.wrap,r.z,r.x,r.y+1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,s,r.z,o,r.y+1).key]={backfilled:!1}),l},r.prototype.unloadTile=function(t){t.demTexture&&this.map.painter.saveTileTexture(t.demTexture),t.fbo&&(t.fbo.destroy(),delete t.fbo),t.dem&&delete t.dem,delete t.neighboringTiles,t.state=\"unloaded\",this.dispatcher.send(\"removeDEMTile\",{uid:t.uid,source:this.id},void 0,t.workerID)},r}(Z),J=function(e){function r(r,n,i,a){e.call(this),this.id=r,this.type=\"geojson\",this.minzoom=0,this.maxzoom=18,this.tileSize=512,this.isTileClipped=!0,this.reparseOverscaled=!0,this._removed=!1,this.dispatcher=i,this.setEventedParent(a),this._data=n.data,this._options=t.extend({},n),this._collectResourceTiming=n.collectResourceTiming,this._resourceTiming=[],void 0!==n.maxzoom&&(this.maxzoom=n.maxzoom),n.type&&(this.type=n.type);var o=t.default$8/this.tileSize;this.workerOptions=t.extend({source:this.id,cluster:n.cluster||!1,geojsonVtOptions:{buffer:(void 0!==n.buffer?n.buffer:128)*o,tolerance:(void 0!==n.tolerance?n.tolerance:.375)*o,extent:t.default$8,maxZoom:this.maxzoom,lineMetrics:n.lineMetrics||!1},superclusterOptions:{maxZoom:void 0!==n.clusterMaxZoom?Math.min(n.clusterMaxZoom,this.maxzoom-1):this.maxzoom-1,extent:t.default$8,radius:(n.clusterRadius||50)*o,log:!1}},n.workerOptions)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._updateWorkerData(function(r){if(r)e.fire(new t.ErrorEvent(r));else{var n={dataType:\"source\",sourceDataType:\"metadata\"};e._collectResourceTiming&&e._resourceTiming&&e._resourceTiming.length>0&&(n.resourceTiming=e._resourceTiming,e._resourceTiming=[]),e.fire(new t.Event(\"data\",n))}})},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.setData=function(e){var r=this;return this._data=e,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._updateWorkerData(function(e){if(e)return r.fire(new t.ErrorEvent(e));var n={dataType:\"source\",sourceDataType:\"content\"};r._collectResourceTiming&&r._resourceTiming&&r._resourceTiming.length>0&&(n.resourceTiming=r._resourceTiming,r._resourceTiming=[]),r.fire(new t.Event(\"data\",n))}),this},r.prototype._updateWorkerData=function(e){var r,n,i=this,a=t.extend({},this.workerOptions),o=this._data;\"string\"==typeof o?(a.request=this.map._transformRequest((r=o,(n=t.default.document.createElement(\"a\")).href=r,n.href),t.ResourceType.Source),a.request.collectResourceTiming=this._collectResourceTiming):a.data=JSON.stringify(o),this.workerID=this.dispatcher.send(this.type+\".\"+a.source+\".loadData\",a,function(t,r){i._removed||r&&r.abandoned||(i._loaded=!0,r&&r.resourceTiming&&r.resourceTiming[i.id]&&(i._resourceTiming=r.resourceTiming[i.id].slice(0)),i.dispatcher.send(i.type+\".\"+a.source+\".coalesce\",null,null,i.workerID),e(t))},this.workerID)},r.prototype.loadTile=function(t,e){var r=this,n=void 0===t.workerID?\"loadTile\":\"reloadTile\",i={type:this.type,uid:t.uid,tileID:t.tileID,zoom:t.tileID.overscaledZ,maxZoom:this.maxzoom,tileSize:this.tileSize,source:this.id,pixelRatio:a.devicePixelRatio,showCollisionBoxes:this.map.showCollisionBoxes};t.workerID=this.dispatcher.send(n,i,function(i,a){return t.unloadVectorData(),t.aborted?e(null):i?e(i):(t.loadVectorData(a,r.map.painter,\"reloadTile\"===n),e(null))},this.workerID)},r.prototype.abortTile=function(t){t.aborted=!0},r.prototype.unloadTile=function(t){t.unloadVectorData(),this.dispatcher.send(\"removeTile\",{uid:t.uid,type:this.type,source:this.id},null,t.workerID)},r.prototype.onRemove=function(){this._removed=!0,this.dispatcher.send(\"removeSource\",{type:this.type,source:this.id},null,this.workerID)},r.prototype.serialize=function(){return t.extend({},this._options,{type:this.type,data:this._data})},r.prototype.hasTransition=function(){return!1},r}(t.Evented),K=t.createLayout([{name:\"a_pos\",type:\"Int16\",components:2},{name:\"a_texture_pos\",type:\"Int16\",components:2}]),Q=function(){this.boundProgram=null,this.boundLayoutVertexBuffer=null,this.boundPaintVertexBuffers=[],this.boundIndexBuffer=null,this.boundVertexOffset=null,this.boundDynamicVertexBuffer=null,this.vao=null};Q.prototype.bind=function(t,e,r,n,i,a,o,s){this.context=t;for(var l=this.boundPaintVertexBuffers.length!==n.length,c=0;!l&&c<n.length;c++)this.boundPaintVertexBuffers[c]!==n[c]&&(l=!0);var u=!this.vao||this.boundProgram!==e||this.boundLayoutVertexBuffer!==r||l||this.boundIndexBuffer!==i||this.boundVertexOffset!==a||this.boundDynamicVertexBuffer!==o||this.boundDynamicVertexBuffer2!==s;!t.extVertexArrayObject||u?this.freshBind(e,r,n,i,a,o,s):(t.bindVertexArrayOES.set(this.vao),o&&o.bind(),i&&i.dynamicDraw&&i.bind(),s&&s.bind())},Q.prototype.freshBind=function(t,e,r,n,i,a,o){var s,l=t.numAttributes,c=this.context,u=c.gl;if(c.extVertexArrayObject)this.vao&&this.destroy(),this.vao=c.extVertexArrayObject.createVertexArrayOES(),c.bindVertexArrayOES.set(this.vao),s=0,this.boundProgram=t,this.boundLayoutVertexBuffer=e,this.boundPaintVertexBuffers=r,this.boundIndexBuffer=n,this.boundVertexOffset=i,this.boundDynamicVertexBuffer=a,this.boundDynamicVertexBuffer2=o;else{s=c.currentNumAttributes||0;for(var h=l;h<s;h++)u.disableVertexAttribArray(h)}e.enableAttributes(u,t);for(var f=0,p=r;f<p.length;f+=1)p[f].enableAttributes(u,t);a&&a.enableAttributes(u,t),o&&o.enableAttributes(u,t),e.bind(),e.setVertexAttribPointers(u,t,i);for(var d=0,g=r;d<g.length;d+=1){var v=g[d];v.bind(),v.setVertexAttribPointers(u,t,i)}a&&(a.bind(),a.setVertexAttribPointers(u,t,i)),n&&n.bind(),o&&(o.bind(),o.setVertexAttribPointers(u,t,i)),c.currentNumAttributes=l},Q.prototype.destroy=function(){this.vao&&(this.context.extVertexArrayObject.deleteVertexArrayOES(this.vao),this.vao=null)};var tt=function(e){function r(t,r,n,i){e.call(this),this.id=t,this.dispatcher=n,this.coordinates=r.coordinates,this.type=\"image\",this.minzoom=0,this.maxzoom=22,this.tileSize=512,this.tiles={},this.setEventedParent(i),this.options=r}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this.url=this.options.url,t.getImage(this.map._transformRequest(this.url,t.ResourceType.Image),function(r,n){r?e.fire(new t.ErrorEvent(r)):n&&(e.image=a.getImageData(n),e._finishLoading())})},r.prototype._finishLoading=function(){this.map&&(this.setCoordinates(this.coordinates),this.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})))},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.setCoordinates=function(e){this.coordinates=e;var r=this.map,n=e.map(function(t){return r.transform.locationCoordinate(G.convert(t)).zoomTo(0)}),i=this.centerCoord=t.getCoordinatesCenter(n);i.column=Math.floor(i.column),i.row=Math.floor(i.row),this.tileID=new t.CanonicalTileID(i.zoom,i.column,i.row),this.minzoom=this.maxzoom=i.zoom;var a=n.map(function(e){var r=e.zoomTo(i.zoom);return new t.default$1(Math.round((r.column-i.column)*t.default$8),Math.round((r.row-i.row)*t.default$8))});return this._boundsArray=new t.RasterBoundsArray,this._boundsArray.emplaceBack(a[0].x,a[0].y,0,0),this._boundsArray.emplaceBack(a[1].x,a[1].y,t.default$8,0),this._boundsArray.emplaceBack(a[3].x,a[3].y,0,t.default$8),this._boundsArray.emplaceBack(a[2].x,a[2].y,t.default$8,t.default$8),this.boundsBuffer&&(this.boundsBuffer.destroy(),delete this.boundsBuffer),this.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"content\"})),this},r.prototype.prepare=function(){if(0!==Object.keys(this.tiles).length&&this.image){var t=this.map.painter.context,e=t.gl;for(var r in this.boundsBuffer||(this.boundsBuffer=t.createVertexBuffer(this._boundsArray,K.members)),this.boundsVAO||(this.boundsVAO=new Q),this.texture||(this.texture=new z(t,this.image,e.RGBA),this.texture.bind(e.LINEAR,e.CLAMP_TO_EDGE)),this.tiles){var n=this.tiles[r];\"loaded\"!==n.state&&(n.state=\"loaded\",n.texture=this.texture)}}},r.prototype.loadTile=function(t,e){this.tileID&&this.tileID.equals(t.tileID.canonical)?(this.tiles[String(t.tileID.wrap)]=t,t.buckets={},e(null)):(t.state=\"errored\",e(null))},r.prototype.serialize=function(){return{type:\"image\",url:this.options.url,coordinates:this.coordinates}},r.prototype.hasTransition=function(){return!1},r}(t.Evented),et=function(e){function r(t,r,n,i){e.call(this,t,r,n,i),this.roundZoom=!0,this.type=\"video\",this.options=r}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this,r=this.options;this.urls=[];for(var n=0,i=r.urls;n<i.length;n+=1){var a=i[n];e.urls.push(e.map._transformRequest(a,t.ResourceType.Source).url)}t.getVideo(this.urls,function(r,n){r?e.fire(new t.ErrorEvent(r)):n&&(e.video=n,e.video.loop=!0,e.video.addEventListener(\"playing\",function(){e.map._rerender()}),e.map&&e.video.play(),e._finishLoading())})},r.prototype.getVideo=function(){return this.video},r.prototype.onAdd=function(t){this.map||(this.map=t,this.load(),this.video&&(this.video.play(),this.setCoordinates(this.coordinates)))},r.prototype.prepare=function(){if(!(0===Object.keys(this.tiles).length||this.video.readyState<2)){var t=this.map.painter.context,e=t.gl;for(var r in this.boundsBuffer||(this.boundsBuffer=t.createVertexBuffer(this._boundsArray,K.members)),this.boundsVAO||(this.boundsVAO=new Q),this.texture?this.video.paused||(this.texture.bind(e.LINEAR,e.CLAMP_TO_EDGE),e.texSubImage2D(e.TEXTURE_2D,0,0,0,e.RGBA,e.UNSIGNED_BYTE,this.video)):(this.texture=new z(t,this.video,e.RGBA),this.texture.bind(e.LINEAR,e.CLAMP_TO_EDGE)),this.tiles){var n=this.tiles[r];\"loaded\"!==n.state&&(n.state=\"loaded\",n.texture=this.texture)}}},r.prototype.serialize=function(){return{type:\"video\",urls:this.urls,coordinates:this.coordinates}},r.prototype.hasTransition=function(){return this.video&&!this.video.paused},r}(tt),rt=function(e){function r(r,n,i,a){e.call(this,r,n,i,a),n.coordinates?Array.isArray(n.coordinates)&&4===n.coordinates.length&&!n.coordinates.some(function(t){return!Array.isArray(t)||2!==t.length||t.some(function(t){return\"number\"!=typeof t})})||this.fire(new t.ErrorEvent(new t.default$9(\"sources.\"+r,null,'\"coordinates\" property must be an array of 4 longitude/latitude array pairs'))):this.fire(new t.ErrorEvent(new t.default$9(\"sources.\"+r,null,'missing required property \"coordinates\"'))),n.animate&&\"boolean\"!=typeof n.animate&&this.fire(new t.ErrorEvent(new t.default$9(\"sources.\"+r,null,'optional \"animate\" property must be a boolean value'))),n.canvas?\"string\"==typeof n.canvas||n.canvas instanceof t.default.HTMLCanvasElement||this.fire(new t.ErrorEvent(new t.default$9(\"sources.\"+r,null,'\"canvas\" must be either a string representing the ID of the canvas element from which to read, or an HTMLCanvasElement instance'))):this.fire(new t.ErrorEvent(new t.default$9(\"sources.\"+r,null,'missing required property \"canvas\"'))),this.options=n,this.animate=void 0===n.animate||n.animate}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){this.canvas||(this.canvas=this.options.canvas instanceof t.default.HTMLCanvasElement?this.options.canvas:t.default.document.getElementById(this.options.canvas)),this.width=this.canvas.width,this.height=this.canvas.height,this._hasInvalidDimensions()?this.fire(new t.ErrorEvent(new Error(\"Canvas dimensions cannot be less than or equal to zero.\"))):(this.play=function(){this._playing=!0,this.map._rerender()},this.pause=function(){this._playing=!1},this._finishLoading())},r.prototype.getCanvas=function(){return this.canvas},r.prototype.onAdd=function(t){this.map=t,this.load(),this.canvas&&this.animate&&this.play()},r.prototype.onRemove=function(){this.pause()},r.prototype.prepare=function(){var t=!1;if(this.canvas.width!==this.width&&(this.width=this.canvas.width,t=!0),this.canvas.height!==this.height&&(this.height=this.canvas.height,t=!0),!this._hasInvalidDimensions()&&0!==Object.keys(this.tiles).length){var e=this.map.painter.context,r=e.gl;for(var n in this.boundsBuffer||(this.boundsBuffer=e.createVertexBuffer(this._boundsArray,K.members)),this.boundsVAO||(this.boundsVAO=new Q),this.texture?t?this.texture.update(this.canvas):this._playing&&(this.texture.bind(r.LINEAR,r.CLAMP_TO_EDGE),r.texSubImage2D(r.TEXTURE_2D,0,0,0,r.RGBA,r.UNSIGNED_BYTE,this.canvas)):(this.texture=new z(e,this.canvas,r.RGBA),this.texture.bind(r.LINEAR,r.CLAMP_TO_EDGE)),this.tiles){var i=this.tiles[n];\"loaded\"!==i.state&&(i.state=\"loaded\",i.texture=this.texture)}}},r.prototype.serialize=function(){return{type:\"canvas\",coordinates:this.coordinates}},r.prototype.hasTransition=function(){return this._playing},r.prototype._hasInvalidDimensions=function(){for(var t=0,e=[this.canvas.width,this.canvas.height];t<e.length;t+=1){var r=e[t];if(isNaN(r)||r<=0)return!0}return!1},r}(tt),nt={vector:X,raster:Z,\"raster-dem\":$,geojson:J,video:et,image:tt,canvas:rt},it=function(e,r,n,i){var a=new nt[r.type](e,r,n,i);if(a.id!==e)throw new Error(\"Expected Source id to be \"+e+\" instead of \"+a.id);return t.bindAll([\"load\",\"abort\",\"unload\",\"serialize\",\"prepare\"],a),a};function at(t,e,r,n,i){var a=i.maxPitchScaleFactor(),o=t.tilesIn(r,a);o.sort(ot);for(var s=[],l=0,c=o;l<c.length;l+=1){var u=c[l];s.push({wrappedTileID:u.tileID.wrapped().key,queryResults:u.tile.queryRenderedFeatures(e,u.queryGeometry,u.scale,n,i,a,t.transform.calculatePosMatrix(u.tileID.toUnwrapped()))})}return function(t){for(var e={},r={},n=0,i=t;n<i.length;n+=1){var a=i[n],o=a.queryResults,s=a.wrappedTileID,l=r[s]=r[s]||{};for(var c in o)for(var u=o[c],h=l[c]=l[c]||{},f=e[c]=e[c]||[],p=0,d=u;p<d.length;p+=1){var g=d[p];h[g.featureIndex]||(h[g.featureIndex]=!0,f.push(g.feature))}}return e}(s)}function ot(t,e){var r=t.tileID,n=e.tileID;return r.overscaledZ-n.overscaledZ||r.canonical.y-n.canonical.y||r.wrap-n.wrap||r.canonical.x-n.canonical.x}var st=function(e,r){this.tileID=e,this.uid=t.uniqueId(),this.uses=0,this.tileSize=r,this.buckets={},this.expirationTime=null,this.queryPadding=0,this.expiredRequestCount=0,this.state=\"loading\"};st.prototype.registerFadeDuration=function(t){var e=t+this.timeAdded;e<a.now()||this.fadeEndTime&&e<this.fadeEndTime||(this.fadeEndTime=e)},st.prototype.wasRequested=function(){return\"errored\"===this.state||\"loaded\"===this.state||\"reloading\"===this.state},st.prototype.loadVectorData=function(e,r,n){if(this.hasData()&&this.unloadVectorData(),this.state=\"loaded\",e){if(e.featureIndex&&(this.latestFeatureIndex=e.featureIndex,e.rawTileData?(this.latestRawTileData=e.rawTileData,this.latestFeatureIndex.rawTileData=e.rawTileData):this.latestRawTileData&&(this.latestFeatureIndex.rawTileData=this.latestRawTileData)),this.collisionBoxArray=e.collisionBoxArray,this.buckets=function(t,e){var r={};if(!e)return r;for(var n=0,i=t;n<i.length;n+=1){var a=i[n],o=a.layerIds.map(function(t){return e.getLayer(t)}).filter(Boolean);if(0!==o.length){a.layers=o;for(var s=0,l=o;s<l.length;s+=1)r[l[s].id]=a}}return r}(e.buckets,r.style),n)for(var i in this.buckets){var a=this.buckets[i];a instanceof t.default$14&&(a.justReloaded=!0)}for(var o in this.queryPadding=0,this.buckets){var s=this.buckets[o];this.queryPadding=Math.max(this.queryPadding,r.style.getLayer(s.layerIds[0]).queryRadius(s))}e.iconAtlasImage&&(this.iconAtlasImage=e.iconAtlasImage),e.glyphAtlasImage&&(this.glyphAtlasImage=e.glyphAtlasImage)}else this.collisionBoxArray=new t.CollisionBoxArray},st.prototype.unloadVectorData=function(){for(var t in this.buckets)this.buckets[t].destroy();this.buckets={},this.iconAtlasTexture&&this.iconAtlasTexture.destroy(),this.glyphAtlasTexture&&this.glyphAtlasTexture.destroy(),this.latestFeatureIndex=null,this.state=\"unloaded\"},st.prototype.unloadDEMData=function(){this.dem=null,this.neighboringTiles=null,this.state=\"unloaded\"},st.prototype.getBucket=function(t){return this.buckets[t.id]},st.prototype.upload=function(t){for(var e in this.buckets){var r=this.buckets[e];r.uploaded||(r.upload(t),r.uploaded=!0)}var n=t.gl;this.iconAtlasImage&&(this.iconAtlasTexture=new z(t,this.iconAtlasImage,n.RGBA),this.iconAtlasImage=null),this.glyphAtlasImage&&(this.glyphAtlasTexture=new z(t,this.glyphAtlasImage,n.ALPHA),this.glyphAtlasImage=null)},st.prototype.queryRenderedFeatures=function(t,e,r,n,i,a,o){return this.latestFeatureIndex&&this.latestFeatureIndex.rawTileData?this.latestFeatureIndex.query({queryGeometry:e,scale:r,tileSize:this.tileSize,posMatrix:o,transform:i,params:n,queryPadding:this.queryPadding*a},t):{}},st.prototype.querySourceFeatures=function(e,r){if(this.latestFeatureIndex&&this.latestFeatureIndex.rawTileData){var n=this.latestFeatureIndex.loadVTLayers(),i=r?r.sourceLayer:\"\",a=n._geojsonTileLayer||n[i];if(a)for(var o=t.default$13(r&&r.filter),s={z:this.tileID.overscaledZ,x:this.tileID.canonical.x,y:this.tileID.canonical.y},l=0;l<a.length;l++){var c=a.feature(l);if(o(new t.default$16(this.tileID.overscaledZ),c)){var u=new t.default$12(c,s.z,s.x,s.y);u.tile=s,e.push(u)}}}},st.prototype.clearMask=function(){this.segments&&(this.segments.destroy(),delete this.segments),this.maskedBoundsBuffer&&(this.maskedBoundsBuffer.destroy(),delete this.maskedBoundsBuffer),this.maskedIndexBuffer&&(this.maskedIndexBuffer.destroy(),delete this.maskedIndexBuffer)},st.prototype.setMask=function(e,r){if(!t.default$10(this.mask,e)&&(this.mask=e,this.clearMask(),!t.default$10(e,{0:!0}))){var n=new t.RasterBoundsArray,i=new t.TriangleIndexArray;this.segments=new t.default$15,this.segments.prepareSegment(0,n,i);for(var a=Object.keys(e),o=0;o<a.length;o++){var s=e[a[o]],l=t.default$8>>s.z,c=new t.default$1(s.x*l,s.y*l),u=new t.default$1(c.x+l,c.y+l),h=this.segments.prepareSegment(4,n,i);n.emplaceBack(c.x,c.y,c.x,c.y),n.emplaceBack(u.x,c.y,u.x,c.y),n.emplaceBack(c.x,u.y,c.x,u.y),n.emplaceBack(u.x,u.y,u.x,u.y);var f=h.vertexLength;i.emplaceBack(f,f+1,f+2),i.emplaceBack(f+1,f+2,f+3),h.vertexLength+=4,h.primitiveLength+=2}this.maskedBoundsBuffer=r.createVertexBuffer(n,K.members),this.maskedIndexBuffer=r.createIndexBuffer(i)}},st.prototype.hasData=function(){return\"loaded\"===this.state||\"reloading\"===this.state||\"expired\"===this.state},st.prototype.setExpiryData=function(e){var r=this.expirationTime;if(e.cacheControl){var n=t.parseCacheControl(e.cacheControl);n[\"max-age\"]&&(this.expirationTime=Date.now()+1e3*n[\"max-age\"])}else e.expires&&(this.expirationTime=new Date(e.expires).getTime());if(this.expirationTime){var i=Date.now(),a=!1;if(this.expirationTime>i)a=!1;else if(r)if(this.expirationTime<r)a=!0;else{var o=this.expirationTime-r;o?this.expirationTime=i+Math.max(o,3e4):a=!0}else a=!0;a?(this.expiredRequestCount++,this.state=\"expired\"):this.expiredRequestCount=0}},st.prototype.getExpiryTimeout=function(){if(this.expirationTime)return this.expiredRequestCount?1e3*(1<<Math.min(this.expiredRequestCount-1,31)):Math.min(this.expirationTime-(new Date).getTime(),Math.pow(2,31)-1)};var lt=function(t,e){this.max=t,this.onRemove=e,this.reset()};lt.prototype.reset=function(){for(var t in this.data)for(var e=0,r=this.data[t];e<r.length;e+=1){var n=r[e];n.timeout&&clearTimeout(n.timeout),this.onRemove(n.value)}return this.data={},this.order=[],this},lt.prototype.add=function(t,e,r){var n=this,i=t.wrapped().key;void 0===this.data[i]&&(this.data[i]=[]);var a={value:e,timeout:void 0};if(void 0!==r&&(a.timeout=setTimeout(function(){n.remove(t,a)},r)),this.data[i].push(a),this.order.push(i),this.order.length>this.max){var o=this._getAndRemoveByKey(this.order[0]);o&&this.onRemove(o)}return this},lt.prototype.has=function(t){return t.wrapped().key in this.data},lt.prototype.getAndRemove=function(t){return this.has(t)?this._getAndRemoveByKey(t.wrapped().key):null},lt.prototype._getAndRemoveByKey=function(t){var e=this.data[t].shift();return e.timeout&&clearTimeout(e.timeout),0===this.data[t].length&&delete this.data[t],this.order.splice(this.order.indexOf(t),1),e.value},lt.prototype.get=function(t){return this.has(t)?this.data[t.wrapped().key][0].value:null},lt.prototype.remove=function(t,e){if(!this.has(t))return this;var r=t.wrapped().key,n=void 0===e?0:this.data[r].indexOf(e),i=this.data[r][n];return this.data[r].splice(n,1),i.timeout&&clearTimeout(i.timeout),0===this.data[r].length&&delete this.data[r],this.onRemove(i.value),this.order.splice(this.order.indexOf(r),1),this},lt.prototype.setMaxSize=function(t){for(this.max=t;this.order.length>this.max;){var e=this._getAndRemoveByKey(this.order[0]);e&&this.onRemove(e)}return this};var ct=function(t,e,r){this.context=t;var n=t.gl;this.buffer=n.createBuffer(),this.dynamicDraw=Boolean(r),this.unbindVAO(),t.bindElementBuffer.set(this.buffer),n.bufferData(n.ELEMENT_ARRAY_BUFFER,e.arrayBuffer,this.dynamicDraw?n.DYNAMIC_DRAW:n.STATIC_DRAW),this.dynamicDraw||delete e.arrayBuffer};ct.prototype.unbindVAO=function(){this.context.extVertexArrayObject&&this.context.bindVertexArrayOES.set(null)},ct.prototype.bind=function(){this.context.bindElementBuffer.set(this.buffer)},ct.prototype.updateData=function(t){var e=this.context.gl;this.unbindVAO(),this.bind(),e.bufferSubData(e.ELEMENT_ARRAY_BUFFER,0,t.arrayBuffer)},ct.prototype.destroy=function(){var t=this.context.gl;this.buffer&&(t.deleteBuffer(this.buffer),delete this.buffer)};var ut={Int8:\"BYTE\",Uint8:\"UNSIGNED_BYTE\",Int16:\"SHORT\",Uint16:\"UNSIGNED_SHORT\",Int32:\"INT\",Uint32:\"UNSIGNED_INT\",Float32:\"FLOAT\"},ht=function(t,e,r,n){this.length=e.length,this.attributes=r,this.itemSize=e.bytesPerElement,this.dynamicDraw=n,this.context=t;var i=t.gl;this.buffer=i.createBuffer(),t.bindVertexBuffer.set(this.buffer),i.bufferData(i.ARRAY_BUFFER,e.arrayBuffer,this.dynamicDraw?i.DYNAMIC_DRAW:i.STATIC_DRAW),this.dynamicDraw||delete e.arrayBuffer};ht.prototype.bind=function(){this.context.bindVertexBuffer.set(this.buffer)},ht.prototype.updateData=function(t){var e=this.context.gl;this.bind(),e.bufferSubData(e.ARRAY_BUFFER,0,t.arrayBuffer)},ht.prototype.enableAttributes=function(t,e){for(var r=0;r<this.attributes.length;r++){var n=this.attributes[r],i=e.attributes[n.name];void 0!==i&&t.enableVertexAttribArray(i)}},ht.prototype.setVertexAttribPointers=function(t,e,r){for(var n=0;n<this.attributes.length;n++){var i=this.attributes[n],a=e.attributes[i.name];void 0!==a&&t.vertexAttribPointer(a,i.components,t[ut[i.type]],!1,this.itemSize,i.offset+this.itemSize*(r||0))}},ht.prototype.destroy=function(){var t=this.context.gl;this.buffer&&(t.deleteBuffer(this.buffer),delete this.buffer)};var ft=function(e){this.context=e,this.current=t.default$6.transparent};ft.prototype.get=function(){return this.current},ft.prototype.set=function(t){var e=this.current;t.r===e.r&&t.g===e.g&&t.b===e.b&&t.a===e.a||(this.context.gl.clearColor(t.r,t.g,t.b,t.a),this.current=t)};var pt=function(t){this.context=t,this.current=1};pt.prototype.get=function(){return this.current},pt.prototype.set=function(t){this.current!==t&&(this.context.gl.clearDepth(t),this.current=t)};var dt=function(t){this.context=t,this.current=0};dt.prototype.get=function(){return this.current},dt.prototype.set=function(t){this.current!==t&&(this.context.gl.clearStencil(t),this.current=t)};var gt=function(t){this.context=t,this.current=[!0,!0,!0,!0]};gt.prototype.get=function(){return this.current},gt.prototype.set=function(t){var e=this.current;t[0]===e[0]&&t[1]===e[1]&&t[2]===e[2]&&t[3]===e[3]||(this.context.gl.colorMask(t[0],t[1],t[2],t[3]),this.current=t)};var vt=function(t){this.context=t,this.current=!0};vt.prototype.get=function(){return this.current},vt.prototype.set=function(t){this.current!==t&&(this.context.gl.depthMask(t),this.current=t)};var mt=function(t){this.context=t,this.current=255};mt.prototype.get=function(){return this.current},mt.prototype.set=function(t){this.current!==t&&(this.context.gl.stencilMask(t),this.current=t)};var yt=function(t){this.context=t,this.current={func:t.gl.ALWAYS,ref:0,mask:255}};yt.prototype.get=function(){return this.current},yt.prototype.set=function(t){var e=this.current;t.func===e.func&&t.ref===e.ref&&t.mask===e.mask||(this.context.gl.stencilFunc(t.func,t.ref,t.mask),this.current=t)};var xt=function(t){this.context=t;var e=this.context.gl;this.current=[e.KEEP,e.KEEP,e.KEEP]};xt.prototype.get=function(){return this.current},xt.prototype.set=function(t){var e=this.current;t[0]===e[0]&&t[1]===e[1]&&t[2]===e[2]||(this.context.gl.stencilOp(t[0],t[1],t[2]),this.current=t)};var bt=function(t){this.context=t,this.current=!1};bt.prototype.get=function(){return this.current},bt.prototype.set=function(t){if(this.current!==t){var e=this.context.gl;t?e.enable(e.STENCIL_TEST):e.disable(e.STENCIL_TEST),this.current=t}};var _t=function(t){this.context=t,this.current=[0,1]};_t.prototype.get=function(){return this.current},_t.prototype.set=function(t){var e=this.current;t[0]===e[0]&&t[1]===e[1]||(this.context.gl.depthRange(t[0],t[1]),this.current=t)};var wt=function(t){this.context=t,this.current=!1};wt.prototype.get=function(){return this.current},wt.prototype.set=function(t){if(this.current!==t){var e=this.context.gl;t?e.enable(e.DEPTH_TEST):e.disable(e.DEPTH_TEST),this.current=t}};var kt=function(t){this.context=t,this.current=t.gl.LESS};kt.prototype.get=function(){return this.current},kt.prototype.set=function(t){this.current!==t&&(this.context.gl.depthFunc(t),this.current=t)};var At=function(t){this.context=t,this.current=!1};At.prototype.get=function(){return this.current},At.prototype.set=function(t){if(this.current!==t){var e=this.context.gl;t?e.enable(e.BLEND):e.disable(e.BLEND),this.current=t}};var Tt=function(t){this.context=t;var e=this.context.gl;this.current=[e.ONE,e.ZERO]};Tt.prototype.get=function(){return this.current},Tt.prototype.set=function(t){var e=this.current;t[0]===e[0]&&t[1]===e[1]||(this.context.gl.blendFunc(t[0],t[1]),this.current=t)};var Mt=function(e){this.context=e,this.current=t.default$6.transparent};Mt.prototype.get=function(){return this.current},Mt.prototype.set=function(t){var e=this.current;t.r===e.r&&t.g===e.g&&t.b===e.b&&t.a===e.a||(this.context.gl.blendColor(t.r,t.g,t.b,t.a),this.current=t)};var St=function(t){this.context=t,this.current=null};St.prototype.get=function(){return this.current},St.prototype.set=function(t){this.current!==t&&(this.context.gl.useProgram(t),this.current=t)};var Et=function(t){this.context=t,this.current=1};Et.prototype.get=function(){return this.current},Et.prototype.set=function(e){var r=this.context.lineWidthRange,n=t.clamp(e,r[0],r[1]);this.current!==n&&(this.context.gl.lineWidth(n),this.current=e)};var Ct=function(t){this.context=t,this.current=t.gl.TEXTURE0};Ct.prototype.get=function(){return this.current},Ct.prototype.set=function(t){this.current!==t&&(this.context.gl.activeTexture(t),this.current=t)};var Lt=function(t){this.context=t;var e=this.context.gl;this.current=[0,0,e.drawingBufferWidth,e.drawingBufferHeight]};Lt.prototype.get=function(){return this.current},Lt.prototype.set=function(t){var e=this.current;t[0]===e[0]&&t[1]===e[1]&&t[2]===e[2]&&t[3]===e[3]||(this.context.gl.viewport(t[0],t[1],t[2],t[3]),this.current=t)};var zt=function(t){this.context=t,this.current=null};zt.prototype.get=function(){return this.current},zt.prototype.set=function(t){if(this.current!==t){var e=this.context.gl;e.bindFramebuffer(e.FRAMEBUFFER,t),this.current=t}};var Ot=function(t){this.context=t,this.current=null};Ot.prototype.get=function(){return this.current},Ot.prototype.set=function(t){if(this.current!==t){var e=this.context.gl;e.bindRenderbuffer(e.RENDERBUFFER,t),this.current=t}};var It=function(t){this.context=t,this.current=null};It.prototype.get=function(){return this.current},It.prototype.set=function(t){if(this.current!==t){var e=this.context.gl;e.bindTexture(e.TEXTURE_2D,t),this.current=t}};var Dt=function(t){this.context=t,this.current=null};Dt.prototype.get=function(){return this.current},Dt.prototype.set=function(t){if(this.current!==t){var e=this.context.gl;e.bindBuffer(e.ARRAY_BUFFER,t),this.current=t}};var Pt=function(t){this.context=t,this.current=null};Pt.prototype.get=function(){return this.current},Pt.prototype.set=function(t){var e=this.context.gl;e.bindBuffer(e.ELEMENT_ARRAY_BUFFER,t),this.current=t};var Rt=function(t){this.context=t,this.current=null};Rt.prototype.get=function(){return this.current},Rt.prototype.set=function(t){this.current!==t&&this.context.extVertexArrayObject&&(this.context.extVertexArrayObject.bindVertexArrayOES(t),this.current=t)};var Ft=function(t){this.context=t,this.current=4};Ft.prototype.get=function(){return this.current},Ft.prototype.set=function(t){if(this.current!==t){var e=this.context.gl;e.pixelStorei(e.UNPACK_ALIGNMENT,t),this.current=t}};var Bt=function(t){this.context=t,this.current=!1};Bt.prototype.get=function(){return this.current},Bt.prototype.set=function(t){if(this.current!==t){var e=this.context.gl;e.pixelStorei(e.UNPACK_PREMULTIPLY_ALPHA_WEBGL,t),this.current=t}};var Nt=function(t,e){this.context=t,this.current=null,this.parent=e};Nt.prototype.get=function(){return this.current};var jt=function(t){function e(e,r){t.call(this,e,r),this.dirty=!1}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.set=function(t){if(this.dirty||this.current!==t){var e=this.context.gl;this.context.bindFramebuffer.set(this.parent),e.framebufferTexture2D(e.FRAMEBUFFER,e.COLOR_ATTACHMENT0,e.TEXTURE_2D,t,0),this.current=t,this.dirty=!1}},e.prototype.setDirty=function(){this.dirty=!0},e}(Nt),Vt=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.set=function(t){if(this.current!==t){var e=this.context.gl;this.context.bindFramebuffer.set(this.parent),e.framebufferRenderbuffer(e.FRAMEBUFFER,e.DEPTH_ATTACHMENT,e.RENDERBUFFER,t),this.current=t}},e}(Nt),Ut=function(t,e,r){this.context=t,this.width=e,this.height=r;var n=t.gl,i=this.framebuffer=n.createFramebuffer();this.colorAttachment=new jt(t,i),this.depthAttachment=new Vt(t,i)};Ut.prototype.destroy=function(){var t=this.context.gl,e=this.colorAttachment.get();e&&t.deleteTexture(e);var r=this.depthAttachment.get();r&&t.deleteRenderbuffer(r),t.deleteFramebuffer(this.framebuffer)};var qt=function(t,e,r){this.func=t,this.mask=e,this.range=r};qt.ReadOnly=!1,qt.ReadWrite=!0,qt.disabled=new qt(519,qt.ReadOnly,[0,1]);var Ht=function(t,e,r,n,i,a){this.test=t,this.ref=e,this.mask=r,this.fail=n,this.depthFail=i,this.pass=a};Ht.disabled=new Ht({func:519,mask:0},0,0,7680,7680,7680);var Gt=function(t,e,r){this.blendFunction=t,this.blendColor=e,this.mask=r};Gt.disabled=new Gt(Gt.Replace=[1,0],t.default$6.transparent,[!1,!1,!1,!1]),Gt.unblended=new Gt(Gt.Replace,t.default$6.transparent,[!0,!0,!0,!0]),Gt.alphaBlended=new Gt([1,771],t.default$6.transparent,[!0,!0,!0,!0]);var Yt=function(t){this.gl=t,this.extVertexArrayObject=this.gl.getExtension(\"OES_vertex_array_object\"),this.lineWidthRange=t.getParameter(t.ALIASED_LINE_WIDTH_RANGE),this.clearColor=new ft(this),this.clearDepth=new pt(this),this.clearStencil=new dt(this),this.colorMask=new gt(this),this.depthMask=new vt(this),this.stencilMask=new mt(this),this.stencilFunc=new yt(this),this.stencilOp=new xt(this),this.stencilTest=new bt(this),this.depthRange=new _t(this),this.depthTest=new wt(this),this.depthFunc=new kt(this),this.blend=new At(this),this.blendFunc=new Tt(this),this.blendColor=new Mt(this),this.program=new St(this),this.lineWidth=new Et(this),this.activeTexture=new Ct(this),this.viewport=new Lt(this),this.bindFramebuffer=new zt(this),this.bindRenderbuffer=new Ot(this),this.bindTexture=new It(this),this.bindVertexBuffer=new Dt(this),this.bindElementBuffer=new Pt(this),this.bindVertexArrayOES=this.extVertexArrayObject&&new Rt(this),this.pixelStoreUnpack=new Ft(this),this.pixelStoreUnpackPremultiplyAlpha=new Bt(this),this.extTextureFilterAnisotropic=t.getExtension(\"EXT_texture_filter_anisotropic\")||t.getExtension(\"MOZ_EXT_texture_filter_anisotropic\")||t.getExtension(\"WEBKIT_EXT_texture_filter_anisotropic\"),this.extTextureFilterAnisotropic&&(this.extTextureFilterAnisotropicMax=t.getParameter(this.extTextureFilterAnisotropic.MAX_TEXTURE_MAX_ANISOTROPY_EXT)),this.extTextureHalfFloat=t.getExtension(\"OES_texture_half_float\"),this.extTextureHalfFloat&&t.getExtension(\"OES_texture_half_float_linear\")};Yt.prototype.createIndexBuffer=function(t,e){return new ct(this,t,e)},Yt.prototype.createVertexBuffer=function(t,e,r){return new ht(this,t,e,r)},Yt.prototype.createRenderbuffer=function(t,e,r){var n=this.gl,i=n.createRenderbuffer();return this.bindRenderbuffer.set(i),n.renderbufferStorage(n.RENDERBUFFER,t,e,r),this.bindRenderbuffer.set(null),i},Yt.prototype.createFramebuffer=function(t,e){return new Ut(this,t,e)},Yt.prototype.clear=function(t){var e=t.color,r=t.depth,n=this.gl,i=0;e&&(i|=n.COLOR_BUFFER_BIT,this.clearColor.set(e),this.colorMask.set([!0,!0,!0,!0])),void 0!==r&&(i|=n.DEPTH_BUFFER_BIT,this.clearDepth.set(r),this.depthMask.set(!0)),n.clear(i)},Yt.prototype.setDepthMode=function(t){t.func!==this.gl.ALWAYS||t.mask?(this.depthTest.set(!0),this.depthFunc.set(t.func),this.depthMask.set(t.mask),this.depthRange.set(t.range)):this.depthTest.set(!1)},Yt.prototype.setStencilMode=function(t){t.test.func!==this.gl.ALWAYS||t.mask?(this.stencilTest.set(!0),this.stencilMask.set(t.mask),this.stencilOp.set([t.fail,t.depthFail,t.pass]),this.stencilFunc.set({func:t.test.func,ref:t.ref,mask:t.test.mask})):this.stencilTest.set(!1)},Yt.prototype.setColorMode=function(e){t.default$10(e.blendFunction,Gt.Replace)?this.blend.set(!1):(this.blend.set(!0),this.blendFunc.set(e.blendFunction),this.blendColor.set(e.blendColor)),this.colorMask.set(e.mask)};var Wt=function(e){function r(t,r,n){var i=this;e.call(this),this.id=t,this.dispatcher=n,this.on(\"data\",function(t){\"source\"===t.dataType&&\"metadata\"===t.sourceDataType&&(i._sourceLoaded=!0),i._sourceLoaded&&!i._paused&&\"source\"===t.dataType&&\"content\"===t.sourceDataType&&(i.reload(),i.transform&&i.update(i.transform))}),this.on(\"error\",function(){i._sourceErrored=!0}),this._source=it(t,r,n,this),this._tiles={},this._cache=new lt(0,this._unloadTile.bind(this)),this._timers={},this._cacheTimers={},this._maxTileCacheSize=null,this._isIdRenderable=this._isIdRenderable.bind(this),this._coveredTiles={}}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.onAdd=function(t){this.map=t,this._maxTileCacheSize=t?t._maxTileCacheSize:null,this._source&&this._source.onAdd&&this._source.onAdd(t)},r.prototype.onRemove=function(t){this._source&&this._source.onRemove&&this._source.onRemove(t)},r.prototype.loaded=function(){if(this._sourceErrored)return!0;if(!this._sourceLoaded)return!1;for(var t in this._tiles){var e=this._tiles[t];if(\"loaded\"!==e.state&&\"errored\"!==e.state)return!1}return!0},r.prototype.getSource=function(){return this._source},r.prototype.pause=function(){this._paused=!0},r.prototype.resume=function(){if(this._paused){var t=this._shouldReloadOnResume;this._paused=!1,this._shouldReloadOnResume=!1,t&&this.reload(),this.transform&&this.update(this.transform)}},r.prototype._loadTile=function(t,e){return this._source.loadTile(t,e)},r.prototype._unloadTile=function(t){if(this._source.unloadTile)return this._source.unloadTile(t,function(){})},r.prototype._abortTile=function(t){if(this._source.abortTile)return this._source.abortTile(t,function(){})},r.prototype.serialize=function(){return this._source.serialize()},r.prototype.prepare=function(t){for(var e in this._source.prepare&&this._source.prepare(),this._tiles)this._tiles[e].upload(t)},r.prototype.getIds=function(){var e=this;return Object.keys(this._tiles).map(Number).sort(function(r,n){var i=e._tiles[r].tileID,a=e._tiles[n].tileID,o=new t.default$1(i.canonical.x,i.canonical.y).rotate(e.transform.angle),s=new t.default$1(a.canonical.x,a.canonical.y).rotate(e.transform.angle);return i.overscaledZ-a.overscaledZ||s.y-o.y||s.x-o.x})},r.prototype.getRenderableIds=function(){return this.getIds().filter(this._isIdRenderable)},r.prototype.hasRenderableParent=function(t){var e=this.findLoadedParent(t,0,{});return!!e&&this._isIdRenderable(e.tileID.key)},r.prototype._isIdRenderable=function(t){return this._tiles[t]&&this._tiles[t].hasData()&&!this._coveredTiles[t]},r.prototype.reload=function(){if(this._paused)this._shouldReloadOnResume=!0;else for(var t in this._cache.reset(),this._tiles)this._reloadTile(t,\"reloading\")},r.prototype._reloadTile=function(t,e){var r=this._tiles[t];r&&(\"loading\"!==r.state&&(r.state=e),this._loadTile(r,this._tileLoaded.bind(this,r,t,e)))},r.prototype._tileLoaded=function(e,r,n,i){if(i)return e.state=\"errored\",void(404!==i.status?this._source.fire(new t.ErrorEvent(i,{tile:e})):this.update(this.transform));e.timeAdded=a.now(),\"expired\"===n&&(e.refreshedUponExpiration=!0),this._setTileReloadTimer(r,e),\"raster-dem\"===this.getSource().type&&e.dem&&this._backfillDEM(e),this._source.fire(new t.Event(\"data\",{dataType:\"source\",tile:e,coord:e.tileID})),this.map&&(this.map.painter.tileExtentVAO.vao=null)},r.prototype._backfillDEM=function(t){for(var e=this.getRenderableIds(),r=0;r<e.length;r++){var n=e[r];if(t.neighboringTiles&&t.neighboringTiles[n]){var i=this.getTileByID(n);a(t,i),a(i,t)}}function a(t,e){t.needsHillshadePrepare=!0;var r=e.tileID.canonical.x-t.tileID.canonical.x,n=e.tileID.canonical.y-t.tileID.canonical.y,i=Math.pow(2,t.tileID.canonical.z),a=e.tileID.key;0===r&&0===n||Math.abs(n)>1||(Math.abs(r)>1&&(1===Math.abs(r+i)?r+=i:1===Math.abs(r-i)&&(r-=i)),e.dem&&t.dem&&(t.dem.backfillBorder(e.dem,r,n),t.neighboringTiles&&t.neighboringTiles[a]&&(t.neighboringTiles[a].backfilled=!0)))}},r.prototype.getTile=function(t){return this.getTileByID(t.key)},r.prototype.getTileByID=function(t){return this._tiles[t]},r.prototype.getZoom=function(t){return t.zoom+t.scaleZoom(t.tileSize/this._source.tileSize)},r.prototype._findLoadedChildren=function(t,e,r){var n=!1;for(var i in this._tiles){var a=this._tiles[i];if(!(r[i]||!a.hasData()||a.tileID.overscaledZ<=t.overscaledZ||a.tileID.overscaledZ>e)){var o=Math.pow(2,a.tileID.canonical.z-t.canonical.z);if(Math.floor(a.tileID.canonical.x/o)===t.canonical.x&&Math.floor(a.tileID.canonical.y/o)===t.canonical.y)for(r[i]=a.tileID,n=!0;a&&a.tileID.overscaledZ-1>t.overscaledZ;){var s=a.tileID.scaledTo(a.tileID.overscaledZ-1);if(!s)break;(a=this._tiles[s.key])&&a.hasData()&&(delete r[i],r[s.key]=s)}}}return n},r.prototype.findLoadedParent=function(t,e,r){for(var n=t.overscaledZ-1;n>=e;n--){var i=t.scaledTo(n);if(!i)return;var a=String(i.key),o=this._tiles[a];if(o&&o.hasData())return r[a]=i,o;if(this._cache.has(i))return r[a]=i,this._cache.get(i)}},r.prototype.updateCacheSize=function(t){var e=(Math.ceil(t.width/this._source.tileSize)+1)*(Math.ceil(t.height/this._source.tileSize)+1),r=Math.floor(5*e),n=\"number\"==typeof this._maxTileCacheSize?Math.min(this._maxTileCacheSize,r):r;this._cache.setMaxSize(n)},r.prototype.handleWrapJump=function(t){var e=(t-(void 0===this._prevLng?t:this._prevLng))/360,r=Math.round(e);if(this._prevLng=t,r){var n={};for(var i in this._tiles){var a=this._tiles[i];a.tileID=a.tileID.unwrapTo(a.tileID.wrap+r),n[a.tileID.key]=a}for(var o in this._tiles=n,this._timers)clearTimeout(this._timers[o]),delete this._timers[o];for(var s in this._tiles){var l=this._tiles[s];this._setTileReloadTimer(s,l)}}},r.prototype.update=function(e){var n=this;if(this.transform=e,this._sourceLoaded&&!this._paused){var i;this.updateCacheSize(e),this.handleWrapJump(this.transform.center.lng),this._coveredTiles={},this.used?this._source.tileID?i=e.getVisibleUnwrappedCoordinates(this._source.tileID).map(function(e){return new t.OverscaledTileID(e.canonical.z,e.wrap,e.canonical.z,e.canonical.x,e.canonical.y)}):(i=e.coveringTiles({tileSize:this._source.tileSize,minzoom:this._source.minzoom,maxzoom:this._source.maxzoom,roundZoom:this._source.roundZoom,reparseOverscaled:this._source.reparseOverscaled}),this._source.hasTile&&(i=i.filter(function(t){return n._source.hasTile(t)}))):i=[];var o,s=(this._source.roundZoom?Math.round:Math.floor)(this.getZoom(e)),l=Math.max(s-r.maxOverzooming,this._source.minzoom),c=Math.max(s+r.maxUnderzooming,this._source.minzoom),u=this._updateRetainedTiles(i,s),h={};if(Zt(this._source.type))for(var f=Object.keys(u),p=0;p<f.length;p++){var d=f[p],g=u[d],v=n._tiles[d];if(v&&(void 0===v.fadeEndTime||v.fadeEndTime>=a.now())){n._findLoadedChildren(g,c,u)&&(u[d]=g);var m=n.findLoadedParent(g,l,h);m&&n._addTile(m.tileID)}}for(o in h)u[o]||(n._coveredTiles[o]=!0);for(o in h)u[o]=h[o];for(var y=t.keysDifference(this._tiles,u),x=0;x<y.length;x++)n._removeTile(y[x])}},r.prototype._updateRetainedTiles=function(t,e){for(var n={},i={},a=Math.max(e-r.maxOverzooming,this._source.minzoom),o=Math.max(e+r.maxUnderzooming,this._source.minzoom),s=0;s<t.length;s++){var l=t[s],c=this._addTile(l),u=!1;if(c.hasData())n[l.key]=l;else{u=c.wasRequested(),n[l.key]=l;var h=!0;if(e+1>this._source.maxzoom){var f=l.children(this._source.maxzoom)[0],p=this.getTile(f);p&&p.hasData()?n[f.key]=f:h=!1}else{this._findLoadedChildren(l,o,n);for(var d=l.children(this._source.maxzoom),g=0;g<d.length;g++)if(!n[d[g].key]){h=!1;break}}if(!h)for(var v=l.overscaledZ-1;v>=a;--v){var m=l.scaledTo(v);if(i[m.key])break;if(i[m.key]=!0,!(c=this.getTile(m))&&u&&(c=this._addTile(m)),c&&(n[m.key]=m,u=c.wasRequested(),c.hasData()))break}}}return n},r.prototype._addTile=function(e){var r=this._tiles[e.key];if(r)return r;(r=this._cache.getAndRemove(e))&&(this._setTileReloadTimer(e.key,r),r.tileID=e);var n=Boolean(r);return n||(r=new st(e,this._source.tileSize*e.overscaleFactor()),this._loadTile(r,this._tileLoaded.bind(this,r,e.key,r.state))),r?(r.uses++,this._tiles[e.key]=r,n||this._source.fire(new t.Event(\"dataloading\",{tile:r,coord:r.tileID,dataType:\"source\"})),r):null},r.prototype._setTileReloadTimer=function(t,e){var r=this;t in this._timers&&(clearTimeout(this._timers[t]),delete this._timers[t]);var n=e.getExpiryTimeout();n&&(this._timers[t]=setTimeout(function(){r._reloadTile(t,\"expired\"),delete r._timers[t]},n))},r.prototype._removeTile=function(t){var e=this._tiles[t];e&&(e.uses--,delete this._tiles[t],this._timers[t]&&(clearTimeout(this._timers[t]),delete this._timers[t]),e.uses>0||(e.hasData()?this._cache.add(e.tileID,e,e.getExpiryTimeout()):(e.aborted=!0,this._abortTile(e),this._unloadTile(e))))},r.prototype.clearTiles=function(){for(var t in this._shouldReloadOnResume=!1,this._paused=!1,this._tiles)this._removeTile(t);this._cache.reset()},r.prototype.tilesIn=function(e,r){for(var n=[],i=this.getIds(),a=1/0,o=1/0,s=-1/0,l=-1/0,c=e[0].zoom,u=0;u<e.length;u++){var h=e[u];a=Math.min(a,h.column),o=Math.min(o,h.row),s=Math.max(s,h.column),l=Math.max(l,h.row)}for(var f=0;f<i.length;f++){var p=this._tiles[i[f]],d=p.tileID,g=Math.pow(2,this.transform.zoom-p.tileID.overscaledZ),v=r*p.queryPadding*t.default$8/p.tileSize/g,m=[Xt(d,new t.default$17(a,o,c)),Xt(d,new t.default$17(s,l,c))];if(m[0].x-v<t.default$8&&m[0].y-v<t.default$8&&m[1].x+v>=0&&m[1].y+v>=0){for(var y=[],x=0;x<e.length;x++)y.push(Xt(d,e[x]));n.push({tile:p,tileID:d,queryGeometry:[y],scale:g})}}return n},r.prototype.getVisibleCoordinates=function(){for(var t=this,e=this.getRenderableIds().map(function(e){return t._tiles[e].tileID}),r=0,n=e;r<n.length;r+=1){var i=n[r];i.posMatrix=t.transform.calculatePosMatrix(i.toUnwrapped())}return e},r.prototype.hasTransition=function(){if(this._source.hasTransition())return!0;if(Zt(this._source.type))for(var t in this._tiles){var e=this._tiles[t];if(void 0!==e.fadeEndTime&&e.fadeEndTime>=a.now())return!0}return!1},r}(t.Evented);function Xt(e,r){var n=r.zoomTo(e.canonical.z);return new t.default$1((n.column-(e.canonical.x+e.wrap*Math.pow(2,e.canonical.z)))*t.default$8,(n.row-e.canonical.y)*t.default$8)}function Zt(t){return\"raster\"===t||\"image\"===t||\"video\"===t}function $t(){return new t.default.Worker(En.workerUrl)}Wt.maxOverzooming=10,Wt.maxUnderzooming=3;var Jt,Kt=function(){this.active={}};function Qt(e,r){var n={};for(var i in e)\"ref\"!==i&&(n[i]=e[i]);return t.default$18.forEach(function(t){t in r&&(n[t]=r[t])}),n}function te(t){t=t.slice();for(var e=Object.create(null),r=0;r<t.length;r++)e[t[r].id]=t[r];for(var n=0;n<t.length;n++)\"ref\"in t[n]&&(t[n]=Qt(t[n],e[t[n].ref]));return t}Kt.prototype.acquire=function(t){if(!this.workers){var e=En.workerCount;for(this.workers=[];this.workers.length<e;)this.workers.push(new $t)}return this.active[t]=!0,this.workers.slice()},Kt.prototype.release=function(t){delete this.active[t],0===Object.keys(this.active).length&&(this.workers.forEach(function(t){t.terminate()}),this.workers=null)};var ee={setStyle:\"setStyle\",addLayer:\"addLayer\",removeLayer:\"removeLayer\",setPaintProperty:\"setPaintProperty\",setLayoutProperty:\"setLayoutProperty\",setFilter:\"setFilter\",addSource:\"addSource\",removeSource:\"removeSource\",setGeoJSONSourceData:\"setGeoJSONSourceData\",setLayerZoomRange:\"setLayerZoomRange\",setLayerProperty:\"setLayerProperty\",setCenter:\"setCenter\",setZoom:\"setZoom\",setBearing:\"setBearing\",setPitch:\"setPitch\",setSprite:\"setSprite\",setGlyphs:\"setGlyphs\",setTransition:\"setTransition\",setLight:\"setLight\"};function re(t,e,r){r.push({command:ee.addSource,args:[t,e[t]]})}function ne(t,e,r){e.push({command:ee.removeSource,args:[t]}),r[t]=!0}function ie(t,e,r,n){ne(t,r,n),re(t,e,r)}function ae(e,r,n){var i;for(i in e[n])if(e[n].hasOwnProperty(i)&&\"data\"!==i&&!t.default$10(e[n][i],r[n][i]))return!1;for(i in r[n])if(r[n].hasOwnProperty(i)&&\"data\"!==i&&!t.default$10(e[n][i],r[n][i]))return!1;return!0}function oe(e,r,n,i,a,o){var s;for(s in r=r||{},e=e||{})e.hasOwnProperty(s)&&(t.default$10(e[s],r[s])||n.push({command:o,args:[i,s,r[s],a]}));for(s in r)r.hasOwnProperty(s)&&!e.hasOwnProperty(s)&&(t.default$10(e[s],r[s])||n.push({command:o,args:[i,s,r[s],a]}))}function se(t){return t.id}function le(t,e){return t[e.id]=e,t}var ce=function(t,e,r){var n=this.boxCells=[],i=this.circleCells=[];this.xCellCount=Math.ceil(t/r),this.yCellCount=Math.ceil(e/r);for(var a=0;a<this.xCellCount*this.yCellCount;a++)n.push([]),i.push([]);this.circleKeys=[],this.boxKeys=[],this.bboxes=[],this.circles=[],this.width=t,this.height=e,this.xScale=this.xCellCount/t,this.yScale=this.yCellCount/e,this.boxUid=0,this.circleUid=0};ce.prototype.keysLength=function(){return this.boxKeys.length+this.circleKeys.length},ce.prototype.insert=function(t,e,r,n,i){this._forEachCell(e,r,n,i,this._insertBoxCell,this.boxUid++),this.boxKeys.push(t),this.bboxes.push(e),this.bboxes.push(r),this.bboxes.push(n),this.bboxes.push(i)},ce.prototype.insertCircle=function(t,e,r,n){this._forEachCell(e-n,r-n,e+n,r+n,this._insertCircleCell,this.circleUid++),this.circleKeys.push(t),this.circles.push(e),this.circles.push(r),this.circles.push(n)},ce.prototype._insertBoxCell=function(t,e,r,n,i,a){this.boxCells[i].push(a)},ce.prototype._insertCircleCell=function(t,e,r,n,i,a){this.circleCells[i].push(a)},ce.prototype._query=function(t,e,r,n,i){if(r<0||t>this.width||n<0||e>this.height)return!i&&[];var a=[];if(t<=0&&e<=0&&this.width<=r&&this.height<=n){if(i)return!0;for(var o=0;o<this.boxKeys.length;o++)a.push({key:this.boxKeys[o],x1:this.bboxes[4*o],y1:this.bboxes[4*o+1],x2:this.bboxes[4*o+2],y2:this.bboxes[4*o+3]});for(var s=0;s<this.circleKeys.length;s++){var l=this.circles[3*s],c=this.circles[3*s+1],u=this.circles[3*s+2];a.push({key:this.circleKeys[s],x1:l-u,y1:c-u,x2:l+u,y2:c+u})}}else{var h={hitTest:i,seenUids:{box:{},circle:{}}};this._forEachCell(t,e,r,n,this._queryCell,a,h)}return i?a.length>0:a},ce.prototype._queryCircle=function(t,e,r,n){var i=t-r,a=t+r,o=e-r,s=e+r;if(a<0||i>this.width||s<0||o>this.height)return!n&&[];var l=[],c={hitTest:n,circle:{x:t,y:e,radius:r},seenUids:{box:{},circle:{}}};return this._forEachCell(i,o,a,s,this._queryCellCircle,l,c),n?l.length>0:l},ce.prototype.query=function(t,e,r,n){return this._query(t,e,r,n,!1)},ce.prototype.hitTest=function(t,e,r,n){return this._query(t,e,r,n,!0)},ce.prototype.hitTestCircle=function(t,e,r){return this._queryCircle(t,e,r,!0)},ce.prototype._queryCell=function(t,e,r,n,i,a,o){var s=o.seenUids,l=this.boxCells[i];if(null!==l)for(var c=this.bboxes,u=0,h=l;u<h.length;u+=1){var f=h[u];if(!s.box[f]){s.box[f]=!0;var p=4*f;if(t<=c[p+2]&&e<=c[p+3]&&r>=c[p+0]&&n>=c[p+1]){if(o.hitTest)return a.push(!0),!0;a.push({key:this.boxKeys[f],x1:c[p],y1:c[p+1],x2:c[p+2],y2:c[p+3]})}}}var d=this.circleCells[i];if(null!==d)for(var g=this.circles,v=0,m=d;v<m.length;v+=1){var y=m[v];if(!s.circle[y]){s.circle[y]=!0;var x=3*y;if(this._circleAndRectCollide(g[x],g[x+1],g[x+2],t,e,r,n)){if(o.hitTest)return a.push(!0),!0;var b=g[x],_=g[x+1],w=g[x+2];a.push({key:this.circleKeys[y],x1:b-w,y1:_-w,x2:b+w,y2:_+w})}}}},ce.prototype._queryCellCircle=function(t,e,r,n,i,a,o){var s=o.circle,l=o.seenUids,c=this.boxCells[i];if(null!==c)for(var u=this.bboxes,h=0,f=c;h<f.length;h+=1){var p=f[h];if(!l.box[p]){l.box[p]=!0;var d=4*p;if(this._circleAndRectCollide(s.x,s.y,s.radius,u[d+0],u[d+1],u[d+2],u[d+3]))return a.push(!0),!0}}var g=this.circleCells[i];if(null!==g)for(var v=this.circles,m=0,y=g;m<y.length;m+=1){var x=y[m];if(!l.circle[x]){l.circle[x]=!0;var b=3*x;if(this._circlesCollide(v[b],v[b+1],v[b+2],s.x,s.y,s.radius))return a.push(!0),!0}}},ce.prototype._forEachCell=function(t,e,r,n,i,a,o){for(var s=this._convertToXCellCoord(t),l=this._convertToYCellCoord(e),c=this._convertToXCellCoord(r),u=this._convertToYCellCoord(n),h=s;h<=c;h++)for(var f=l;f<=u;f++){var p=this.xCellCount*f+h;if(i.call(this,t,e,r,n,p,a,o))return}},ce.prototype._convertToXCellCoord=function(t){return Math.max(0,Math.min(this.xCellCount-1,Math.floor(t*this.xScale)))},ce.prototype._convertToYCellCoord=function(t){return Math.max(0,Math.min(this.yCellCount-1,Math.floor(t*this.yScale)))},ce.prototype._circlesCollide=function(t,e,r,n,i,a){var o=n-t,s=i-e,l=r+a;return l*l>o*o+s*s},ce.prototype._circleAndRectCollide=function(t,e,r,n,i,a,o){var s=(a-n)/2,l=Math.abs(t-(n+s));if(l>s+r)return!1;var c=(o-i)/2,u=Math.abs(e-(i+c));if(u>c+r)return!1;if(l<=s||u<=c)return!0;var h=l-s,f=u-c;return h*h+f*f<=r*r};var ue=t.default$19.layout;function he(e,r,n,i,a){var o=t.mat4.identity(new Float32Array(16));return r?(t.mat4.identity(o),t.mat4.scale(o,o,[1/a,1/a,1]),n||t.mat4.rotateZ(o,o,i.angle)):(t.mat4.scale(o,o,[i.width/2,-i.height/2,1]),t.mat4.translate(o,o,[1,-1,0]),t.mat4.multiply(o,o,e)),o}function fe(e,r,n,i,a){var o=t.mat4.identity(new Float32Array(16));return r?(t.mat4.multiply(o,o,e),t.mat4.scale(o,o,[a,a,1]),n||t.mat4.rotateZ(o,o,-i.angle)):(t.mat4.scale(o,o,[1,-1,1]),t.mat4.translate(o,o,[-1,-1,0]),t.mat4.scale(o,o,[2/i.width,2/i.height,1])),o}function pe(e,r){var n=[e.x,e.y,0,1];ke(n,n,r);var i=n[3];return{point:new t.default$1(n[0]/i,n[1]/i),signedDistanceFromCamera:i}}function de(t,e){var r=t[0]/t[3],n=t[1]/t[3];return r>=-e[0]&&r<=e[0]&&n>=-e[1]&&n<=e[1]}function ge(e,r,n,i,a,o,s,l){var c=i?e.textSizeData:e.iconSizeData,u=t.evaluateSizeForZoom(c,n.transform.zoom,ue.properties[i?\"text-size\":\"icon-size\"]),h=[256/n.width*2+1,256/n.height*2+1],f=i?e.text.dynamicLayoutVertexArray:e.icon.dynamicLayoutVertexArray;f.clear();for(var p=e.lineVertexArray,d=i?e.text.placedSymbolArray:e.icon.placedSymbolArray,g=n.transform.width/n.transform.height,v=!1,m=0;m<d.length;m++){var y=d.get(m);if(y.hidden||y.writingMode===t.WritingMode.vertical&&!v)we(y.numGlyphs,f);else{v=!1;var x=[y.anchorX,y.anchorY,0,1];if(t.vec4.transformMat4(x,x,r),de(x,h)){var b=.5+x[3]/n.transform.cameraToCenterDistance*.5,_=t.evaluateSizeForFeature(c,u,y),w=s?_*b:_/b,k=new t.default$1(y.anchorX,y.anchorY),A=pe(k,a).point,T={},M=ye(y,w,!1,l,r,a,o,e.glyphOffsetArray,p,f,A,k,T,g);v=M.useVertical,(M.notEnoughRoom||v||M.needsFlipping&&ye(y,w,!0,l,r,a,o,e.glyphOffsetArray,p,f,A,k,T,g).notEnoughRoom)&&we(y.numGlyphs,f)}else we(y.numGlyphs,f)}}i?e.text.dynamicLayoutVertexBuffer.updateData(f):e.icon.dynamicLayoutVertexBuffer.updateData(f)}function ve(t,e,r,n,i,a,o,s,l,c,u,h){var f=s.glyphStartIndex+s.numGlyphs,p=s.lineStartIndex,d=s.lineStartIndex+s.lineLength,g=e.getoffsetX(s.glyphStartIndex),v=e.getoffsetX(f-1),m=be(t*g,r,n,i,a,o,s.segment,p,d,l,c,u,h);if(!m)return null;var y=be(t*v,r,n,i,a,o,s.segment,p,d,l,c,u,h);return y?{first:m,last:y}:null}function me(e,r,n,i){return e===t.WritingMode.horizontal&&Math.abs(n.y-r.y)>Math.abs(n.x-r.x)*i?{useVertical:!0}:(e===t.WritingMode.vertical?r.y<n.y:r.x>n.x)?{needsFlipping:!0}:null}function ye(e,r,n,i,a,o,s,l,c,u,h,f,p,d){var g,v=r/24,m=e.lineOffsetX*r,y=e.lineOffsetY*r;if(e.numGlyphs>1){var x=e.glyphStartIndex+e.numGlyphs,b=e.lineStartIndex,_=e.lineStartIndex+e.lineLength,w=ve(v,l,m,y,n,h,f,e,c,o,p,!1);if(!w)return{notEnoughRoom:!0};var k=pe(w.first.point,s).point,A=pe(w.last.point,s).point;if(i&&!n){var T=me(e.writingMode,k,A,d);if(T)return T}g=[w.first];for(var M=e.glyphStartIndex+1;M<x-1;M++)g.push(be(v*l.getoffsetX(M),m,y,n,h,f,e.segment,b,_,c,o,p,!1));g.push(w.last)}else{if(i&&!n){var S=pe(f,a).point,E=e.lineStartIndex+e.segment+1,C=new t.default$1(c.getx(E),c.gety(E)),L=pe(C,a),z=L.signedDistanceFromCamera>0?L.point:xe(f,C,S,1,a),O=me(e.writingMode,S,z,d);if(O)return O}var I=be(v*l.getoffsetX(e.glyphStartIndex),m,y,n,h,f,e.segment,e.lineStartIndex,e.lineStartIndex+e.lineLength,c,o,p,!1);if(!I)return{notEnoughRoom:!0};g=[I]}for(var D=0,P=g;D<P.length;D+=1){var R=P[D];t.addDynamicAttributes(u,R.point,R.angle)}return{}}function xe(t,e,r,n,i){var a=pe(t.add(t.sub(e)._unit()),i).point,o=r.sub(a);return r.add(o._mult(n/o.mag()))}function be(e,r,n,i,a,o,s,l,c,u,h,f,p){var d=i?e-r:e+r,g=d>0?1:-1,v=0;i&&(g*=-1,v=Math.PI),g<0&&(v+=Math.PI);for(var m=g>0?l+s:l+s+1,y=m,x=a,b=a,_=0,w=0,k=Math.abs(d);_+w<=k;){if((m+=g)<l||m>=c)return null;if(b=x,void 0===(x=f[m])){var A=new t.default$1(u.getx(m),u.gety(m)),T=pe(A,h);if(T.signedDistanceFromCamera>0)x=f[m]=T.point;else{var M=m-g;x=xe(0===_?o:new t.default$1(u.getx(M),u.gety(M)),A,b,k-_+1,h)}}_+=w,w=b.dist(x)}var S=(k-_)/w,E=x.sub(b),C=E.mult(S)._add(b);return C._add(E._unit()._perp()._mult(n*g)),{point:C,angle:v+Math.atan2(x.y-b.y,x.x-b.x),tileDistance:p?{prevTileDistance:m-g===y?0:u.gettileUnitDistanceFromAnchor(m-g),lastSegmentViewportDistance:k-_}:null}}var _e=new Float32Array([-1/0,-1/0,0,-1/0,-1/0,0,-1/0,-1/0,0,-1/0,-1/0,0]);function we(t,e){for(var r=0;r<t;r++){var n=e.length;e.resize(n+4),e.float32.set(_e,3*n)}}function ke(t,e,r){var n=e[0],i=e[1];return t[0]=r[0]*n+r[4]*i+r[12],t[1]=r[1]*n+r[5]*i+r[13],t[3]=r[3]*n+r[7]*i+r[15],t}t.default$20.mat4;var Ae=function(t,e,r){void 0===e&&(e=new ce(t.width+200,t.height+200,25)),void 0===r&&(r=new ce(t.width+200,t.height+200,25)),this.transform=t,this.grid=e,this.ignoredGrid=r,this.pitchfactor=Math.cos(t._pitch)*t.cameraToCenterDistance,this.screenRightBoundary=t.width+100,this.screenBottomBoundary=t.height+100};function Te(t,e,r){t[e+4]=r?1:0}function Me(e,r,n){return r*(t.default$8/(e.tileSize*Math.pow(2,n-e.tileID.overscaledZ)))}Ae.prototype.placeCollisionBox=function(t,e,r,n){var i=this.projectAndGetPerspectiveRatio(n,t.anchorPointX,t.anchorPointY),a=r*i.perspectiveRatio,o=t.x1*a+i.point.x,s=t.y1*a+i.point.y,l=t.x2*a+i.point.x,c=t.y2*a+i.point.y;return!e&&this.grid.hitTest(o,s,l,c)?{box:[],offscreen:!1}:{box:[o,s,l,c],offscreen:this.isOffscreen(o,s,l,c)}},Ae.prototype.approximateTileDistance=function(t,e,r,n,i){var a=i?1:n/this.pitchfactor,o=t.lastSegmentViewportDistance*r;return t.prevTileDistance+o+(a-1)*o*Math.abs(Math.sin(e))},Ae.prototype.placeCollisionCircles=function(e,r,n,i,a,o,s,l,c,u,h,f,p){var d=[],g=this.projectAnchor(u,o.anchorX,o.anchorY),v=c/24,m=o.lineOffsetX*c,y=o.lineOffsetY*c,x=new t.default$1(o.anchorX,o.anchorY),b=ve(v,l,m,y,!1,pe(x,h).point,x,o,s,h,{},!0),_=!1,w=!0,k=g.perspectiveRatio*i,A=1/(i*n),T=0,M=0;b&&(T=this.approximateTileDistance(b.first.tileDistance,b.first.angle,A,g.cameraDistance,p),M=this.approximateTileDistance(b.last.tileDistance,b.last.angle,A,g.cameraDistance,p));for(var S=0;S<e.length;S+=5){var E=e[S],C=e[S+1],L=e[S+2],z=e[S+3];if(!b||z<-T||z>M)Te(e,S,!1);else{var O=this.projectPoint(u,E,C),I=L*k;if(d.length>0){var D=O.x-d[d.length-4],P=O.y-d[d.length-3];if(I*I*2>D*D+P*P&&S+8<e.length){var R=e[S+8];if(R>-T&&R<M){Te(e,S,!1);continue}}}var F=S/5;if(d.push(O.x,O.y,I,F),Te(e,S,!0),w=w&&this.isOffscreen(O.x-I,O.y-I,O.x+I,O.y+I),!r&&this.grid.hitTestCircle(O.x,O.y,I)){if(!f)return{circles:[],offscreen:!1};_=!0}}}return{circles:_?[]:d,offscreen:w}},Ae.prototype.queryRenderedSymbols=function(e){if(0===e.length||0===this.grid.keysLength()&&0===this.ignoredGrid.keysLength())return{};for(var r=[],n=1/0,i=1/0,a=-1/0,o=-1/0,s=0,l=e;s<l.length;s+=1){var c=l[s],u=new t.default$1(c.x+100,c.y+100);n=Math.min(n,u.x),i=Math.min(i,u.y),a=Math.max(a,u.x),o=Math.max(o,u.y),r.push(u)}for(var h={},f={},p=0,d=this.grid.query(n,i,a,o).concat(this.ignoredGrid.query(n,i,a,o));p<d.length;p+=1){var g=d[p],v=g.key;if(void 0===h[v.bucketInstanceId]&&(h[v.bucketInstanceId]={}),!h[v.bucketInstanceId][v.featureIndex]){var m=[new t.default$1(g.x1,g.y1),new t.default$1(g.x2,g.y1),new t.default$1(g.x2,g.y2),new t.default$1(g.x1,g.y2)];t.polygonIntersectsPolygon(r,m)&&(h[v.bucketInstanceId][v.featureIndex]=!0,void 0===f[v.bucketInstanceId]&&(f[v.bucketInstanceId]=[]),f[v.bucketInstanceId].push(v.featureIndex))}}return f},Ae.prototype.insertCollisionBox=function(t,e,r,n){var i={bucketInstanceId:r,featureIndex:n};(e?this.ignoredGrid:this.grid).insert(i,t[0],t[1],t[2],t[3])},Ae.prototype.insertCollisionCircles=function(t,e,r,n){for(var i=e?this.ignoredGrid:this.grid,a={bucketInstanceId:r,featureIndex:n},o=0;o<t.length;o+=4)i.insertCircle(a,t[o],t[o+1],t[o+2])},Ae.prototype.projectAnchor=function(t,e,r){var n=[e,r,0,1];return ke(n,n,t),{perspectiveRatio:.5+this.transform.cameraToCenterDistance/n[3]*.5,cameraDistance:n[3]}},Ae.prototype.projectPoint=function(e,r,n){var i=[r,n,0,1];return ke(i,i,e),new t.default$1((i[0]/i[3]+1)/2*this.transform.width+100,(-i[1]/i[3]+1)/2*this.transform.height+100)},Ae.prototype.projectAndGetPerspectiveRatio=function(e,r,n){var i=[r,n,0,1];return ke(i,i,e),{point:new t.default$1((i[0]/i[3]+1)/2*this.transform.width+100,(-i[1]/i[3]+1)/2*this.transform.height+100),perspectiveRatio:.5+this.transform.cameraToCenterDistance/i[3]*.5}},Ae.prototype.isOffscreen=function(t,e,r,n){return r<100||t>=this.screenRightBoundary||n<100||e>this.screenBottomBoundary};var Se=t.default$19.layout,Ee=function(t,e,r,n){this.opacity=t?Math.max(0,Math.min(1,t.opacity+(t.placed?e:-e))):n&&r?1:0,this.placed=r};Ee.prototype.isHidden=function(){return 0===this.opacity&&!this.placed};var Ce=function(t,e,r,n,i){this.text=new Ee(t?t.text:null,e,r,i),this.icon=new Ee(t?t.icon:null,e,n,i)};Ce.prototype.isHidden=function(){return this.text.isHidden()&&this.icon.isHidden()};var Le=function(t,e,r){this.text=t,this.icon=e,this.skipFade=r},ze=function(t,e){this.transform=t.clone(),this.collisionIndex=new Ae(this.transform),this.placements={},this.opacities={},this.stale=!1,this.fadeDuration=e,this.retainedQueryData={}};function Oe(t,e,r){t.emplaceBack(e?1:0,r?1:0),t.emplaceBack(e?1:0,r?1:0),t.emplaceBack(e?1:0,r?1:0),t.emplaceBack(e?1:0,r?1:0)}ze.prototype.placeLayerTile=function(e,r,n,i){var a=r.getBucket(e),o=r.latestFeatureIndex;if(a&&o&&e.id===a.layerIds[0]){var s=r.collisionBoxArray,l=a.layers[0].layout,c=Math.pow(2,this.transform.zoom-r.tileID.overscaledZ),u=r.tileSize/t.default$8,h=this.transform.calculatePosMatrix(r.tileID.toUnwrapped()),f=he(h,\"map\"===l.get(\"text-pitch-alignment\"),\"map\"===l.get(\"text-rotation-alignment\"),this.transform,Me(r,1,this.transform.zoom)),p=he(h,\"map\"===l.get(\"icon-pitch-alignment\"),\"map\"===l.get(\"icon-rotation-alignment\"),this.transform,Me(r,1,this.transform.zoom));this.retainedQueryData[a.bucketInstanceId]=new function(t,e,r,n,i){this.bucketInstanceId=t,this.featureIndex=e,this.sourceLayerIndex=r,this.bucketIndex=n,this.tileID=i}(a.bucketInstanceId,o,a.sourceLayerIndex,a.index,r.tileID),this.placeLayerBucket(a,h,f,p,c,u,n,i,s)}},ze.prototype.placeLayerBucket=function(e,r,n,i,a,o,s,l,c){for(var u=e.layers[0].layout,h=t.evaluateSizeForZoom(e.textSizeData,this.transform.zoom,Se.properties[\"text-size\"]),f=!e.hasTextData()||u.get(\"text-optional\"),p=!e.hasIconData()||u.get(\"icon-optional\"),d=0,g=e.symbolInstances;d<g.length;d+=1){var v=g[d];if(!l[v.crossTileID]){var m=void 0!==v.feature.text,y=void 0!==v.feature.icon,x=!0,b=null,_=null,w=null,k=0,A=0;v.collisionArrays||(v.collisionArrays=e.deserializeCollisionBoxes(c,v.textBoxStartIndex,v.textBoxEndIndex,v.iconBoxStartIndex,v.iconBoxEndIndex)),v.collisionArrays.textFeatureIndex&&(k=v.collisionArrays.textFeatureIndex),v.collisionArrays.textBox&&(m=(b=this.collisionIndex.placeCollisionBox(v.collisionArrays.textBox,u.get(\"text-allow-overlap\"),o,r)).box.length>0,x=x&&b.offscreen);var T=v.collisionArrays.textCircles;if(T){var M=e.text.placedSymbolArray.get(v.placedTextSymbolIndices[0]),S=t.evaluateSizeForFeature(e.textSizeData,h,M);_=this.collisionIndex.placeCollisionCircles(T,u.get(\"text-allow-overlap\"),a,o,v.key,M,e.lineVertexArray,e.glyphOffsetArray,S,r,n,s,\"map\"===u.get(\"text-pitch-alignment\")),m=u.get(\"text-allow-overlap\")||_.circles.length>0,x=x&&_.offscreen}v.collisionArrays.iconFeatureIndex&&(A=v.collisionArrays.iconFeatureIndex),v.collisionArrays.iconBox&&(y=(w=this.collisionIndex.placeCollisionBox(v.collisionArrays.iconBox,u.get(\"icon-allow-overlap\"),o,r)).box.length>0,x=x&&w.offscreen),f||p?p?f||(y=y&&m):m=y&&m:y=m=y&&m,m&&b&&this.collisionIndex.insertCollisionBox(b.box,u.get(\"text-ignore-placement\"),e.bucketInstanceId,k),y&&w&&this.collisionIndex.insertCollisionBox(w.box,u.get(\"icon-ignore-placement\"),e.bucketInstanceId,A),m&&_&&this.collisionIndex.insertCollisionCircles(_.circles,u.get(\"text-ignore-placement\"),e.bucketInstanceId,k),this.placements[v.crossTileID]=new Le(m,y,x||e.justReloaded),l[v.crossTileID]=!0}}e.justReloaded=!1},ze.prototype.commit=function(t,e){this.commitTime=e;var r=!1,n=t&&0!==this.fadeDuration?(this.commitTime-t.commitTime)/this.fadeDuration:1,i=t?t.opacities:{};for(var a in this.placements){var o=this.placements[a],s=i[a];s?(this.opacities[a]=new Ce(s,n,o.text,o.icon),r=r||o.text!==s.text.placed||o.icon!==s.icon.placed):(this.opacities[a]=new Ce(null,n,o.text,o.icon,o.skipFade),r=r||o.text||o.icon)}for(var l in i){var c=i[l];if(!this.opacities[l]){var u=new Ce(c,n,!1,!1);u.isHidden()||(this.opacities[l]=u,r=r||c.text.placed||c.icon.placed)}}r?this.lastPlacementChangeTime=e:\"number\"!=typeof this.lastPlacementChangeTime&&(this.lastPlacementChangeTime=t?t.lastPlacementChangeTime:e)},ze.prototype.updateLayerOpacities=function(t,e){for(var r={},n=0,i=e;n<i.length;n+=1){var a=i[n],o=a.getBucket(t);o&&a.latestFeatureIndex&&t.id===o.layerIds[0]&&this.updateBucketOpacities(o,r,a.collisionBoxArray)}},ze.prototype.updateBucketOpacities=function(t,e,r){t.hasTextData()&&t.text.opacityVertexArray.clear(),t.hasIconData()&&t.icon.opacityVertexArray.clear(),t.hasCollisionBoxData()&&t.collisionBox.collisionVertexArray.clear(),t.hasCollisionCircleData()&&t.collisionCircle.collisionVertexArray.clear();for(var n=t.layers[0].layout,i=new Ce(null,0,!1,!1,!0),a=new Ce(null,0,n.get(\"text-allow-overlap\"),n.get(\"icon-allow-overlap\"),!0),o=0;o<t.symbolInstances.length;o++){var s=t.symbolInstances[o],l=e[s.crossTileID],c=this.opacities[s.crossTileID];l?c=i:c||(c=a,this.opacities[s.crossTileID]=c),e[s.crossTileID]=!0;var u=s.numGlyphVertices>0||s.numVerticalGlyphVertices>0,h=s.numIconVertices>0;if(u){for(var f=je(c.text),p=(s.numGlyphVertices+s.numVerticalGlyphVertices)/4,d=0;d<p;d++)t.text.opacityVertexArray.emplaceBack(f);for(var g=0,v=s.placedTextSymbolIndices;g<v.length;g+=1){var m=v[g];t.text.placedSymbolArray.get(m).hidden=c.text.isHidden()}}if(h){for(var y=je(c.icon),x=0;x<s.numIconVertices/4;x++)t.icon.opacityVertexArray.emplaceBack(y);t.icon.placedSymbolArray.get(o).hidden=c.icon.isHidden()}s.collisionArrays||(s.collisionArrays=t.deserializeCollisionBoxes(r,s.textBoxStartIndex,s.textBoxEndIndex,s.iconBoxStartIndex,s.iconBoxEndIndex));var b=s.collisionArrays;if(b){b.textBox&&t.hasCollisionBoxData()&&Oe(t.collisionBox.collisionVertexArray,c.text.placed,!1),b.iconBox&&t.hasCollisionBoxData()&&Oe(t.collisionBox.collisionVertexArray,c.icon.placed,!1);var _=b.textCircles;if(_&&t.hasCollisionCircleData())for(var w=0;w<_.length;w+=5){var k=l||0===_[w+4];Oe(t.collisionCircle.collisionVertexArray,c.text.placed,k)}}}t.sortFeatures(this.transform.angle),this.retainedQueryData[t.bucketInstanceId]&&(this.retainedQueryData[t.bucketInstanceId].featureSortOrder=t.featureSortOrder),t.hasTextData()&&t.text.opacityVertexBuffer&&t.text.opacityVertexBuffer.updateData(t.text.opacityVertexArray),t.hasIconData()&&t.icon.opacityVertexBuffer&&t.icon.opacityVertexBuffer.updateData(t.icon.opacityVertexArray),t.hasCollisionBoxData()&&t.collisionBox.collisionVertexBuffer&&t.collisionBox.collisionVertexBuffer.updateData(t.collisionBox.collisionVertexArray),t.hasCollisionCircleData()&&t.collisionCircle.collisionVertexBuffer&&t.collisionCircle.collisionVertexBuffer.updateData(t.collisionCircle.collisionVertexArray)},ze.prototype.symbolFadeChange=function(t){return 0===this.fadeDuration?1:(t-this.commitTime)/this.fadeDuration},ze.prototype.hasTransitions=function(t){return this.stale||t-this.lastPlacementChangeTime<this.fadeDuration},ze.prototype.stillRecent=function(t){return\"undefined\"!==this.commitTime&&this.commitTime+this.fadeDuration>t},ze.prototype.setStale=function(){this.stale=!0};var Ie=Math.pow(2,25),De=Math.pow(2,24),Pe=Math.pow(2,17),Re=Math.pow(2,16),Fe=Math.pow(2,9),Be=Math.pow(2,8),Ne=Math.pow(2,1);function je(t){if(0===t.opacity&&!t.placed)return 0;if(1===t.opacity&&t.placed)return 4294967295;var e=t.placed?1:0,r=Math.floor(127*t.opacity);return r*Ie+e*De+r*Pe+e*Re+r*Fe+e*Be+r*Ne+e}var Ve=function(){this._currentTileIndex=0,this._seenCrossTileIDs={}};Ve.prototype.continuePlacement=function(t,e,r,n,i){for(;this._currentTileIndex<t.length;){var a=t[this._currentTileIndex];if(e.placeLayerTile(n,a,r,this._seenCrossTileIDs),this._currentTileIndex++,i())return!0}};var Ue=function(t,e,r,n,i){this.placement=new ze(t,i),this._currentPlacementIndex=e.length-1,this._forceFullPlacement=r,this._showCollisionBoxes=n,this._done=!1};Ue.prototype.isDone=function(){return this._done},Ue.prototype.continuePlacement=function(t,e,r){for(var n=this,i=a.now(),o=function(){var t=a.now()-i;return!n._forceFullPlacement&&t>2};this._currentPlacementIndex>=0;){var s=e[t[n._currentPlacementIndex]],l=n.placement.collisionIndex.transform.zoom;if(\"symbol\"===s.type&&(!s.minzoom||s.minzoom<=l)&&(!s.maxzoom||s.maxzoom>l)){if(n._inProgressLayer||(n._inProgressLayer=new Ve),n._inProgressLayer.continuePlacement(r[s.source],n.placement,n._showCollisionBoxes,s,o))return;delete n._inProgressLayer}n._currentPlacementIndex--}this._done=!0},Ue.prototype.commit=function(t,e){return this.placement.commit(t,e),this.placement};var qe=512/t.default$8/2,He=function(t,e,r){this.tileID=t,this.indexedSymbolInstances={},this.bucketInstanceId=r;for(var n=0,i=e;n<i.length;n+=1){var a=i[n],o=a.key;this.indexedSymbolInstances[o]||(this.indexedSymbolInstances[o]=[]),this.indexedSymbolInstances[o].push({crossTileID:a.crossTileID,coord:this.getScaledCoordinates(a,t)})}};He.prototype.getScaledCoordinates=function(e,r){var n=r.canonical.z-this.tileID.canonical.z,i=qe/Math.pow(2,n),a=e.anchor;return{x:Math.floor((r.canonical.x*t.default$8+a.x)*i),y:Math.floor((r.canonical.y*t.default$8+a.y)*i)}},He.prototype.findMatches=function(t,e,r){for(var n=this.tileID.canonical.z<e.canonical.z?1:Math.pow(2,this.tileID.canonical.z-e.canonical.z),i=0,a=t;i<a.length;i+=1){var o=a[i];if(!o.crossTileID){var s=this.indexedSymbolInstances[o.key];if(s)for(var l=this.getScaledCoordinates(o,e),c=0,u=s;c<u.length;c+=1){var h=u[c];if(Math.abs(h.coord.x-l.x)<=n&&Math.abs(h.coord.y-l.y)<=n&&!r[h.crossTileID]){r[h.crossTileID]=!0,o.crossTileID=h.crossTileID;break}}}}};var Ge=function(){this.maxCrossTileID=0};Ge.prototype.generate=function(){return++this.maxCrossTileID};var Ye=function(){this.indexes={},this.usedCrossTileIDs={},this.lng=0};Ye.prototype.handleWrapJump=function(t){var e=Math.round((t-this.lng)/360);if(0!==e)for(var r in this.indexes){var n=this.indexes[r],i={};for(var a in n){var o=n[a];o.tileID=o.tileID.unwrapTo(o.tileID.wrap+e),i[o.tileID.key]=o}this.indexes[r]=i}this.lng=t},Ye.prototype.addBucket=function(t,e,r){if(this.indexes[t.overscaledZ]&&this.indexes[t.overscaledZ][t.key]){if(this.indexes[t.overscaledZ][t.key].bucketInstanceId===e.bucketInstanceId)return!1;this.removeBucketCrossTileIDs(t.overscaledZ,this.indexes[t.overscaledZ][t.key])}for(var n=0,i=e.symbolInstances;n<i.length;n+=1)i[n].crossTileID=0;this.usedCrossTileIDs[t.overscaledZ]||(this.usedCrossTileIDs[t.overscaledZ]={});var a=this.usedCrossTileIDs[t.overscaledZ];for(var o in this.indexes){var s=this.indexes[o];if(Number(o)>t.overscaledZ)for(var l in s){var c=s[l];c.tileID.isChildOf(t)&&c.findMatches(e.symbolInstances,t,a)}else{var u=s[t.scaledTo(Number(o)).key];u&&u.findMatches(e.symbolInstances,t,a)}}for(var h=0,f=e.symbolInstances;h<f.length;h+=1){var p=f[h];p.crossTileID||(p.crossTileID=r.generate(),a[p.crossTileID]=!0)}return void 0===this.indexes[t.overscaledZ]&&(this.indexes[t.overscaledZ]={}),this.indexes[t.overscaledZ][t.key]=new He(t,e.symbolInstances,e.bucketInstanceId),!0},Ye.prototype.removeBucketCrossTileIDs=function(t,e){for(var r in e.indexedSymbolInstances)for(var n=0,i=e.indexedSymbolInstances[r];n<i.length;n+=1){var a=i[n];delete this.usedCrossTileIDs[t][a.crossTileID]}},Ye.prototype.removeStaleBuckets=function(t){var e=!1;for(var r in this.indexes){var n=this.indexes[r];for(var i in n)t[n[i].bucketInstanceId]||(this.removeBucketCrossTileIDs(r,n[i]),delete n[i],e=!0)}return e};var We=function(){this.layerIndexes={},this.crossTileIDs=new Ge,this.maxBucketInstanceId=0,this.bucketsInCurrentPlacement={}};We.prototype.addLayer=function(t,e,r){var n=this.layerIndexes[t.id];void 0===n&&(n=this.layerIndexes[t.id]=new Ye);var i=!1,a={};n.handleWrapJump(r);for(var o=0,s=e;o<s.length;o+=1){var l=s[o],c=l.getBucket(t);c&&t.id===c.layerIds[0]&&(c.bucketInstanceId||(c.bucketInstanceId=++this.maxBucketInstanceId),n.addBucket(l.tileID,c,this.crossTileIDs)&&(i=!0),a[c.bucketInstanceId]=!0)}return n.removeStaleBuckets(a)&&(i=!0),i},We.prototype.pruneUnusedLayers=function(t){var e={};for(var r in t.forEach(function(t){e[t]=!0}),this.layerIndexes)e[r]||delete this.layerIndexes[r]};var Xe=function(e,r){return t.emitValidationErrors(e,r&&r.filter(function(t){return\"source.canvas\"!==t.identifier}))},Ze=t.pick(ee,[\"addLayer\",\"removeLayer\",\"setPaintProperty\",\"setLayoutProperty\",\"setFilter\",\"addSource\",\"removeSource\",\"setLayerZoomRange\",\"setLight\",\"setTransition\",\"setGeoJSONSourceData\"]),$e=t.pick(ee,[\"setCenter\",\"setZoom\",\"setBearing\",\"setPitch\"]),Je=function(e){function r(n,i){var a=this;void 0===i&&(i={}),e.call(this),this.map=n,this.dispatcher=new q((Jt||(Jt=new Kt),Jt),this),this.imageManager=new O,this.glyphManager=new B(n._transformRequest,i.localIdeographFontFamily),this.lineAtlas=new U(256,512),this.crossTileSymbolIndex=new We,this._layers={},this._order=[],this.sourceCaches={},this.zoomHistory=new t.default$23,this._loaded=!1,this._resetUpdates();var o=this;this._rtlTextPluginCallback=r.registerForPluginAvailability(function(t){for(var e in o.dispatcher.broadcast(\"loadRTLTextPlugin\",t.pluginURL,t.completionCallback),o.sourceCaches)o.sourceCaches[e].reload()}),this.on(\"data\",function(t){if(\"source\"===t.dataType&&\"metadata\"===t.sourceDataType){var e=a.sourceCaches[t.sourceId];if(e){var r=e.getSource();if(r&&r.vectorLayerIds)for(var n in a._layers){var i=a._layers[n];i.source===r.id&&a._validateLayer(i)}}}})}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.loadURL=function(e,r){var n=this;void 0===r&&(r={}),this.fire(new t.Event(\"dataloading\",{dataType:\"style\"}));var i=\"boolean\"==typeof r.validate?r.validate:!x(e);e=function(t,e){if(!x(t))return t;var r=T(t);return r.path=\"/styles/v1\"+r.path,y(r,e)}(e,r.accessToken);var a=this.map._transformRequest(e,t.ResourceType.Style);t.getJSON(a,function(e,r){e?n.fire(new t.ErrorEvent(e)):r&&n._load(r,i)})},r.prototype.loadJSON=function(e,r){var n=this;void 0===r&&(r={}),this.fire(new t.Event(\"dataloading\",{dataType:\"style\"})),a.frame(function(){n._load(e,!1!==r.validate)})},r.prototype._load=function(e,r){var n=this;if(!r||!Xe(this,t.validateStyle(e))){for(var i in this._loaded=!0,this.stylesheet=e,e.sources)n.addSource(i,e.sources[i],{validate:!1});e.sprite?function(e,r,n){var i,o,s,l=a.devicePixelRatio>1?\"@2x\":\"\";function c(){if(s)n(s);else if(i&&o){var e=a.getImageData(o),r={};for(var l in i){var c=i[l],u=c.width,h=c.height,f=c.x,p=c.y,d=c.sdf,g=c.pixelRatio,v=new t.RGBAImage({width:u,height:h});t.RGBAImage.copy(e,v,{x:f,y:p},{x:0,y:0},{width:u,height:h}),r[l]={data:v,pixelRatio:g,sdf:d}}n(null,r)}}t.getJSON(r(_(e,l,\".json\"),t.ResourceType.SpriteJSON),function(t,e){s||(s=t,i=e,c())}),t.getImage(r(_(e,l,\".png\"),t.ResourceType.SpriteImage),function(t,e){s||(s=t,o=e,c())})}(e.sprite,this.map._transformRequest,function(e,r){if(e)n.fire(new t.ErrorEvent(e));else if(r)for(var i in r)n.imageManager.addImage(i,r[i]);n.imageManager.setLoaded(!0),n.fire(new t.Event(\"data\",{dataType:\"style\"}))}):this.imageManager.setLoaded(!0),this.glyphManager.setURL(e.glyphs);var o=te(this.stylesheet.layers);this._order=o.map(function(t){return t.id}),this._layers={};for(var s=0,l=o;s<l.length;s+=1){var c=l[s];(c=t.default$22(c)).setEventedParent(n,{layer:{id:c.id}}),n._layers[c.id]=c}this.dispatcher.broadcast(\"setLayers\",this._serializeLayers(this._order)),this.light=new V(this.stylesheet.light),this.fire(new t.Event(\"data\",{dataType:\"style\"})),this.fire(new t.Event(\"style.load\"))}},r.prototype._validateLayer=function(e){var r=this.sourceCaches[e.source];if(r){var n=e.sourceLayer;if(n){var i=r.getSource();(\"geojson\"===i.type||i.vectorLayerIds&&-1===i.vectorLayerIds.indexOf(n))&&this.fire(new t.ErrorEvent(new Error('Source layer \"'+n+'\" does not exist on source \"'+i.id+'\" as specified by style layer \"'+e.id+'\"')))}}},r.prototype.loaded=function(){if(!this._loaded)return!1;if(Object.keys(this._updatedSources).length)return!1;for(var t in this.sourceCaches)if(!this.sourceCaches[t].loaded())return!1;return!!this.imageManager.isLoaded()},r.prototype._serializeLayers=function(t){var e=this;return t.map(function(t){return e._layers[t].serialize()})},r.prototype.hasTransitions=function(){if(this.light&&this.light.hasTransition())return!0;for(var t in this.sourceCaches)if(this.sourceCaches[t].hasTransition())return!0;for(var e in this._layers)if(this._layers[e].hasTransition())return!0;return!1},r.prototype._checkLoaded=function(){if(!this._loaded)throw new Error(\"Style is not done loading\")},r.prototype.update=function(e){if(this._loaded){if(this._changed){var r=Object.keys(this._updatedLayers),n=Object.keys(this._removedLayers);for(var i in(r.length||n.length)&&this._updateWorkerLayers(r,n),this._updatedSources){var a=this._updatedSources[i];\"reload\"===a?this._reloadSource(i):\"clear\"===a&&this._clearSource(i)}for(var o in this._updatedPaintProps)this._layers[o].updateTransitions(e);this.light.updateTransitions(e),this._resetUpdates(),this.fire(new t.Event(\"data\",{dataType:\"style\"}))}for(var s in this.sourceCaches)this.sourceCaches[s].used=!1;for(var l=0,c=this._order;l<c.length;l+=1){var u=c[l],h=this._layers[u];h.recalculate(e),!h.isHidden(e.zoom)&&h.source&&(this.sourceCaches[h.source].used=!0)}this.light.recalculate(e),this.z=e.zoom}},r.prototype._updateWorkerLayers=function(t,e){this.dispatcher.broadcast(\"updateLayers\",{layers:this._serializeLayers(t),removedIds:e})},r.prototype._resetUpdates=function(){this._changed=!1,this._updatedLayers={},this._removedLayers={},this._updatedSources={},this._updatedPaintProps={}},r.prototype.setState=function(e){var r=this;if(this._checkLoaded(),Xe(this,t.validateStyle(e)))return!1;(e=t.clone(e)).layers=te(e.layers);var n=function(e,r){if(!e)return[{command:ee.setStyle,args:[r]}];var n=[];try{if(!t.default$10(e.version,r.version))return[{command:ee.setStyle,args:[r]}];t.default$10(e.center,r.center)||n.push({command:ee.setCenter,args:[r.center]}),t.default$10(e.zoom,r.zoom)||n.push({command:ee.setZoom,args:[r.zoom]}),t.default$10(e.bearing,r.bearing)||n.push({command:ee.setBearing,args:[r.bearing]}),t.default$10(e.pitch,r.pitch)||n.push({command:ee.setPitch,args:[r.pitch]}),t.default$10(e.sprite,r.sprite)||n.push({command:ee.setSprite,args:[r.sprite]}),t.default$10(e.glyphs,r.glyphs)||n.push({command:ee.setGlyphs,args:[r.glyphs]}),t.default$10(e.transition,r.transition)||n.push({command:ee.setTransition,args:[r.transition]}),t.default$10(e.light,r.light)||n.push({command:ee.setLight,args:[r.light]});var i={},a=[];!function(e,r,n,i){var a;for(a in r=r||{},e=e||{})e.hasOwnProperty(a)&&(r.hasOwnProperty(a)||ne(a,n,i));for(a in r)r.hasOwnProperty(a)&&(e.hasOwnProperty(a)?t.default$10(e[a],r[a])||(\"geojson\"===e[a].type&&\"geojson\"===r[a].type&&ae(e,r,a)?n.push({command:ee.setGeoJSONSourceData,args:[a,r[a].data]}):ie(a,r,n,i)):re(a,r,n))}(e.sources,r.sources,a,i);var o=[];e.layers&&e.layers.forEach(function(t){i[t.source]?n.push({command:ee.removeLayer,args:[t.id]}):o.push(t)}),n=n.concat(a),function(e,r,n){r=r||[];var i,a,o,s,l,c,u,h=(e=e||[]).map(se),f=r.map(se),p=e.reduce(le,{}),d=r.reduce(le,{}),g=h.slice(),v=Object.create(null);for(i=0,a=0;i<h.length;i++)o=h[i],d.hasOwnProperty(o)?a++:(n.push({command:ee.removeLayer,args:[o]}),g.splice(g.indexOf(o,a),1));for(i=0,a=0;i<f.length;i++)o=f[f.length-1-i],g[g.length-1-i]!==o&&(p.hasOwnProperty(o)?(n.push({command:ee.removeLayer,args:[o]}),g.splice(g.lastIndexOf(o,g.length-a),1)):a++,c=g[g.length-i],n.push({command:ee.addLayer,args:[d[o],c]}),g.splice(g.length-i,0,o),v[o]=!0);for(i=0;i<f.length;i++)if(s=p[o=f[i]],l=d[o],!v[o]&&!t.default$10(s,l))if(t.default$10(s.source,l.source)&&t.default$10(s[\"source-layer\"],l[\"source-layer\"])&&t.default$10(s.type,l.type)){for(u in oe(s.layout,l.layout,n,o,null,ee.setLayoutProperty),oe(s.paint,l.paint,n,o,null,ee.setPaintProperty),t.default$10(s.filter,l.filter)||n.push({command:ee.setFilter,args:[o,l.filter]}),t.default$10(s.minzoom,l.minzoom)&&t.default$10(s.maxzoom,l.maxzoom)||n.push({command:ee.setLayerZoomRange,args:[o,l.minzoom,l.maxzoom]}),s)s.hasOwnProperty(u)&&\"layout\"!==u&&\"paint\"!==u&&\"filter\"!==u&&\"metadata\"!==u&&\"minzoom\"!==u&&\"maxzoom\"!==u&&(0===u.indexOf(\"paint.\")?oe(s[u],l[u],n,o,u.slice(6),ee.setPaintProperty):t.default$10(s[u],l[u])||n.push({command:ee.setLayerProperty,args:[o,u,l[u]]}));for(u in l)l.hasOwnProperty(u)&&!s.hasOwnProperty(u)&&\"layout\"!==u&&\"paint\"!==u&&\"filter\"!==u&&\"metadata\"!==u&&\"minzoom\"!==u&&\"maxzoom\"!==u&&(0===u.indexOf(\"paint.\")?oe(s[u],l[u],n,o,u.slice(6),ee.setPaintProperty):t.default$10(s[u],l[u])||n.push({command:ee.setLayerProperty,args:[o,u,l[u]]}))}else n.push({command:ee.removeLayer,args:[o]}),c=g[g.lastIndexOf(o)+1],n.push({command:ee.addLayer,args:[l,c]})}(o,r.layers,n)}catch(t){console.warn(\"Unable to compute style diff:\",t),n=[{command:ee.setStyle,args:[r]}]}return n}(this.serialize(),e).filter(function(t){return!(t.command in $e)});if(0===n.length)return!1;var i=n.filter(function(t){return!(t.command in Ze)});if(i.length>0)throw new Error(\"Unimplemented: \"+i.map(function(t){return t.command}).join(\", \")+\".\");return n.forEach(function(t){\"setTransition\"!==t.command&&r[t.command].apply(r,t.args)}),this.stylesheet=e,!0},r.prototype.addImage=function(e,r){if(this.getImage(e))return this.fire(new t.ErrorEvent(new Error(\"An image with this name already exists.\")));this.imageManager.addImage(e,r),this.fire(new t.Event(\"data\",{dataType:\"style\"}))},r.prototype.getImage=function(t){return this.imageManager.getImage(t)},r.prototype.removeImage=function(e){if(!this.getImage(e))return this.fire(new t.ErrorEvent(new Error(\"No image with this name exists.\")));this.imageManager.removeImage(e),this.fire(new t.Event(\"data\",{dataType:\"style\"}))},r.prototype.addSource=function(e,r,n){var i=this;if(this._checkLoaded(),void 0!==this.sourceCaches[e])throw new Error(\"There is already a source with this ID\");if(!r.type)throw new Error(\"The type property must be defined, but the only the following properties were given: \"+Object.keys(r).join(\", \")+\".\");if(!([\"vector\",\"raster\",\"geojson\",\"video\",\"image\"].indexOf(r.type)>=0&&this._validate(t.validateStyle.source,\"sources.\"+e,r,null,n))){this.map&&this.map._collectResourceTiming&&(r.collectResourceTiming=!0);var a=this.sourceCaches[e]=new Wt(e,r,this.dispatcher);a.style=this,a.setEventedParent(this,function(){return{isSourceLoaded:i.loaded(),source:a.serialize(),sourceId:e}}),a.onAdd(this.map),this._changed=!0}},r.prototype.removeSource=function(e){if(this._checkLoaded(),void 0===this.sourceCaches[e])throw new Error(\"There is no source with this ID\");for(var r in this._layers)if(this._layers[r].source===e)return this.fire(new t.ErrorEvent(new Error('Source \"'+e+'\" cannot be removed while layer \"'+r+'\" is using it.')));var n=this.sourceCaches[e];delete this.sourceCaches[e],delete this._updatedSources[e],n.fire(new t.Event(\"data\",{sourceDataType:\"metadata\",dataType:\"source\",sourceId:e})),n.setEventedParent(null),n.clearTiles(),n.onRemove&&n.onRemove(this.map),this._changed=!0},r.prototype.setGeoJSONSourceData=function(t,e){this._checkLoaded(),this.sourceCaches[t].getSource().setData(e),this._changed=!0},r.prototype.getSource=function(t){return this.sourceCaches[t]&&this.sourceCaches[t].getSource()},r.prototype.addLayer=function(e,r,n){this._checkLoaded();var i=e.id;if(this.getLayer(i))this.fire(new t.ErrorEvent(new Error('Layer with id \"'+i+'\" already exists on this map')));else if(\"object\"==typeof e.source&&(this.addSource(i,e.source),e=t.clone(e),e=t.extend(e,{source:i})),!this._validate(t.validateStyle.layer,\"layers.\"+i,e,{arrayIndex:-1},n)){var a=t.default$22(e);this._validateLayer(a),a.setEventedParent(this,{layer:{id:i}});var o=r?this._order.indexOf(r):this._order.length;if(r&&-1===o)this.fire(new t.ErrorEvent(new Error('Layer with id \"'+r+'\" does not exist on this map.')));else{if(this._order.splice(o,0,i),this._layerOrderChanged=!0,this._layers[i]=a,this._removedLayers[i]&&a.source){var s=this._removedLayers[i];delete this._removedLayers[i],s.type!==a.type?this._updatedSources[a.source]=\"clear\":(this._updatedSources[a.source]=\"reload\",this.sourceCaches[a.source].pause())}this._updateLayer(a)}}},r.prototype.moveLayer=function(e,r){if(this._checkLoaded(),this._changed=!0,this._layers[e]){if(e!==r){var n=this._order.indexOf(e);this._order.splice(n,1);var i=r?this._order.indexOf(r):this._order.length;r&&-1===i?this.fire(new t.ErrorEvent(new Error('Layer with id \"'+r+'\" does not exist on this map.'))):(this._order.splice(i,0,e),this._layerOrderChanged=!0)}}else this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be moved.\")))},r.prototype.removeLayer=function(e){this._checkLoaded();var r=this._layers[e];if(r){r.setEventedParent(null);var n=this._order.indexOf(e);this._order.splice(n,1),this._layerOrderChanged=!0,this._changed=!0,this._removedLayers[e]=r,delete this._layers[e],delete this._updatedLayers[e],delete this._updatedPaintProps[e]}else this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be removed.\")))},r.prototype.getLayer=function(t){return this._layers[t]},r.prototype.setLayerZoomRange=function(e,r,n){this._checkLoaded();var i=this.getLayer(e);i?i.minzoom===r&&i.maxzoom===n||(null!=r&&(i.minzoom=r),null!=n&&(i.maxzoom=n),this._updateLayer(i)):this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot have zoom extent.\")))},r.prototype.setFilter=function(e,r){this._checkLoaded();var n=this.getLayer(e);if(n){if(!t.default$10(n.filter,r))return null==r?(n.filter=void 0,void this._updateLayer(n)):void(this._validate(t.validateStyle.filter,\"layers.\"+n.id+\".filter\",r)||(n.filter=t.clone(r),this._updateLayer(n)))}else this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be filtered.\")))},r.prototype.getFilter=function(e){return t.clone(this.getLayer(e).filter)},r.prototype.setLayoutProperty=function(e,r,n){this._checkLoaded();var i=this.getLayer(e);i?t.default$10(i.getLayoutProperty(r),n)||(i.setLayoutProperty(r,n),this._updateLayer(i)):this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be styled.\")))},r.prototype.getLayoutProperty=function(t,e){return this.getLayer(t).getLayoutProperty(e)},r.prototype.setPaintProperty=function(e,r,n){this._checkLoaded();var i=this.getLayer(e);if(i){if(!t.default$10(i.getPaintProperty(r),n)){var a=i._transitionablePaint._values[r].value.isDataDriven();i.setPaintProperty(r,n),(i._transitionablePaint._values[r].value.isDataDriven()||a)&&this._updateLayer(i),this._changed=!0,this._updatedPaintProps[e]=!0}}else this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be styled.\")))},r.prototype.getPaintProperty=function(t,e){return this.getLayer(t).getPaintProperty(e)},r.prototype.getTransition=function(){return t.extend({duration:300,delay:0},this.stylesheet&&this.stylesheet.transition)},r.prototype.serialize=function(){var e=this;return t.filterObject({version:this.stylesheet.version,name:this.stylesheet.name,metadata:this.stylesheet.metadata,light:this.stylesheet.light,center:this.stylesheet.center,zoom:this.stylesheet.zoom,bearing:this.stylesheet.bearing,pitch:this.stylesheet.pitch,sprite:this.stylesheet.sprite,glyphs:this.stylesheet.glyphs,transition:this.stylesheet.transition,sources:t.mapObject(this.sourceCaches,function(t){return t.serialize()}),layers:this._order.map(function(t){return e._layers[t].serialize()})},function(t){return void 0!==t})},r.prototype._updateLayer=function(t){this._updatedLayers[t.id]=!0,t.source&&!this._updatedSources[t.source]&&(this._updatedSources[t.source]=\"reload\",this.sourceCaches[t.source].pause()),this._changed=!0},r.prototype._flattenRenderedFeatures=function(t){for(var e=[],r=this._order.length-1;r>=0;r--)for(var n=this._order[r],i=0,a=t;i<a.length;i+=1){var o=a[i][n];if(o)for(var s=0,l=o;s<l.length;s+=1){var c=l[s];e.push(c)}}return e},r.prototype.queryRenderedFeatures=function(e,r,n){r&&r.filter&&this._validate(t.validateStyle.filter,\"queryRenderedFeatures.filter\",r.filter);var i={};if(r&&r.layers){if(!Array.isArray(r.layers))return this.fire(new t.ErrorEvent(new Error(\"parameters.layers must be an Array.\"))),[];for(var a=0,o=r.layers;a<o.length;a+=1){var s=o[a],l=this._layers[s];if(!l)return this.fire(new t.ErrorEvent(new Error(\"The layer '\"+s+\"' does not exist in the map's style and cannot be queried for features.\"))),[];i[l.source]=!0}}var c=[];for(var u in this.sourceCaches)r.layers&&!i[u]||c.push(at(this.sourceCaches[u],this._layers,e.worldCoordinate,r,n));return this.placement&&c.push(function(t,e,r,n,i){for(var a={},o=n.queryRenderedSymbols(e),s=[],l=0,c=Object.keys(o).map(Number);l<c.length;l+=1){var u=c[l];s.push(i[u])}s.sort(ot);for(var h=function(){var e=p[f],n=e.featureIndex.lookupSymbolFeatures(o[e.bucketInstanceId],e.bucketIndex,e.sourceLayerIndex,r.filter,r.layers,t);for(var i in n){var s=a[i]=a[i]||[],l=n[i];l.sort(function(t,r){var n=e.featureSortOrder;if(n){var i=n.indexOf(t.featureIndex);return n.indexOf(r.featureIndex)-i}return r.featureIndex-t.featureIndex});for(var c=0,u=l;c<u.length;c+=1){var h=u[c];s.push(h.feature)}}},f=0,p=s;f<p.length;f+=1)h();return a}(this._layers,e.viewport,r,this.placement.collisionIndex,this.placement.retainedQueryData)),this._flattenRenderedFeatures(c)},r.prototype.querySourceFeatures=function(e,r){r&&r.filter&&this._validate(t.validateStyle.filter,\"querySourceFeatures.filter\",r.filter);var n=this.sourceCaches[e];return n?function(t,e){for(var r=t.getRenderableIds().map(function(e){return t.getTileByID(e)}),n=[],i={},a=0;a<r.length;a++){var o=r[a],s=o.tileID.canonical.key;i[s]||(i[s]=!0,o.querySourceFeatures(n,e))}return n}(n,r):[]},r.prototype.addSourceType=function(t,e,n){return r.getSourceType(t)?n(new Error('A source type called \"'+t+'\" already exists.')):(r.setSourceType(t,e),e.workerSourceURL?void this.dispatcher.broadcast(\"loadWorkerSource\",{name:t,url:e.workerSourceURL},n):n(null,null))},r.prototype.getLight=function(){return this.light.getLight()},r.prototype.setLight=function(e){this._checkLoaded();var r=this.light.getLight(),n=!1;for(var i in e)if(!t.default$10(e[i],r[i])){n=!0;break}if(n){var o={now:a.now(),transition:t.extend({duration:300,delay:0},this.stylesheet.transition)};this.light.setLight(e),this.light.updateTransitions(o)}},r.prototype._validate=function(e,r,n,i,a){return(!a||!1!==a.validate)&&Xe(this,e.call(t.validateStyle,t.extend({key:r,style:this.serialize(),value:n,styleSpec:t.default$5},i)))},r.prototype._remove=function(){for(var e in t.evented.off(\"pluginAvailable\",this._rtlTextPluginCallback),this.sourceCaches)this.sourceCaches[e].clearTiles();this.dispatcher.remove()},r.prototype._clearSource=function(t){this.sourceCaches[t].clearTiles()},r.prototype._reloadSource=function(t){this.sourceCaches[t].resume(),this.sourceCaches[t].reload()},r.prototype._updateSources=function(t){for(var e in this.sourceCaches)this.sourceCaches[e].update(t)},r.prototype._generateCollisionBoxes=function(){for(var t in this.sourceCaches)this._reloadSource(t)},r.prototype._updatePlacement=function(t,e,r){for(var n=!1,i=!1,o={},s=0,l=this._order;s<l.length;s+=1){var c=l[s],u=this._layers[c];if(\"symbol\"===u.type){if(!o[u.source]){var h=this.sourceCaches[u.source];o[u.source]=h.getRenderableIds().map(function(t){return h.getTileByID(t)}).sort(function(t,e){return e.tileID.overscaledZ-t.tileID.overscaledZ||(t.tileID.isLessThan(e.tileID)?-1:1)})}var f=this.crossTileSymbolIndex.addLayer(u,o[u.source],t.center.lng);n=n||f}}this.crossTileSymbolIndex.pruneUnusedLayers(this._order);var p=this._layerOrderChanged;if((p||!this.pauseablePlacement||this.pauseablePlacement.isDone()&&!this.placement.stillRecent(a.now()))&&(this.pauseablePlacement=new Ue(t,this._order,p,e,r),this._layerOrderChanged=!1),this.pauseablePlacement.isDone()?this.placement.setStale():(this.pauseablePlacement.continuePlacement(this._order,this._layers,o),this.pauseablePlacement.isDone()&&(this.placement=this.pauseablePlacement.commit(this.placement,a.now()),i=!0),n&&this.pauseablePlacement.placement.setStale()),i||n)for(var d=0,g=this._order;d<g.length;d+=1){var v=g[d],m=this._layers[v];\"symbol\"===m.type&&this.placement.updateLayerOpacities(m,o[m.source])}return!this.pauseablePlacement.isDone()||this.placement.hasTransitions(a.now())},r.prototype.getImages=function(t,e,r){this.imageManager.getImages(e.icons,r)},r.prototype.getGlyphs=function(t,e,r){this.glyphManager.getGlyphs(e.stacks,r)},r}(t.Evented);Je.getSourceType=function(t){return nt[t]},Je.setSourceType=function(t,e){nt[t]=e},Je.registerForPluginAvailability=t.registerForPluginAvailability;var Ke=t.createLayout([{name:\"a_pos\",type:\"Int16\",components:2}]),Qe={prelude:{fragmentSource:\"#ifdef GL_ES\\nprecision mediump float;\\n#else\\n\\n#if !defined(lowp)\\n#define lowp\\n#endif\\n\\n#if !defined(mediump)\\n#define mediump\\n#endif\\n\\n#if !defined(highp)\\n#define highp\\n#endif\\n\\n#endif\\n\",vertexSource:\"#ifdef GL_ES\\nprecision highp float;\\n#else\\n\\n#if !defined(lowp)\\n#define lowp\\n#endif\\n\\n#if !defined(mediump)\\n#define mediump\\n#endif\\n\\n#if !defined(highp)\\n#define highp\\n#endif\\n\\n#endif\\n\\n// Unpack a pair of values that have been packed into a single float.\\n// The packed values are assumed to be 8-bit unsigned integers, and are\\n// packed like so:\\n// packedValue = floor(input[0]) * 256 + input[1],\\nvec2 unpack_float(const float packedValue) {\\n    int packedIntValue = int(packedValue);\\n    int v0 = packedIntValue / 256;\\n    return vec2(v0, packedIntValue - v0 * 256);\\n}\\n\\nvec2 unpack_opacity(const float packedOpacity) {\\n    int intOpacity = int(packedOpacity) / 2;\\n    return vec2(float(intOpacity) / 127.0, mod(packedOpacity, 2.0));\\n}\\n\\n// To minimize the number of attributes needed, we encode a 4-component\\n// color into a pair of floats (i.e. a vec2) as follows:\\n// [ floor(color.r * 255) * 256 + color.g * 255,\\n//   floor(color.b * 255) * 256 + color.g * 255 ]\\nvec4 decode_color(const vec2 encodedColor) {\\n    return vec4(\\n        unpack_float(encodedColor[0]) / 255.0,\\n        unpack_float(encodedColor[1]) / 255.0\\n    );\\n}\\n\\n// Unpack a pair of paint values and interpolate between them.\\nfloat unpack_mix_vec2(const vec2 packedValue, const float t) {\\n    return mix(packedValue[0], packedValue[1], t);\\n}\\n\\n// Unpack a pair of paint values and interpolate between them.\\nvec4 unpack_mix_vec4(const vec4 packedColors, const float t) {\\n    vec4 minColor = decode_color(vec2(packedColors[0], packedColors[1]));\\n    vec4 maxColor = decode_color(vec2(packedColors[2], packedColors[3]));\\n    return mix(minColor, maxColor, t);\\n}\\n\\n// The offset depends on how many pixels are between the world origin and the edge of the tile:\\n// vec2 offset = mod(pixel_coord, size)\\n//\\n// At high zoom levels there are a ton of pixels between the world origin and the edge of the tile.\\n// The glsl spec only guarantees 16 bits of precision for highp floats. We need more than that.\\n//\\n// The pixel_coord is passed in as two 16 bit values:\\n// pixel_coord_upper = floor(pixel_coord / 2^16)\\n// pixel_coord_lower = mod(pixel_coord, 2^16)\\n//\\n// The offset is calculated in a series of steps that should preserve this precision:\\nvec2 get_pattern_pos(const vec2 pixel_coord_upper, const vec2 pixel_coord_lower,\\n    const vec2 pattern_size, const float tile_units_to_pixels, const vec2 pos) {\\n\\n    vec2 offset = mod(mod(mod(pixel_coord_upper, pattern_size) * 256.0, pattern_size) * 256.0 + pixel_coord_lower, pattern_size);\\n    return (tile_units_to_pixels * pos + offset) / pattern_size;\\n}\\n\"},background:{fragmentSource:\"uniform vec4 u_color;\\nuniform float u_opacity;\\n\\nvoid main() {\\n    gl_FragColor = u_color * u_opacity;\\n\\n#ifdef OVERDRAW_INSPECTOR\\n    gl_FragColor = vec4(1.0);\\n#endif\\n}\\n\",vertexSource:\"attribute vec2 a_pos;\\n\\nuniform mat4 u_matrix;\\n\\nvoid main() {\\n    gl_Position = u_matrix * vec4(a_pos, 0, 1);\\n}\\n\"},backgroundPattern:{fragmentSource:\"uniform vec2 u_pattern_tl_a;\\nuniform vec2 u_pattern_br_a;\\nuniform vec2 u_pattern_tl_b;\\nuniform vec2 u_pattern_br_b;\\nuniform vec2 u_texsize;\\nuniform float u_mix;\\nuniform float u_opacity;\\n\\nuniform sampler2D u_image;\\n\\nvarying vec2 v_pos_a;\\nvarying vec2 v_pos_b;\\n\\nvoid main() {\\n    vec2 imagecoord = mod(v_pos_a, 1.0);\\n    vec2 pos = mix(u_pattern_tl_a / u_texsize, u_pattern_br_a / u_texsize, imagecoord);\\n    vec4 color1 = texture2D(u_image, pos);\\n\\n    vec2 imagecoord_b = mod(v_pos_b, 1.0);\\n    vec2 pos2 = mix(u_pattern_tl_b / u_texsize, u_pattern_br_b / u_texsize, imagecoord_b);\\n    vec4 color2 = texture2D(u_image, pos2);\\n\\n    gl_FragColor = mix(color1, color2, u_mix) * u_opacity;\\n\\n#ifdef OVERDRAW_INSPECTOR\\n    gl_FragColor = vec4(1.0);\\n#endif\\n}\\n\",vertexSource:\"uniform mat4 u_matrix;\\nuniform vec2 u_pattern_size_a;\\nuniform vec2 u_pattern_size_b;\\nuniform vec2 u_pixel_coord_upper;\\nuniform vec2 u_pixel_coord_lower;\\nuniform float u_scale_a;\\nuniform float u_scale_b;\\nuniform float u_tile_units_to_pixels;\\n\\nattribute vec2 a_pos;\\n\\nvarying vec2 v_pos_a;\\nvarying vec2 v_pos_b;\\n\\nvoid main() {\\n    gl_Position = u_matrix * vec4(a_pos, 0, 1);\\n\\n    v_pos_a = get_pattern_pos(u_pixel_coord_upper, u_pixel_coord_lower, u_scale_a * u_pattern_size_a, u_tile_units_to_pixels, a_pos);\\n    v_pos_b = get_pattern_pos(u_pixel_coord_upper, u_pixel_coord_lower, u_scale_b * u_pattern_size_b, u_tile_units_to_pixels, a_pos);\\n}\\n\"},circle:{fragmentSource:\"#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define mediump float radius\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define highp vec4 stroke_color\\n#pragma mapbox: define mediump float stroke_width\\n#pragma mapbox: define lowp float stroke_opacity\\n\\nvarying vec3 v_data;\\n\\nvoid main() {\\n    #pragma mapbox: initialize highp vec4 color\\n    #pragma mapbox: initialize mediump float radius\\n    #pragma mapbox: initialize lowp float blur\\n    #pragma mapbox: initialize lowp float opacity\\n    #pragma mapbox: initialize highp vec4 stroke_color\\n    #pragma mapbox: initialize mediump float stroke_width\\n    #pragma mapbox: initialize lowp float stroke_opacity\\n\\n    vec2 extrude = v_data.xy;\\n    float extrude_length = length(extrude);\\n\\n    lowp float antialiasblur = v_data.z;\\n    float antialiased_blur = -max(blur, antialiasblur);\\n\\n    float opacity_t = smoothstep(0.0, antialiased_blur, extrude_length - 1.0);\\n\\n    float color_t = stroke_width < 0.01 ? 0.0 : smoothstep(\\n        antialiased_blur,\\n        0.0,\\n        extrude_length - radius / (radius + stroke_width)\\n    );\\n\\n    gl_FragColor = opacity_t * mix(color * opacity, stroke_color * stroke_opacity, color_t);\\n\\n#ifdef OVERDRAW_INSPECTOR\\n    gl_FragColor = vec4(1.0);\\n#endif\\n}\\n\",vertexSource:\"uniform mat4 u_matrix;\\nuniform bool u_scale_with_map;\\nuniform bool u_pitch_with_map;\\nuniform vec2 u_extrude_scale;\\nuniform highp float u_camera_to_center_distance;\\n\\nattribute vec2 a_pos;\\n\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define mediump float radius\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define highp vec4 stroke_color\\n#pragma mapbox: define mediump float stroke_width\\n#pragma mapbox: define lowp float stroke_opacity\\n\\nvarying vec3 v_data;\\n\\nvoid main(void) {\\n    #pragma mapbox: initialize highp vec4 color\\n    #pragma mapbox: initialize mediump float radius\\n    #pragma mapbox: initialize lowp float blur\\n    #pragma mapbox: initialize lowp float opacity\\n    #pragma mapbox: initialize highp vec4 stroke_color\\n    #pragma mapbox: initialize mediump float stroke_width\\n    #pragma mapbox: initialize lowp float stroke_opacity\\n\\n    // unencode the extrusion vector that we snuck into the a_pos vector\\n    vec2 extrude = vec2(mod(a_pos, 2.0) * 2.0 - 1.0);\\n\\n    // multiply a_pos by 0.5, since we had it * 2 in order to sneak\\n    // in extrusion data\\n    vec2 circle_center = floor(a_pos * 0.5);\\n    if (u_pitch_with_map) {\\n        vec2 corner_position = circle_center;\\n        if (u_scale_with_map) {\\n            corner_position += extrude * (radius + stroke_width) * u_extrude_scale;\\n        } else {\\n            // Pitching the circle with the map effectively scales it with the map\\n            // To counteract the effect for pitch-scale: viewport, we rescale the\\n            // whole circle based on the pitch scaling effect at its central point\\n            vec4 projected_center = u_matrix * vec4(circle_center, 0, 1);\\n            corner_position += extrude * (radius + stroke_width) * u_extrude_scale * (projected_center.w / u_camera_to_center_distance);\\n        }\\n\\n        gl_Position = u_matrix * vec4(corner_position, 0, 1);\\n    } else {\\n        gl_Position = u_matrix * vec4(circle_center, 0, 1);\\n\\n        if (u_scale_with_map) {\\n            gl_Position.xy += extrude * (radius + stroke_width) * u_extrude_scale * u_camera_to_center_distance;\\n        } else {\\n            gl_Position.xy += extrude * (radius + stroke_width) * u_extrude_scale * gl_Position.w;\\n        }\\n    }\\n\\n    // This is a minimum blur distance that serves as a faux-antialiasing for\\n    // the circle. since blur is a ratio of the circle's size and the intent is\\n    // to keep the blur at roughly 1px, the two are inversely related.\\n    lowp float antialiasblur = 1.0 / DEVICE_PIXEL_RATIO / (radius + stroke_width);\\n\\n    v_data = vec3(extrude.x, extrude.y, antialiasblur);\\n}\\n\"},clippingMask:{fragmentSource:\"void main() {\\n    gl_FragColor = vec4(1.0);\\n}\\n\",vertexSource:\"attribute vec2 a_pos;\\n\\nuniform mat4 u_matrix;\\n\\nvoid main() {\\n    gl_Position = u_matrix * vec4(a_pos, 0, 1);\\n}\\n\"},heatmap:{fragmentSource:\"#pragma mapbox: define highp float weight\\n\\nuniform highp float u_intensity;\\nvarying vec2 v_extrude;\\n\\n// Gaussian kernel coefficient: 1 / sqrt(2 * PI)\\n#define GAUSS_COEF 0.3989422804014327\\n\\nvoid main() {\\n    #pragma mapbox: initialize highp float weight\\n\\n    // Kernel density estimation with a Gaussian kernel of size 5x5\\n    float d = -0.5 * 3.0 * 3.0 * dot(v_extrude, v_extrude);\\n    float val = weight * u_intensity * GAUSS_COEF * exp(d);\\n\\n    gl_FragColor = vec4(val, 1.0, 1.0, 1.0);\\n\\n#ifdef OVERDRAW_INSPECTOR\\n    gl_FragColor = vec4(1.0);\\n#endif\\n}\\n\",vertexSource:\"#pragma mapbox: define highp float weight\\n#pragma mapbox: define mediump float radius\\n\\nuniform mat4 u_matrix;\\nuniform float u_extrude_scale;\\nuniform float u_opacity;\\nuniform float u_intensity;\\n\\nattribute vec2 a_pos;\\n\\nvarying vec2 v_extrude;\\n\\n// Effective \\\"0\\\" in the kernel density texture to adjust the kernel size to;\\n// this empirically chosen number minimizes artifacts on overlapping kernels\\n// for typical heatmap cases (assuming clustered source)\\nconst highp float ZERO = 1.0 / 255.0 / 16.0;\\n\\n// Gaussian kernel coefficient: 1 / sqrt(2 * PI)\\n#define GAUSS_COEF 0.3989422804014327\\n\\nvoid main(void) {\\n    #pragma mapbox: initialize highp float weight\\n    #pragma mapbox: initialize mediump float radius\\n\\n    // unencode the extrusion vector that we snuck into the a_pos vector\\n    vec2 unscaled_extrude = vec2(mod(a_pos, 2.0) * 2.0 - 1.0);\\n\\n    // This 'extrude' comes in ranging from [-1, -1], to [1, 1].  We'll use\\n    // it to produce the vertices of a square mesh framing the point feature\\n    // we're adding to the kernel density texture.  We'll also pass it as\\n    // a varying, so that the fragment shader can determine the distance of\\n    // each fragment from the point feature.\\n    // Before we do so, we need to scale it up sufficiently so that the\\n    // kernel falls effectively to zero at the edge of the mesh.\\n    // That is, we want to know S such that\\n    // weight * u_intensity * GAUSS_COEF * exp(-0.5 * 3.0^2 * S^2) == ZERO\\n    // Which solves to:\\n    // S = sqrt(-2.0 * log(ZERO / (weight * u_intensity * GAUSS_COEF))) / 3.0\\n    float S = sqrt(-2.0 * log(ZERO / weight / u_intensity / GAUSS_COEF)) / 3.0;\\n\\n    // Pass the varying in units of radius\\n    v_extrude = S * unscaled_extrude;\\n\\n    // Scale by radius and the zoom-based scale factor to produce actual\\n    // mesh position\\n    vec2 extrude = v_extrude * radius * u_extrude_scale;\\n\\n    // multiply a_pos by 0.5, since we had it * 2 in order to sneak\\n    // in extrusion data\\n    vec4 pos = vec4(floor(a_pos * 0.5) + extrude, 0, 1);\\n\\n    gl_Position = u_matrix * pos;\\n}\\n\"},heatmapTexture:{fragmentSource:\"uniform sampler2D u_image;\\nuniform sampler2D u_color_ramp;\\nuniform float u_opacity;\\nvarying vec2 v_pos;\\n\\nvoid main() {\\n    float t = texture2D(u_image, v_pos).r;\\n    vec4 color = texture2D(u_color_ramp, vec2(t, 0.5));\\n    gl_FragColor = color * u_opacity;\\n\\n#ifdef OVERDRAW_INSPECTOR\\n    gl_FragColor = vec4(0.0);\\n#endif\\n}\\n\",vertexSource:\"uniform mat4 u_matrix;\\nuniform vec2 u_world;\\nattribute vec2 a_pos;\\nvarying vec2 v_pos;\\n\\nvoid main() {\\n    gl_Position = u_matrix * vec4(a_pos * u_world, 0, 1);\\n\\n    v_pos.x = a_pos.x;\\n    v_pos.y = 1.0 - a_pos.y;\\n}\\n\"},collisionBox:{fragmentSource:\"\\nvarying float v_placed;\\nvarying float v_notUsed;\\n\\nvoid main() {\\n\\n    float alpha = 0.5;\\n\\n    // Red = collision, hide label\\n    gl_FragColor = vec4(1.0, 0.0, 0.0, 1.0) * alpha;\\n\\n    // Blue = no collision, label is showing\\n    if (v_placed > 0.5) {\\n        gl_FragColor = vec4(0.0, 0.0, 1.0, 0.5) * alpha;\\n    }\\n\\n    if (v_notUsed > 0.5) {\\n        // This box not used, fade it out\\n        gl_FragColor *= .1;\\n    }\\n}\",vertexSource:\"attribute vec2 a_pos;\\nattribute vec2 a_anchor_pos;\\nattribute vec2 a_extrude;\\nattribute vec2 a_placed;\\n\\nuniform mat4 u_matrix;\\nuniform vec2 u_extrude_scale;\\nuniform float u_camera_to_center_distance;\\n\\nvarying float v_placed;\\nvarying float v_notUsed;\\n\\nvoid main() {\\n    vec4 projectedPoint = u_matrix * vec4(a_anchor_pos, 0, 1);\\n    highp float camera_to_anchor_distance = projectedPoint.w;\\n    highp float collision_perspective_ratio = clamp(\\n        0.5 + 0.5 * (u_camera_to_center_distance / camera_to_anchor_distance),\\n        0.0, // Prevents oversized near-field boxes in pitched/overzoomed tiles\\n        4.0);\\n\\n    gl_Position = u_matrix * vec4(a_pos, 0.0, 1.0);\\n    gl_Position.xy += a_extrude * u_extrude_scale * gl_Position.w * collision_perspective_ratio;\\n\\n    v_placed = a_placed.x;\\n    v_notUsed = a_placed.y;\\n}\\n\"},collisionCircle:{fragmentSource:\"uniform float u_overscale_factor;\\n\\nvarying float v_placed;\\nvarying float v_notUsed;\\nvarying float v_radius;\\nvarying vec2 v_extrude;\\nvarying vec2 v_extrude_scale;\\n\\nvoid main() {\\n    float alpha = 0.5;\\n\\n    // Red = collision, hide label\\n    vec4 color = vec4(1.0, 0.0, 0.0, 1.0) * alpha;\\n\\n    // Blue = no collision, label is showing\\n    if (v_placed > 0.5) {\\n        color = vec4(0.0, 0.0, 1.0, 0.5) * alpha;\\n    }\\n\\n    if (v_notUsed > 0.5) {\\n        // This box not used, fade it out\\n        color *= .2;\\n    }\\n\\n    float extrude_scale_length = length(v_extrude_scale);\\n    float extrude_length = length(v_extrude) * extrude_scale_length;\\n    float stroke_width = 15.0 * extrude_scale_length / u_overscale_factor;\\n    float radius = v_radius * extrude_scale_length;\\n\\n    float distance_to_edge = abs(extrude_length - radius);\\n    float opacity_t = smoothstep(-stroke_width, 0.0, -distance_to_edge);\\n\\n    gl_FragColor = opacity_t * color;\\n}\\n\",vertexSource:\"attribute vec2 a_pos;\\nattribute vec2 a_anchor_pos;\\nattribute vec2 a_extrude;\\nattribute vec2 a_placed;\\n\\nuniform mat4 u_matrix;\\nuniform vec2 u_extrude_scale;\\nuniform float u_camera_to_center_distance;\\n\\nvarying float v_placed;\\nvarying float v_notUsed;\\nvarying float v_radius;\\n\\nvarying vec2 v_extrude;\\nvarying vec2 v_extrude_scale;\\n\\nvoid main() {\\n    vec4 projectedPoint = u_matrix * vec4(a_anchor_pos, 0, 1);\\n    highp float camera_to_anchor_distance = projectedPoint.w;\\n    highp float collision_perspective_ratio = clamp(\\n        0.5 + 0.5 * (u_camera_to_center_distance / camera_to_anchor_distance),\\n        0.0, // Prevents oversized near-field circles in pitched/overzoomed tiles\\n        4.0);\\n\\n    gl_Position = u_matrix * vec4(a_pos, 0.0, 1.0);\\n\\n    highp float padding_factor = 1.2; // Pad the vertices slightly to make room for anti-alias blur\\n    gl_Position.xy += a_extrude * u_extrude_scale * padding_factor * gl_Position.w * collision_perspective_ratio;\\n\\n    v_placed = a_placed.x;\\n    v_notUsed = a_placed.y;\\n    v_radius = abs(a_extrude.y); // We don't pitch the circles, so both units of the extrusion vector are equal in magnitude to the radius\\n\\n    v_extrude = a_extrude * padding_factor;\\n    v_extrude_scale = u_extrude_scale * u_camera_to_center_distance * collision_perspective_ratio;\\n}\\n\"},debug:{fragmentSource:\"uniform highp vec4 u_color;\\n\\nvoid main() {\\n    gl_FragColor = u_color;\\n}\\n\",vertexSource:\"attribute vec2 a_pos;\\n\\nuniform mat4 u_matrix;\\n\\nvoid main() {\\n    gl_Position = u_matrix * vec4(a_pos, 0, 1);\\n}\\n\"},fill:{fragmentSource:\"#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float opacity\\n\\nvoid main() {\\n    #pragma mapbox: initialize highp vec4 color\\n    #pragma mapbox: initialize lowp float opacity\\n\\n    gl_FragColor = color * opacity;\\n\\n#ifdef OVERDRAW_INSPECTOR\\n    gl_FragColor = vec4(1.0);\\n#endif\\n}\\n\",vertexSource:\"attribute vec2 a_pos;\\n\\nuniform mat4 u_matrix;\\n\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float opacity\\n\\nvoid main() {\\n    #pragma mapbox: initialize highp vec4 color\\n    #pragma mapbox: initialize lowp float opacity\\n\\n    gl_Position = u_matrix * vec4(a_pos, 0, 1);\\n}\\n\"},fillOutline:{fragmentSource:\"#pragma mapbox: define highp vec4 outline_color\\n#pragma mapbox: define lowp float opacity\\n\\nvarying vec2 v_pos;\\n\\nvoid main() {\\n    #pragma mapbox: initialize highp vec4 outline_color\\n    #pragma mapbox: initialize lowp float opacity\\n\\n    float dist = length(v_pos - gl_FragCoord.xy);\\n    float alpha = 1.0 - smoothstep(0.0, 1.0, dist);\\n    gl_FragColor = outline_color * (alpha * opacity);\\n\\n#ifdef OVERDRAW_INSPECTOR\\n    gl_FragColor = vec4(1.0);\\n#endif\\n}\\n\",vertexSource:\"attribute vec2 a_pos;\\n\\nuniform mat4 u_matrix;\\nuniform vec2 u_world;\\n\\nvarying vec2 v_pos;\\n\\n#pragma mapbox: define highp vec4 outline_color\\n#pragma mapbox: define lowp float opacity\\n\\nvoid main() {\\n    #pragma mapbox: initialize highp vec4 outline_color\\n    #pragma mapbox: initialize lowp float opacity\\n\\n    gl_Position = u_matrix * vec4(a_pos, 0, 1);\\n    v_pos = (gl_Position.xy / gl_Position.w + 1.0) / 2.0 * u_world;\\n}\\n\"},fillOutlinePattern:{fragmentSource:\"uniform vec2 u_pattern_tl_a;\\nuniform vec2 u_pattern_br_a;\\nuniform vec2 u_pattern_tl_b;\\nuniform vec2 u_pattern_br_b;\\nuniform vec2 u_texsize;\\nuniform float u_mix;\\n\\nuniform sampler2D u_image;\\n\\nvarying vec2 v_pos_a;\\nvarying vec2 v_pos_b;\\nvarying vec2 v_pos;\\n\\n#pragma mapbox: define lowp float opacity\\n\\nvoid main() {\\n    #pragma mapbox: initialize lowp float opacity\\n\\n    vec2 imagecoord = mod(v_pos_a, 1.0);\\n    vec2 pos = mix(u_pattern_tl_a / u_texsize, u_pattern_br_a / u_texsize, imagecoord);\\n    vec4 color1 = texture2D(u_image, pos);\\n\\n    vec2 imagecoord_b = mod(v_pos_b, 1.0);\\n    vec2 pos2 = mix(u_pattern_tl_b / u_texsize, u_pattern_br_b / u_texsize, imagecoord_b);\\n    vec4 color2 = texture2D(u_image, pos2);\\n\\n    // find distance to outline for alpha interpolation\\n\\n    float dist = length(v_pos - gl_FragCoord.xy);\\n    float alpha = 1.0 - smoothstep(0.0, 1.0, dist);\\n\\n\\n    gl_FragColor = mix(color1, color2, u_mix) * alpha * opacity;\\n\\n#ifdef OVERDRAW_INSPECTOR\\n    gl_FragColor = vec4(1.0);\\n#endif\\n}\\n\",vertexSource:\"uniform mat4 u_matrix;\\nuniform vec2 u_world;\\nuniform vec2 u_pattern_size_a;\\nuniform vec2 u_pattern_size_b;\\nuniform vec2 u_pixel_coord_upper;\\nuniform vec2 u_pixel_coord_lower;\\nuniform float u_scale_a;\\nuniform float u_scale_b;\\nuniform float u_tile_units_to_pixels;\\n\\nattribute vec2 a_pos;\\n\\nvarying vec2 v_pos_a;\\nvarying vec2 v_pos_b;\\nvarying vec2 v_pos;\\n\\n#pragma mapbox: define lowp float opacity\\n\\nvoid main() {\\n    #pragma mapbox: initialize lowp float opacity\\n\\n    gl_Position = u_matrix * vec4(a_pos, 0, 1);\\n\\n    v_pos_a = get_pattern_pos(u_pixel_coord_upper, u_pixel_coord_lower, u_scale_a * u_pattern_size_a, u_tile_units_to_pixels, a_pos);\\n    v_pos_b = get_pattern_pos(u_pixel_coord_upper, u_pixel_coord_lower, u_scale_b * u_pattern_size_b, u_tile_units_to_pixels, a_pos);\\n\\n    v_pos = (gl_Position.xy / gl_Position.w + 1.0) / 2.0 * u_world;\\n}\\n\"},fillPattern:{fragmentSource:\"uniform vec2 u_pattern_tl_a;\\nuniform vec2 u_pattern_br_a;\\nuniform vec2 u_pattern_tl_b;\\nuniform vec2 u_pattern_br_b;\\nuniform vec2 u_texsize;\\nuniform float u_mix;\\n\\nuniform sampler2D u_image;\\n\\nvarying vec2 v_pos_a;\\nvarying vec2 v_pos_b;\\n\\n#pragma mapbox: define lowp float opacity\\n\\nvoid main() {\\n    #pragma mapbox: initialize lowp float opacity\\n\\n    vec2 imagecoord = mod(v_pos_a, 1.0);\\n    vec2 pos = mix(u_pattern_tl_a / u_texsize, u_pattern_br_a / u_texsize, imagecoord);\\n    vec4 color1 = texture2D(u_image, pos);\\n\\n    vec2 imagecoord_b = mod(v_pos_b, 1.0);\\n    vec2 pos2 = mix(u_pattern_tl_b / u_texsize, u_pattern_br_b / u_texsize, imagecoord_b);\\n    vec4 color2 = texture2D(u_image, pos2);\\n\\n    gl_FragColor = mix(color1, color2, u_mix) * opacity;\\n\\n#ifdef OVERDRAW_INSPECTOR\\n    gl_FragColor = vec4(1.0);\\n#endif\\n}\\n\",vertexSource:\"uniform mat4 u_matrix;\\nuniform vec2 u_pattern_size_a;\\nuniform vec2 u_pattern_size_b;\\nuniform vec2 u_pixel_coord_upper;\\nuniform vec2 u_pixel_coord_lower;\\nuniform float u_scale_a;\\nuniform float u_scale_b;\\nuniform float u_tile_units_to_pixels;\\n\\nattribute vec2 a_pos;\\n\\nvarying vec2 v_pos_a;\\nvarying vec2 v_pos_b;\\n\\n#pragma mapbox: define lowp float opacity\\n\\nvoid main() {\\n    #pragma mapbox: initialize lowp float opacity\\n\\n    gl_Position = u_matrix * vec4(a_pos, 0, 1);\\n\\n    v_pos_a = get_pattern_pos(u_pixel_coord_upper, u_pixel_coord_lower, u_scale_a * u_pattern_size_a, u_tile_units_to_pixels, a_pos);\\n    v_pos_b = get_pattern_pos(u_pixel_coord_upper, u_pixel_coord_lower, u_scale_b * u_pattern_size_b, u_tile_units_to_pixels, a_pos);\\n}\\n\"},fillExtrusion:{fragmentSource:\"varying vec4 v_color;\\n#pragma mapbox: define lowp float base\\n#pragma mapbox: define lowp float height\\n#pragma mapbox: define highp vec4 color\\n\\nvoid main() {\\n    #pragma mapbox: initialize lowp float base\\n    #pragma mapbox: initialize lowp float height\\n    #pragma mapbox: initialize highp vec4 color\\n\\n    gl_FragColor = v_color;\\n\\n#ifdef OVERDRAW_INSPECTOR\\n    gl_FragColor = vec4(1.0);\\n#endif\\n}\\n\",vertexSource:\"uniform mat4 u_matrix;\\nuniform vec3 u_lightcolor;\\nuniform lowp vec3 u_lightpos;\\nuniform lowp float u_lightintensity;\\n\\nattribute vec2 a_pos;\\nattribute vec4 a_normal_ed;\\n\\nvarying vec4 v_color;\\n\\n#pragma mapbox: define lowp float base\\n#pragma mapbox: define lowp float height\\n\\n#pragma mapbox: define highp vec4 color\\n\\nvoid main() {\\n    #pragma mapbox: initialize lowp float base\\n    #pragma mapbox: initialize lowp float height\\n    #pragma mapbox: initialize highp vec4 color\\n\\n    vec3 normal = a_normal_ed.xyz;\\n\\n    base = max(0.0, base);\\n    height = max(0.0, height);\\n\\n    float t = mod(normal.x, 2.0);\\n\\n    gl_Position = u_matrix * vec4(a_pos, t > 0.0 ? height : base, 1);\\n\\n    // Relative luminance (how dark/bright is the surface color?)\\n    float colorvalue = color.r * 0.2126 + color.g * 0.7152 + color.b * 0.0722;\\n\\n    v_color = vec4(0.0, 0.0, 0.0, 1.0);\\n\\n    // Add slight ambient lighting so no extrusions are totally black\\n    vec4 ambientlight = vec4(0.03, 0.03, 0.03, 1.0);\\n    color += ambientlight;\\n\\n    // Calculate cos(theta), where theta is the angle between surface normal and diffuse light ray\\n    float directional = clamp(dot(normal / 16384.0, u_lightpos), 0.0, 1.0);\\n\\n    // Adjust directional so that\\n    // the range of values for highlight/shading is narrower\\n    // with lower light intensity\\n    // and with lighter/brighter surface colors\\n    directional = mix((1.0 - u_lightintensity), max((1.0 - colorvalue + u_lightintensity), 1.0), directional);\\n\\n    // Add gradient along z axis of side surfaces\\n    if (normal.y != 0.0) {\\n        directional *= clamp((t + base) * pow(height / 150.0, 0.5), mix(0.7, 0.98, 1.0 - u_lightintensity), 1.0);\\n    }\\n\\n    // Assign final color based on surface + ambient light color, diffuse light directional, and light color\\n    // with lower bounds adjusted to hue of light\\n    // so that shading is tinted with the complementary (opposite) color to the light color\\n    v_color.r += clamp(color.r * directional * u_lightcolor.r, mix(0.0, 0.3, 1.0 - u_lightcolor.r), 1.0);\\n    v_color.g += clamp(color.g * directional * u_lightcolor.g, mix(0.0, 0.3, 1.0 - u_lightcolor.g), 1.0);\\n    v_color.b += clamp(color.b * directional * u_lightcolor.b, mix(0.0, 0.3, 1.0 - u_lightcolor.b), 1.0);\\n}\\n\"},fillExtrusionPattern:{fragmentSource:\"uniform vec2 u_pattern_tl_a;\\nuniform vec2 u_pattern_br_a;\\nuniform vec2 u_pattern_tl_b;\\nuniform vec2 u_pattern_br_b;\\nuniform vec2 u_texsize;\\nuniform float u_mix;\\n\\nuniform sampler2D u_image;\\n\\nvarying vec2 v_pos_a;\\nvarying vec2 v_pos_b;\\nvarying vec4 v_lighting;\\n\\n#pragma mapbox: define lowp float base\\n#pragma mapbox: define lowp float height\\n\\nvoid main() {\\n    #pragma mapbox: initialize lowp float base\\n    #pragma mapbox: initialize lowp float height\\n\\n    vec2 imagecoord = mod(v_pos_a, 1.0);\\n    vec2 pos = mix(u_pattern_tl_a / u_texsize, u_pattern_br_a / u_texsize, imagecoord);\\n    vec4 color1 = texture2D(u_image, pos);\\n\\n    vec2 imagecoord_b = mod(v_pos_b, 1.0);\\n    vec2 pos2 = mix(u_pattern_tl_b / u_texsize, u_pattern_br_b / u_texsize, imagecoord_b);\\n    vec4 color2 = texture2D(u_image, pos2);\\n\\n    vec4 mixedColor = mix(color1, color2, u_mix);\\n\\n    gl_FragColor = mixedColor * v_lighting;\\n\\n#ifdef OVERDRAW_INSPECTOR\\n    gl_FragColor = vec4(1.0);\\n#endif\\n}\\n\",vertexSource:\"uniform mat4 u_matrix;\\nuniform vec2 u_pattern_size_a;\\nuniform vec2 u_pattern_size_b;\\nuniform vec2 u_pixel_coord_upper;\\nuniform vec2 u_pixel_coord_lower;\\nuniform float u_scale_a;\\nuniform float u_scale_b;\\nuniform float u_tile_units_to_pixels;\\nuniform float u_height_factor;\\n\\nuniform vec3 u_lightcolor;\\nuniform lowp vec3 u_lightpos;\\nuniform lowp float u_lightintensity;\\n\\nattribute vec2 a_pos;\\nattribute vec4 a_normal_ed;\\n\\nvarying vec2 v_pos_a;\\nvarying vec2 v_pos_b;\\nvarying vec4 v_lighting;\\nvarying float v_directional;\\n\\n#pragma mapbox: define lowp float base\\n#pragma mapbox: define lowp float height\\n\\nvoid main() {\\n    #pragma mapbox: initialize lowp float base\\n    #pragma mapbox: initialize lowp float height\\n\\n    vec3 normal = a_normal_ed.xyz;\\n    float edgedistance = a_normal_ed.w;\\n\\n    base = max(0.0, base);\\n    height = max(0.0, height);\\n\\n    float t = mod(normal.x, 2.0);\\n    float z = t > 0.0 ? height : base;\\n\\n    gl_Position = u_matrix * vec4(a_pos, z, 1);\\n\\n    vec2 pos = normal.x == 1.0 && normal.y == 0.0 && normal.z == 16384.0\\n        ? a_pos // extrusion top\\n        : vec2(edgedistance, z * u_height_factor); // extrusion side\\n\\n    v_pos_a = get_pattern_pos(u_pixel_coord_upper, u_pixel_coord_lower, u_scale_a * u_pattern_size_a, u_tile_units_to_pixels, pos);\\n    v_pos_b = get_pattern_pos(u_pixel_coord_upper, u_pixel_coord_lower, u_scale_b * u_pattern_size_b, u_tile_units_to_pixels, pos);\\n\\n    v_lighting = vec4(0.0, 0.0, 0.0, 1.0);\\n    float directional = clamp(dot(normal / 16383.0, u_lightpos), 0.0, 1.0);\\n    directional = mix((1.0 - u_lightintensity), max((0.5 + u_lightintensity), 1.0), directional);\\n\\n    if (normal.y != 0.0) {\\n        directional *= clamp((t + base) * pow(height / 150.0, 0.5), mix(0.7, 0.98, 1.0 - u_lightintensity), 1.0);\\n    }\\n\\n    v_lighting.rgb += clamp(directional * u_lightcolor, mix(vec3(0.0), vec3(0.3), 1.0 - u_lightcolor), vec3(1.0));\\n}\\n\"},extrusionTexture:{fragmentSource:\"uniform sampler2D u_image;\\nuniform float u_opacity;\\nvarying vec2 v_pos;\\n\\nvoid main() {\\n    gl_FragColor = texture2D(u_image, v_pos) * u_opacity;\\n\\n#ifdef OVERDRAW_INSPECTOR\\n    gl_FragColor = vec4(0.0);\\n#endif\\n}\\n\",vertexSource:\"uniform mat4 u_matrix;\\nuniform vec2 u_world;\\nattribute vec2 a_pos;\\nvarying vec2 v_pos;\\n\\nvoid main() {\\n    gl_Position = u_matrix * vec4(a_pos * u_world, 0, 1);\\n\\n    v_pos.x = a_pos.x;\\n    v_pos.y = 1.0 - a_pos.y;\\n}\\n\"},hillshadePrepare:{fragmentSource:\"#ifdef GL_ES\\nprecision highp float;\\n#endif\\n\\nuniform sampler2D u_image;\\nvarying vec2 v_pos;\\nuniform vec2 u_dimension;\\nuniform float u_zoom;\\nuniform float u_maxzoom;\\n\\nfloat getElevation(vec2 coord, float bias) {\\n    // Convert encoded elevation value to meters\\n    vec4 data = texture2D(u_image, coord) * 255.0;\\n    return (data.r + data.g * 256.0 + data.b * 256.0 * 256.0) / 4.0;\\n}\\n\\nvoid main() {\\n    vec2 epsilon = 1.0 / u_dimension;\\n\\n    // queried pixels:\\n    // +-----------+\\n    // |   |   |   |\\n    // | a | b | c |\\n    // |   |   |   |\\n    // +-----------+\\n    // |   |   |   |\\n    // | d | e | f |\\n    // |   |   |   |\\n    // +-----------+\\n    // |   |   |   |\\n    // | g | h | i |\\n    // |   |   |   |\\n    // +-----------+\\n\\n    float a = getElevation(v_pos + vec2(-epsilon.x, -epsilon.y), 0.0);\\n    float b = getElevation(v_pos + vec2(0, -epsilon.y), 0.0);\\n    float c = getElevation(v_pos + vec2(epsilon.x, -epsilon.y), 0.0);\\n    float d = getElevation(v_pos + vec2(-epsilon.x, 0), 0.0);\\n    float e = getElevation(v_pos, 0.0);\\n    float f = getElevation(v_pos + vec2(epsilon.x, 0), 0.0);\\n    float g = getElevation(v_pos + vec2(-epsilon.x, epsilon.y), 0.0);\\n    float h = getElevation(v_pos + vec2(0, epsilon.y), 0.0);\\n    float i = getElevation(v_pos + vec2(epsilon.x, epsilon.y), 0.0);\\n\\n    // here we divide the x and y slopes by 8 * pixel size\\n    // where pixel size (aka meters/pixel) is:\\n    // circumference of the world / (pixels per tile * number of tiles)\\n    // which is equivalent to: 8 * 40075016.6855785 / (512 * pow(2, u_zoom))\\n    // which can be reduced to: pow(2, 19.25619978527 - u_zoom)\\n    // we want to vertically exaggerate the hillshading though, because otherwise\\n    // it is barely noticeable at low zooms. to do this, we multiply this by some\\n    // scale factor pow(2, (u_zoom - u_maxzoom) * a) where a is an arbitrary value\\n    // Here we use a=0.3 which works out to the expression below. see \\n    // nickidlugash's awesome breakdown for more info\\n    // https://github.com/mapbox/mapbox-gl-js/pull/5286#discussion_r148419556\\n    float exaggeration = u_zoom < 2.0 ? 0.4 : u_zoom < 4.5 ? 0.35 : 0.3;\\n\\n    vec2 deriv = vec2(\\n        (c + f + f + i) - (a + d + d + g),\\n        (g + h + h + i) - (a + b + b + c)\\n    ) /  pow(2.0, (u_zoom - u_maxzoom) * exaggeration + 19.2562 - u_zoom);\\n\\n    gl_FragColor = clamp(vec4(\\n        deriv.x / 2.0 + 0.5,\\n        deriv.y / 2.0 + 0.5,\\n        1.0,\\n        1.0), 0.0, 1.0);\\n\\n#ifdef OVERDRAW_INSPECTOR\\n    gl_FragColor = vec4(1.0);\\n#endif\\n}\\n\",vertexSource:\"uniform mat4 u_matrix;\\n\\nattribute vec2 a_pos;\\nattribute vec2 a_texture_pos;\\n\\nvarying vec2 v_pos;\\n\\nvoid main() {\\n    gl_Position = u_matrix * vec4(a_pos, 0, 1);\\n    v_pos = (a_texture_pos / 8192.0) / 2.0 + 0.25;\\n}\\n\"},hillshade:{fragmentSource:\"uniform sampler2D u_image;\\nvarying vec2 v_pos;\\n\\nuniform vec2 u_latrange;\\nuniform vec2 u_light;\\nuniform vec4 u_shadow;\\nuniform vec4 u_highlight;\\nuniform vec4 u_accent;\\n\\n#define PI 3.141592653589793\\n\\nvoid main() {\\n    vec4 pixel = texture2D(u_image, v_pos);\\n\\n    vec2 deriv = ((pixel.rg * 2.0) - 1.0);\\n\\n    // We divide the slope by a scale factor based on the cosin of the pixel's approximate latitude\\n    // to account for mercator projection distortion. see #4807 for details\\n    float scaleFactor = cos(radians((u_latrange[0] - u_latrange[1]) * (1.0 - v_pos.y) + u_latrange[1]));\\n    // We also multiply the slope by an arbitrary z-factor of 1.25\\n    float slope = atan(1.25 * length(deriv) / scaleFactor);\\n    float aspect = deriv.x != 0.0 ? atan(deriv.y, -deriv.x) : PI / 2.0 * (deriv.y > 0.0 ? 1.0 : -1.0);\\n\\n    float intensity = u_light.x;\\n    // We add PI to make this property match the global light object, which adds PI/2 to the light's azimuthal\\n    // position property to account for 0deg corresponding to north/the top of the viewport in the style spec\\n    // and the original shader was written to accept (-illuminationDirection - 90) as the azimuthal.\\n    float azimuth = u_light.y + PI;\\n\\n    // We scale the slope exponentially based on intensity, using a calculation similar to\\n    // the exponential interpolation function in the style spec:\\n    // https://github.com/mapbox/mapbox-gl-js/blob/master/src/style-spec/expression/definitions/interpolate.js#L217-L228\\n    // so that higher intensity values create more opaque hillshading.\\n    float base = 1.875 - intensity * 1.75;\\n    float maxValue = 0.5 * PI;\\n    float scaledSlope = intensity != 0.5 ? ((pow(base, slope) - 1.0) / (pow(base, maxValue) - 1.0)) * maxValue : slope;\\n\\n    // The accent color is calculated with the cosine of the slope while the shade color is calculated with the sine\\n    // so that the accent color's rate of change eases in while the shade color's eases out.\\n    float accent = cos(scaledSlope);\\n    // We multiply both the accent and shade color by a clamped intensity value\\n    // so that intensities >= 0.5 do not additionally affect the color values\\n    // while intensity values < 0.5 make the overall color more transparent.\\n    vec4 accent_color = (1.0 - accent) * u_accent * clamp(intensity * 2.0, 0.0, 1.0);\\n    float shade = abs(mod((aspect + azimuth) / PI + 0.5, 2.0) - 1.0);\\n    vec4 shade_color = mix(u_shadow, u_highlight, shade) * sin(scaledSlope) * clamp(intensity * 2.0, 0.0, 1.0);\\n    gl_FragColor = accent_color * (1.0 - shade_color.a) + shade_color;\\n\\n#ifdef OVERDRAW_INSPECTOR\\n    gl_FragColor = vec4(1.0);\\n#endif\\n}\\n\",vertexSource:\"uniform mat4 u_matrix;\\n\\nattribute vec2 a_pos;\\nattribute vec2 a_texture_pos;\\n\\nvarying vec2 v_pos;\\n\\nvoid main() {\\n    gl_Position = u_matrix * vec4(a_pos, 0, 1);\\n    v_pos = a_texture_pos / 8192.0;\\n}\\n\"},line:{fragmentSource:\"#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n\\nvarying vec2 v_width2;\\nvarying vec2 v_normal;\\nvarying float v_gamma_scale;\\n\\nvoid main() {\\n    #pragma mapbox: initialize highp vec4 color\\n    #pragma mapbox: initialize lowp float blur\\n    #pragma mapbox: initialize lowp float opacity\\n\\n    // Calculate the distance of the pixel from the line in pixels.\\n    float dist = length(v_normal) * v_width2.s;\\n\\n    // Calculate the antialiasing fade factor. This is either when fading in\\n    // the line in case of an offset line (v_width2.t) or when fading out\\n    // (v_width2.s)\\n    float blur2 = (blur + 1.0 / DEVICE_PIXEL_RATIO) * v_gamma_scale;\\n    float alpha = clamp(min(dist - (v_width2.t - blur2), v_width2.s - dist) / blur2, 0.0, 1.0);\\n\\n    gl_FragColor = color * (alpha * opacity);\\n\\n#ifdef OVERDRAW_INSPECTOR\\n    gl_FragColor = vec4(1.0);\\n#endif\\n}\\n\",vertexSource:\"\\n\\n// the distance over which the line edge fades out.\\n// Retina devices need a smaller distance to avoid aliasing.\\n#define ANTIALIASING 1.0 / DEVICE_PIXEL_RATIO / 2.0\\n\\n// floor(127 / 2) == 63.0\\n// the maximum allowed miter limit is 2.0 at the moment. the extrude normal is\\n// stored in a byte (-128..127). we scale regular normals up to length 63, but\\n// there are also \\\"special\\\" normals that have a bigger length (of up to 126 in\\n// this case).\\n// #define scale 63.0\\n#define scale 0.015873016\\n\\nattribute vec4 a_pos_normal;\\nattribute vec4 a_data;\\n\\nuniform mat4 u_matrix;\\nuniform mediump float u_ratio;\\nuniform vec2 u_gl_units_to_pixels;\\n\\nvarying vec2 v_normal;\\nvarying vec2 v_width2;\\nvarying float v_gamma_scale;\\nvarying highp float v_linesofar;\\n\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float width\\n\\nvoid main() {\\n    #pragma mapbox: initialize highp vec4 color\\n    #pragma mapbox: initialize lowp float blur\\n    #pragma mapbox: initialize lowp float opacity\\n    #pragma mapbox: initialize mediump float gapwidth\\n    #pragma mapbox: initialize lowp float offset\\n    #pragma mapbox: initialize mediump float width\\n\\n    vec2 a_extrude = a_data.xy - 128.0;\\n    float a_direction = mod(a_data.z, 4.0) - 1.0;\\n\\n    v_linesofar = (floor(a_data.z / 4.0) + a_data.w * 64.0) * 2.0;\\n\\n    vec2 pos = a_pos_normal.xy;\\n\\n    // x is 1 if it's a round cap, 0 otherwise\\n    // y is 1 if the normal points up, and -1 if it points down\\n    mediump vec2 normal = a_pos_normal.zw;\\n    v_normal = normal;\\n\\n    // these transformations used to be applied in the JS and native code bases.\\n    // moved them into the shader for clarity and simplicity.\\n    gapwidth = gapwidth / 2.0;\\n    float halfwidth = width / 2.0;\\n    offset = -1.0 * offset;\\n\\n    float inset = gapwidth + (gapwidth > 0.0 ? ANTIALIASING : 0.0);\\n    float outset = gapwidth + halfwidth * (gapwidth > 0.0 ? 2.0 : 1.0) + ANTIALIASING;\\n\\n    // Scale the extrusion vector down to a normal and then up by the line width\\n    // of this vertex.\\n    mediump vec2 dist = outset * a_extrude * scale;\\n\\n    // Calculate the offset when drawing a line that is to the side of the actual line.\\n    // We do this by creating a vector that points towards the extrude, but rotate\\n    // it when we're drawing round end points (a_direction = -1 or 1) since their\\n    // extrude vector points in another direction.\\n    mediump float u = 0.5 * a_direction;\\n    mediump float t = 1.0 - abs(u);\\n    mediump vec2 offset2 = offset * a_extrude * scale * normal.y * mat2(t, -u, u, t);\\n\\n    vec4 projected_extrude = u_matrix * vec4(dist / u_ratio, 0.0, 0.0);\\n    gl_Position = u_matrix * vec4(pos + offset2 / u_ratio, 0.0, 1.0) + projected_extrude;\\n\\n    // calculate how much the perspective view squishes or stretches the extrude\\n    float extrude_length_without_perspective = length(dist);\\n    float extrude_length_with_perspective = length(projected_extrude.xy / gl_Position.w * u_gl_units_to_pixels);\\n    v_gamma_scale = extrude_length_without_perspective / extrude_length_with_perspective;\\n\\n    v_width2 = vec2(outset, inset);\\n}\\n\"},lineGradient:{fragmentSource:\"\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n\\nuniform sampler2D u_image;\\n\\nvarying vec2 v_width2;\\nvarying vec2 v_normal;\\nvarying float v_gamma_scale;\\nvarying highp float v_lineprogress;\\n\\nvoid main() {\\n    #pragma mapbox: initialize lowp float blur\\n    #pragma mapbox: initialize lowp float opacity\\n\\n    // Calculate the distance of the pixel from the line in pixels.\\n    float dist = length(v_normal) * v_width2.s;\\n\\n    // Calculate the antialiasing fade factor. This is either when fading in\\n    // the line in case of an offset line (v_width2.t) or when fading out\\n    // (v_width2.s)\\n    float blur2 = (blur + 1.0 / DEVICE_PIXEL_RATIO) * v_gamma_scale;\\n    float alpha = clamp(min(dist - (v_width2.t - blur2), v_width2.s - dist) / blur2, 0.0, 1.0);\\n\\n    // For gradient lines, v_lineprogress is the ratio along the entire line,\\n    // scaled to [0, 2^15), and the gradient ramp is stored in a texture.\\n    vec4 color = texture2D(u_image, vec2(v_lineprogress, 0.5));\\n\\n    gl_FragColor = color * (alpha * opacity);\\n\\n#ifdef OVERDRAW_INSPECTOR\\n    gl_FragColor = vec4(1.0);\\n#endif\\n}\\n\",vertexSource:\"\\n// the attribute conveying progress along a line is scaled to [0, 2^15)\\n#define MAX_LINE_DISTANCE 32767.0\\n\\n// the distance over which the line edge fades out.\\n// Retina devices need a smaller distance to avoid aliasing.\\n#define ANTIALIASING 1.0 / DEVICE_PIXEL_RATIO / 2.0\\n\\n// floor(127 / 2) == 63.0\\n// the maximum allowed miter limit is 2.0 at the moment. the extrude normal is\\n// stored in a byte (-128..127). we scale regular normals up to length 63, but\\n// there are also \\\"special\\\" normals that have a bigger length (of up to 126 in\\n// this case).\\n// #define scale 63.0\\n#define scale 0.015873016\\n\\nattribute vec4 a_pos_normal;\\nattribute vec4 a_data;\\n\\nuniform mat4 u_matrix;\\nuniform mediump float u_ratio;\\nuniform vec2 u_gl_units_to_pixels;\\n\\nvarying vec2 v_normal;\\nvarying vec2 v_width2;\\nvarying float v_gamma_scale;\\nvarying highp float v_lineprogress;\\n\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float width\\n\\nvoid main() {\\n    #pragma mapbox: initialize lowp float blur\\n    #pragma mapbox: initialize lowp float opacity\\n    #pragma mapbox: initialize mediump float gapwidth\\n    #pragma mapbox: initialize lowp float offset\\n    #pragma mapbox: initialize mediump float width\\n\\n    vec2 a_extrude = a_data.xy - 128.0;\\n    float a_direction = mod(a_data.z, 4.0) - 1.0;\\n\\n    v_lineprogress = (floor(a_data.z / 4.0) + a_data.w * 64.0) * 2.0 / MAX_LINE_DISTANCE;\\n\\n    vec2 pos = a_pos_normal.xy;\\n\\n    // x is 1 if it's a round cap, 0 otherwise\\n    // y is 1 if the normal points up, and -1 if it points down\\n    mediump vec2 normal = a_pos_normal.zw;\\n    v_normal = normal;\\n\\n    // these transformations used to be applied in the JS and native code bases.\\n    // moved them into the shader for clarity and simplicity.\\n    gapwidth = gapwidth / 2.0;\\n    float halfwidth = width / 2.0;\\n    offset = -1.0 * offset;\\n\\n    float inset = gapwidth + (gapwidth > 0.0 ? ANTIALIASING : 0.0);\\n    float outset = gapwidth + halfwidth * (gapwidth > 0.0 ? 2.0 : 1.0) + ANTIALIASING;\\n\\n    // Scale the extrusion vector down to a normal and then up by the line width\\n    // of this vertex.\\n    mediump vec2 dist = outset * a_extrude * scale;\\n\\n    // Calculate the offset when drawing a line that is to the side of the actual line.\\n    // We do this by creating a vector that points towards the extrude, but rotate\\n    // it when we're drawing round end points (a_direction = -1 or 1) since their\\n    // extrude vector points in another direction.\\n    mediump float u = 0.5 * a_direction;\\n    mediump float t = 1.0 - abs(u);\\n    mediump vec2 offset2 = offset * a_extrude * scale * normal.y * mat2(t, -u, u, t);\\n\\n    vec4 projected_extrude = u_matrix * vec4(dist / u_ratio, 0.0, 0.0);\\n    gl_Position = u_matrix * vec4(pos + offset2 / u_ratio, 0.0, 1.0) + projected_extrude;\\n\\n    // calculate how much the perspective view squishes or stretches the extrude\\n    float extrude_length_without_perspective = length(dist);\\n    float extrude_length_with_perspective = length(projected_extrude.xy / gl_Position.w * u_gl_units_to_pixels);\\n    v_gamma_scale = extrude_length_without_perspective / extrude_length_with_perspective;\\n\\n    v_width2 = vec2(outset, inset);\\n}\\n\"},linePattern:{fragmentSource:\"uniform vec2 u_pattern_size_a;\\nuniform vec2 u_pattern_size_b;\\nuniform vec2 u_pattern_tl_a;\\nuniform vec2 u_pattern_br_a;\\nuniform vec2 u_pattern_tl_b;\\nuniform vec2 u_pattern_br_b;\\nuniform vec2 u_texsize;\\nuniform float u_fade;\\n\\nuniform sampler2D u_image;\\n\\nvarying vec2 v_normal;\\nvarying vec2 v_width2;\\nvarying float v_linesofar;\\nvarying float v_gamma_scale;\\n\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n\\nvoid main() {\\n    #pragma mapbox: initialize lowp float blur\\n    #pragma mapbox: initialize lowp float opacity\\n\\n    // Calculate the distance of the pixel from the line in pixels.\\n    float dist = length(v_normal) * v_width2.s;\\n\\n    // Calculate the antialiasing fade factor. This is either when fading in\\n    // the line in case of an offset line (v_width2.t) or when fading out\\n    // (v_width2.s)\\n    float blur2 = (blur + 1.0 / DEVICE_PIXEL_RATIO) * v_gamma_scale;\\n    float alpha = clamp(min(dist - (v_width2.t - blur2), v_width2.s - dist) / blur2, 0.0, 1.0);\\n\\n    float x_a = mod(v_linesofar / u_pattern_size_a.x, 1.0);\\n    float x_b = mod(v_linesofar / u_pattern_size_b.x, 1.0);\\n\\n    // v_normal.y is 0 at the midpoint of the line, -1 at the lower edge, 1 at the upper edge\\n    // we clamp the line width outset to be between 0 and half the pattern height plus padding (2.0)\\n    // to ensure we don't sample outside the designated symbol on the sprite sheet.\\n    // 0.5 is added to shift the component to be bounded between 0 and 1 for interpolation of\\n    // the texture coordinate\\n    float y_a = 0.5 + (v_normal.y * clamp(v_width2.s, 0.0, (u_pattern_size_a.y + 2.0) / 2.0) / u_pattern_size_a.y);\\n    float y_b = 0.5 + (v_normal.y * clamp(v_width2.s, 0.0, (u_pattern_size_b.y + 2.0) / 2.0) / u_pattern_size_b.y);\\n    vec2 pos_a = mix(u_pattern_tl_a / u_texsize, u_pattern_br_a / u_texsize, vec2(x_a, y_a));\\n    vec2 pos_b = mix(u_pattern_tl_b / u_texsize, u_pattern_br_b / u_texsize, vec2(x_b, y_b));\\n\\n    vec4 color = mix(texture2D(u_image, pos_a), texture2D(u_image, pos_b), u_fade);\\n\\n    gl_FragColor = color * alpha * opacity;\\n\\n#ifdef OVERDRAW_INSPECTOR\\n    gl_FragColor = vec4(1.0);\\n#endif\\n}\\n\",vertexSource:\"// floor(127 / 2) == 63.0\\n// the maximum allowed miter limit is 2.0 at the moment. the extrude normal is\\n// stored in a byte (-128..127). we scale regular normals up to length 63, but\\n// there are also \\\"special\\\" normals that have a bigger length (of up to 126 in\\n// this case).\\n// #define scale 63.0\\n#define scale 0.015873016\\n\\n// We scale the distance before adding it to the buffers so that we can store\\n// long distances for long segments. Use this value to unscale the distance.\\n#define LINE_DISTANCE_SCALE 2.0\\n\\n// the distance over which the line edge fades out.\\n// Retina devices need a smaller distance to avoid aliasing.\\n#define ANTIALIASING 1.0 / DEVICE_PIXEL_RATIO / 2.0\\n\\nattribute vec4 a_pos_normal;\\nattribute vec4 a_data;\\n\\nuniform mat4 u_matrix;\\nuniform mediump float u_ratio;\\nuniform vec2 u_gl_units_to_pixels;\\n\\nvarying vec2 v_normal;\\nvarying vec2 v_width2;\\nvarying float v_linesofar;\\nvarying float v_gamma_scale;\\n\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define mediump float width\\n\\nvoid main() {\\n    #pragma mapbox: initialize lowp float blur\\n    #pragma mapbox: initialize lowp float opacity\\n    #pragma mapbox: initialize lowp float offset\\n    #pragma mapbox: initialize mediump float gapwidth\\n    #pragma mapbox: initialize mediump float width\\n\\n    vec2 a_extrude = a_data.xy - 128.0;\\n    float a_direction = mod(a_data.z, 4.0) - 1.0;\\n    float a_linesofar = (floor(a_data.z / 4.0) + a_data.w * 64.0) * LINE_DISTANCE_SCALE;\\n\\n    vec2 pos = a_pos_normal.xy;\\n\\n    // x is 1 if it's a round cap, 0 otherwise\\n    // y is 1 if the normal points up, and -1 if it points down\\n    mediump vec2 normal = a_pos_normal.zw;\\n    v_normal = normal;\\n\\n    // these transformations used to be applied in the JS and native code bases.\\n    // moved them into the shader for clarity and simplicity.\\n    gapwidth = gapwidth / 2.0;\\n    float halfwidth = width / 2.0;\\n    offset = -1.0 * offset;\\n\\n    float inset = gapwidth + (gapwidth > 0.0 ? ANTIALIASING : 0.0);\\n    float outset = gapwidth + halfwidth * (gapwidth > 0.0 ? 2.0 : 1.0) + ANTIALIASING;\\n\\n    // Scale the extrusion vector down to a normal and then up by the line width\\n    // of this vertex.\\n    mediump vec2 dist = outset * a_extrude * scale;\\n\\n    // Calculate the offset when drawing a line that is to the side of the actual line.\\n    // We do this by creating a vector that points towards the extrude, but rotate\\n    // it when we're drawing round end points (a_direction = -1 or 1) since their\\n    // extrude vector points in another direction.\\n    mediump float u = 0.5 * a_direction;\\n    mediump float t = 1.0 - abs(u);\\n    mediump vec2 offset2 = offset * a_extrude * scale * normal.y * mat2(t, -u, u, t);\\n\\n    vec4 projected_extrude = u_matrix * vec4(dist / u_ratio, 0.0, 0.0);\\n    gl_Position = u_matrix * vec4(pos + offset2 / u_ratio, 0.0, 1.0) + projected_extrude;\\n\\n    // calculate how much the perspective view squishes or stretches the extrude\\n    float extrude_length_without_perspective = length(dist);\\n    float extrude_length_with_perspective = length(projected_extrude.xy / gl_Position.w * u_gl_units_to_pixels);\\n    v_gamma_scale = extrude_length_without_perspective / extrude_length_with_perspective;\\n\\n    v_linesofar = a_linesofar;\\n    v_width2 = vec2(outset, inset);\\n}\\n\"},lineSDF:{fragmentSource:\"\\nuniform sampler2D u_image;\\nuniform float u_sdfgamma;\\nuniform float u_mix;\\n\\nvarying vec2 v_normal;\\nvarying vec2 v_width2;\\nvarying vec2 v_tex_a;\\nvarying vec2 v_tex_b;\\nvarying float v_gamma_scale;\\n\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float width\\n#pragma mapbox: define lowp float floorwidth\\n\\nvoid main() {\\n    #pragma mapbox: initialize highp vec4 color\\n    #pragma mapbox: initialize lowp float blur\\n    #pragma mapbox: initialize lowp float opacity\\n    #pragma mapbox: initialize mediump float width\\n    #pragma mapbox: initialize lowp float floorwidth\\n\\n    // Calculate the distance of the pixel from the line in pixels.\\n    float dist = length(v_normal) * v_width2.s;\\n\\n    // Calculate the antialiasing fade factor. This is either when fading in\\n    // the line in case of an offset line (v_width2.t) or when fading out\\n    // (v_width2.s)\\n    float blur2 = (blur + 1.0 / DEVICE_PIXEL_RATIO) * v_gamma_scale;\\n    float alpha = clamp(min(dist - (v_width2.t - blur2), v_width2.s - dist) / blur2, 0.0, 1.0);\\n\\n    float sdfdist_a = texture2D(u_image, v_tex_a).a;\\n    float sdfdist_b = texture2D(u_image, v_tex_b).a;\\n    float sdfdist = mix(sdfdist_a, sdfdist_b, u_mix);\\n    alpha *= smoothstep(0.5 - u_sdfgamma / floorwidth, 0.5 + u_sdfgamma / floorwidth, sdfdist);\\n\\n    gl_FragColor = color * (alpha * opacity);\\n\\n#ifdef OVERDRAW_INSPECTOR\\n    gl_FragColor = vec4(1.0);\\n#endif\\n}\\n\",vertexSource:\"// floor(127 / 2) == 63.0\\n// the maximum allowed miter limit is 2.0 at the moment. the extrude normal is\\n// stored in a byte (-128..127). we scale regular normals up to length 63, but\\n// there are also \\\"special\\\" normals that have a bigger length (of up to 126 in\\n// this case).\\n// #define scale 63.0\\n#define scale 0.015873016\\n\\n// We scale the distance before adding it to the buffers so that we can store\\n// long distances for long segments. Use this value to unscale the distance.\\n#define LINE_DISTANCE_SCALE 2.0\\n\\n// the distance over which the line edge fades out.\\n// Retina devices need a smaller distance to avoid aliasing.\\n#define ANTIALIASING 1.0 / DEVICE_PIXEL_RATIO / 2.0\\n\\nattribute vec4 a_pos_normal;\\nattribute vec4 a_data;\\n\\nuniform mat4 u_matrix;\\nuniform mediump float u_ratio;\\nuniform vec2 u_patternscale_a;\\nuniform float u_tex_y_a;\\nuniform vec2 u_patternscale_b;\\nuniform float u_tex_y_b;\\nuniform vec2 u_gl_units_to_pixels;\\n\\nvarying vec2 v_normal;\\nvarying vec2 v_width2;\\nvarying vec2 v_tex_a;\\nvarying vec2 v_tex_b;\\nvarying float v_gamma_scale;\\n\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float width\\n#pragma mapbox: define lowp float floorwidth\\n\\nvoid main() {\\n    #pragma mapbox: initialize highp vec4 color\\n    #pragma mapbox: initialize lowp float blur\\n    #pragma mapbox: initialize lowp float opacity\\n    #pragma mapbox: initialize mediump float gapwidth\\n    #pragma mapbox: initialize lowp float offset\\n    #pragma mapbox: initialize mediump float width\\n    #pragma mapbox: initialize lowp float floorwidth\\n\\n    vec2 a_extrude = a_data.xy - 128.0;\\n    float a_direction = mod(a_data.z, 4.0) - 1.0;\\n    float a_linesofar = (floor(a_data.z / 4.0) + a_data.w * 64.0) * LINE_DISTANCE_SCALE;\\n\\n    vec2 pos = a_pos_normal.xy;\\n\\n    // x is 1 if it's a round cap, 0 otherwise\\n    // y is 1 if the normal points up, and -1 if it points down\\n    mediump vec2 normal = a_pos_normal.zw;\\n    v_normal = normal;\\n\\n    // these transformations used to be applied in the JS and native code bases.\\n    // moved them into the shader for clarity and simplicity.\\n    gapwidth = gapwidth / 2.0;\\n    float halfwidth = width / 2.0;\\n    offset = -1.0 * offset;\\n\\n    float inset = gapwidth + (gapwidth > 0.0 ? ANTIALIASING : 0.0);\\n    float outset = gapwidth + halfwidth * (gapwidth > 0.0 ? 2.0 : 1.0) + ANTIALIASING;\\n\\n    // Scale the extrusion vector down to a normal and then up by the line width\\n    // of this vertex.\\n    mediump vec2 dist =outset * a_extrude * scale;\\n\\n    // Calculate the offset when drawing a line that is to the side of the actual line.\\n    // We do this by creating a vector that points towards the extrude, but rotate\\n    // it when we're drawing round end points (a_direction = -1 or 1) since their\\n    // extrude vector points in another direction.\\n    mediump float u = 0.5 * a_direction;\\n    mediump float t = 1.0 - abs(u);\\n    mediump vec2 offset2 = offset * a_extrude * scale * normal.y * mat2(t, -u, u, t);\\n\\n    vec4 projected_extrude = u_matrix * vec4(dist / u_ratio, 0.0, 0.0);\\n    gl_Position = u_matrix * vec4(pos + offset2 / u_ratio, 0.0, 1.0) + projected_extrude;\\n\\n    // calculate how much the perspective view squishes or stretches the extrude\\n    float extrude_length_without_perspective = length(dist);\\n    float extrude_length_with_perspective = length(projected_extrude.xy / gl_Position.w * u_gl_units_to_pixels);\\n    v_gamma_scale = extrude_length_without_perspective / extrude_length_with_perspective;\\n\\n    v_tex_a = vec2(a_linesofar * u_patternscale_a.x / floorwidth, normal.y * u_patternscale_a.y + u_tex_y_a);\\n    v_tex_b = vec2(a_linesofar * u_patternscale_b.x / floorwidth, normal.y * u_patternscale_b.y + u_tex_y_b);\\n\\n    v_width2 = vec2(outset, inset);\\n}\\n\"},raster:{fragmentSource:\"uniform float u_fade_t;\\nuniform float u_opacity;\\nuniform sampler2D u_image0;\\nuniform sampler2D u_image1;\\nvarying vec2 v_pos0;\\nvarying vec2 v_pos1;\\n\\nuniform float u_brightness_low;\\nuniform float u_brightness_high;\\n\\nuniform float u_saturation_factor;\\nuniform float u_contrast_factor;\\nuniform vec3 u_spin_weights;\\n\\nvoid main() {\\n\\n    // read and cross-fade colors from the main and parent tiles\\n    vec4 color0 = texture2D(u_image0, v_pos0);\\n    vec4 color1 = texture2D(u_image1, v_pos1);\\n    if (color0.a > 0.0) {\\n        color0.rgb = color0.rgb / color0.a;\\n    }\\n    if (color1.a > 0.0) {\\n        color1.rgb = color1.rgb / color1.a;\\n    }\\n    vec4 color = mix(color0, color1, u_fade_t);\\n    color.a *= u_opacity;\\n    vec3 rgb = color.rgb;\\n\\n    // spin\\n    rgb = vec3(\\n        dot(rgb, u_spin_weights.xyz),\\n        dot(rgb, u_spin_weights.zxy),\\n        dot(rgb, u_spin_weights.yzx));\\n\\n    // saturation\\n    float average = (color.r + color.g + color.b) / 3.0;\\n    rgb += (average - rgb) * u_saturation_factor;\\n\\n    // contrast\\n    rgb = (rgb - 0.5) * u_contrast_factor + 0.5;\\n\\n    // brightness\\n    vec3 u_high_vec = vec3(u_brightness_low, u_brightness_low, u_brightness_low);\\n    vec3 u_low_vec = vec3(u_brightness_high, u_brightness_high, u_brightness_high);\\n\\n    gl_FragColor = vec4(mix(u_high_vec, u_low_vec, rgb) * color.a, color.a);\\n\\n#ifdef OVERDRAW_INSPECTOR\\n    gl_FragColor = vec4(1.0);\\n#endif\\n}\\n\",vertexSource:\"uniform mat4 u_matrix;\\nuniform vec2 u_tl_parent;\\nuniform float u_scale_parent;\\nuniform float u_buffer_scale;\\n\\nattribute vec2 a_pos;\\nattribute vec2 a_texture_pos;\\n\\nvarying vec2 v_pos0;\\nvarying vec2 v_pos1;\\n\\nvoid main() {\\n    gl_Position = u_matrix * vec4(a_pos, 0, 1);\\n    // We are using Int16 for texture position coordinates to give us enough precision for\\n    // fractional coordinates. We use 8192 to scale the texture coordinates in the buffer\\n    // as an arbitrarily high number to preserve adequate precision when rendering.\\n    // This is also the same value as the EXTENT we are using for our tile buffer pos coordinates,\\n    // so math for modifying either is consistent.\\n    v_pos0 = (((a_texture_pos / 8192.0) - 0.5) / u_buffer_scale ) + 0.5;\\n    v_pos1 = (v_pos0 * u_scale_parent) + u_tl_parent;\\n}\\n\"},symbolIcon:{fragmentSource:\"uniform sampler2D u_texture;\\n\\n#pragma mapbox: define lowp float opacity\\n\\nvarying vec2 v_tex;\\nvarying float v_fade_opacity;\\n\\nvoid main() {\\n    #pragma mapbox: initialize lowp float opacity\\n\\n    lowp float alpha = opacity * v_fade_opacity;\\n    gl_FragColor = texture2D(u_texture, v_tex) * alpha;\\n\\n#ifdef OVERDRAW_INSPECTOR\\n    gl_FragColor = vec4(1.0);\\n#endif\\n}\\n\",vertexSource:\"const float PI = 3.141592653589793;\\n\\nattribute vec4 a_pos_offset;\\nattribute vec4 a_data;\\nattribute vec3 a_projected_pos;\\nattribute float a_fade_opacity;\\n\\nuniform bool u_is_size_zoom_constant;\\nuniform bool u_is_size_feature_constant;\\nuniform highp float u_size_t; // used to interpolate between zoom stops when size is a composite function\\nuniform highp float u_size; // used when size is both zoom and feature constant\\nuniform highp float u_camera_to_center_distance;\\nuniform highp float u_pitch;\\nuniform bool u_rotate_symbol;\\nuniform highp float u_aspect_ratio;\\nuniform float u_fade_change;\\n\\n#pragma mapbox: define lowp float opacity\\n\\nuniform mat4 u_matrix;\\nuniform mat4 u_label_plane_matrix;\\nuniform mat4 u_gl_coord_matrix;\\n\\nuniform bool u_is_text;\\nuniform bool u_pitch_with_map;\\n\\nuniform vec2 u_texsize;\\n\\nvarying vec2 v_tex;\\nvarying float v_fade_opacity;\\n\\nvoid main() {\\n    #pragma mapbox: initialize lowp float opacity\\n\\n    vec2 a_pos = a_pos_offset.xy;\\n    vec2 a_offset = a_pos_offset.zw;\\n\\n    vec2 a_tex = a_data.xy;\\n    vec2 a_size = a_data.zw;\\n\\n    highp float segment_angle = -a_projected_pos[2];\\n\\n    float size;\\n    if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {\\n        size = mix(a_size[0], a_size[1], u_size_t) / 10.0;\\n    } else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {\\n        size = a_size[0] / 10.0;\\n    } else if (!u_is_size_zoom_constant && u_is_size_feature_constant) {\\n        size = u_size;\\n    } else {\\n        size = u_size;\\n    }\\n\\n    vec4 projectedPoint = u_matrix * vec4(a_pos, 0, 1);\\n    highp float camera_to_anchor_distance = projectedPoint.w;\\n    // See comments in symbol_sdf.vertex\\n    highp float distance_ratio = u_pitch_with_map ?\\n        camera_to_anchor_distance / u_camera_to_center_distance :\\n        u_camera_to_center_distance / camera_to_anchor_distance;\\n    highp float perspective_ratio = clamp(\\n            0.5 + 0.5 * distance_ratio,\\n            0.0, // Prevents oversized near-field symbols in pitched/overzoomed tiles\\n            4.0);\\n\\n    size *= perspective_ratio;\\n\\n    float fontScale = u_is_text ? size / 24.0 : size;\\n\\n    highp float symbol_rotation = 0.0;\\n    if (u_rotate_symbol) {\\n        // See comments in symbol_sdf.vertex\\n        vec4 offsetProjectedPoint = u_matrix * vec4(a_pos + vec2(1, 0), 0, 1);\\n\\n        vec2 a = projectedPoint.xy / projectedPoint.w;\\n        vec2 b = offsetProjectedPoint.xy / offsetProjectedPoint.w;\\n\\n        symbol_rotation = atan((b.y - a.y) / u_aspect_ratio, b.x - a.x);\\n    }\\n\\n    highp float angle_sin = sin(segment_angle + symbol_rotation);\\n    highp float angle_cos = cos(segment_angle + symbol_rotation);\\n    mat2 rotation_matrix = mat2(angle_cos, -1.0 * angle_sin, angle_sin, angle_cos);\\n\\n    vec4 projected_pos = u_label_plane_matrix * vec4(a_projected_pos.xy, 0.0, 1.0);\\n    gl_Position = u_gl_coord_matrix * vec4(projected_pos.xy / projected_pos.w + rotation_matrix * (a_offset / 32.0 * fontScale), 0.0, 1.0);\\n\\n    v_tex = a_tex / u_texsize;\\n    vec2 fade_opacity = unpack_opacity(a_fade_opacity);\\n    float fade_change = fade_opacity[1] > 0.5 ? u_fade_change : -u_fade_change;\\n    v_fade_opacity = max(0.0, min(1.0, fade_opacity[0] + fade_change));\\n}\\n\"},symbolSDF:{fragmentSource:\"#define SDF_PX 8.0\\n#define EDGE_GAMMA 0.105/DEVICE_PIXEL_RATIO\\n\\nuniform bool u_is_halo;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\n\\nuniform sampler2D u_texture;\\nuniform highp float u_gamma_scale;\\nuniform bool u_is_text;\\n\\nvarying vec2 v_data0;\\nvarying vec3 v_data1;\\n\\nvoid main() {\\n    #pragma mapbox: initialize highp vec4 fill_color\\n    #pragma mapbox: initialize highp vec4 halo_color\\n    #pragma mapbox: initialize lowp float opacity\\n    #pragma mapbox: initialize lowp float halo_width\\n    #pragma mapbox: initialize lowp float halo_blur\\n\\n    vec2 tex = v_data0.xy;\\n    float gamma_scale = v_data1.x;\\n    float size = v_data1.y;\\n    float fade_opacity = v_data1[2];\\n\\n    float fontScale = u_is_text ? size / 24.0 : size;\\n\\n    lowp vec4 color = fill_color;\\n    highp float gamma = EDGE_GAMMA / (fontScale * u_gamma_scale);\\n    lowp float buff = (256.0 - 64.0) / 256.0;\\n    if (u_is_halo) {\\n        color = halo_color;\\n        gamma = (halo_blur * 1.19 / SDF_PX + EDGE_GAMMA) / (fontScale * u_gamma_scale);\\n        buff = (6.0 - halo_width / fontScale) / SDF_PX;\\n    }\\n\\n    lowp float dist = texture2D(u_texture, tex).a;\\n    highp float gamma_scaled = gamma * gamma_scale;\\n    highp float alpha = smoothstep(buff - gamma_scaled, buff + gamma_scaled, dist);\\n\\n    gl_FragColor = color * (alpha * opacity * fade_opacity);\\n\\n#ifdef OVERDRAW_INSPECTOR\\n    gl_FragColor = vec4(1.0);\\n#endif\\n}\\n\",vertexSource:\"const float PI = 3.141592653589793;\\n\\nattribute vec4 a_pos_offset;\\nattribute vec4 a_data;\\nattribute vec3 a_projected_pos;\\nattribute float a_fade_opacity;\\n\\n// contents of a_size vary based on the type of property value\\n// used for {text,icon}-size.\\n// For constants, a_size is disabled.\\n// For source functions, we bind only one value per vertex: the value of {text,icon}-size evaluated for the current feature.\\n// For composite functions:\\n// [ text-size(lowerZoomStop, feature),\\n//   text-size(upperZoomStop, feature) ]\\nuniform bool u_is_size_zoom_constant;\\nuniform bool u_is_size_feature_constant;\\nuniform highp float u_size_t; // used to interpolate between zoom stops when size is a composite function\\nuniform highp float u_size; // used when size is both zoom and feature constant\\n\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\n\\nuniform mat4 u_matrix;\\nuniform mat4 u_label_plane_matrix;\\nuniform mat4 u_gl_coord_matrix;\\n\\nuniform bool u_is_text;\\nuniform bool u_pitch_with_map;\\nuniform highp float u_pitch;\\nuniform bool u_rotate_symbol;\\nuniform highp float u_aspect_ratio;\\nuniform highp float u_camera_to_center_distance;\\nuniform float u_fade_change;\\n\\nuniform vec2 u_texsize;\\n\\nvarying vec2 v_data0;\\nvarying vec3 v_data1;\\n\\nvoid main() {\\n    #pragma mapbox: initialize highp vec4 fill_color\\n    #pragma mapbox: initialize highp vec4 halo_color\\n    #pragma mapbox: initialize lowp float opacity\\n    #pragma mapbox: initialize lowp float halo_width\\n    #pragma mapbox: initialize lowp float halo_blur\\n\\n    vec2 a_pos = a_pos_offset.xy;\\n    vec2 a_offset = a_pos_offset.zw;\\n\\n    vec2 a_tex = a_data.xy;\\n    vec2 a_size = a_data.zw;\\n\\n    highp float segment_angle = -a_projected_pos[2];\\n    float size;\\n\\n    if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {\\n        size = mix(a_size[0], a_size[1], u_size_t) / 10.0;\\n    } else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {\\n        size = a_size[0] / 10.0;\\n    } else if (!u_is_size_zoom_constant && u_is_size_feature_constant) {\\n        size = u_size;\\n    } else {\\n        size = u_size;\\n    }\\n\\n    vec4 projectedPoint = u_matrix * vec4(a_pos, 0, 1);\\n    highp float camera_to_anchor_distance = projectedPoint.w;\\n    // If the label is pitched with the map, layout is done in pitched space,\\n    // which makes labels in the distance smaller relative to viewport space.\\n    // We counteract part of that effect by multiplying by the perspective ratio.\\n    // If the label isn't pitched with the map, we do layout in viewport space,\\n    // which makes labels in the distance larger relative to the features around\\n    // them. We counteract part of that effect by dividing by the perspective ratio.\\n    highp float distance_ratio = u_pitch_with_map ?\\n        camera_to_anchor_distance / u_camera_to_center_distance :\\n        u_camera_to_center_distance / camera_to_anchor_distance;\\n    highp float perspective_ratio = clamp(\\n        0.5 + 0.5 * distance_ratio,\\n        0.0, // Prevents oversized near-field symbols in pitched/overzoomed tiles\\n        4.0);\\n\\n    size *= perspective_ratio;\\n\\n    float fontScale = u_is_text ? size / 24.0 : size;\\n\\n    highp float symbol_rotation = 0.0;\\n    if (u_rotate_symbol) {\\n        // Point labels with 'rotation-alignment: map' are horizontal with respect to tile units\\n        // To figure out that angle in projected space, we draw a short horizontal line in tile\\n        // space, project it, and measure its angle in projected space.\\n        vec4 offsetProjectedPoint = u_matrix * vec4(a_pos + vec2(1, 0), 0, 1);\\n\\n        vec2 a = projectedPoint.xy / projectedPoint.w;\\n        vec2 b = offsetProjectedPoint.xy / offsetProjectedPoint.w;\\n\\n        symbol_rotation = atan((b.y - a.y) / u_aspect_ratio, b.x - a.x);\\n    }\\n\\n    highp float angle_sin = sin(segment_angle + symbol_rotation);\\n    highp float angle_cos = cos(segment_angle + symbol_rotation);\\n    mat2 rotation_matrix = mat2(angle_cos, -1.0 * angle_sin, angle_sin, angle_cos);\\n\\n    vec4 projected_pos = u_label_plane_matrix * vec4(a_projected_pos.xy, 0.0, 1.0);\\n    gl_Position = u_gl_coord_matrix * vec4(projected_pos.xy / projected_pos.w + rotation_matrix * (a_offset / 32.0 * fontScale), 0.0, 1.0);\\n    float gamma_scale = gl_Position.w;\\n\\n    vec2 tex = a_tex / u_texsize;\\n    vec2 fade_opacity = unpack_opacity(a_fade_opacity);\\n    float fade_change = fade_opacity[1] > 0.5 ? u_fade_change : -u_fade_change;\\n    float interpolated_fade_opacity = max(0.0, min(1.0, fade_opacity[0] + fade_change));\\n\\n    v_data0 = vec2(tex.x, tex.y);\\n    v_data1 = vec3(gamma_scale, size, interpolated_fade_opacity);\\n}\\n\"}},tr=/#pragma mapbox: ([\\w]+) ([\\w]+) ([\\w]+) ([\\w]+)/g,er=function(t){var e=Qe[t],r={};e.fragmentSource=e.fragmentSource.replace(tr,function(t,e,n,i,a){return r[a]=!0,\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\nvarying \"+n+\" \"+i+\" \"+a+\";\\n#else\\nuniform \"+n+\" \"+i+\" u_\"+a+\";\\n#endif\\n\":\"\\n#ifdef HAS_UNIFORM_u_\"+a+\"\\n    \"+n+\" \"+i+\" \"+a+\" = u_\"+a+\";\\n#endif\\n\"}),e.vertexSource=e.vertexSource.replace(tr,function(t,e,n,i,a){var o=\"float\"===i?\"vec2\":\"vec4\";return r[a]?\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\nuniform lowp float a_\"+a+\"_t;\\nattribute \"+n+\" \"+o+\" a_\"+a+\";\\nvarying \"+n+\" \"+i+\" \"+a+\";\\n#else\\nuniform \"+n+\" \"+i+\" u_\"+a+\";\\n#endif\\n\":\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\n    \"+a+\" = unpack_mix_\"+o+\"(a_\"+a+\", a_\"+a+\"_t);\\n#else\\n    \"+n+\" \"+i+\" \"+a+\" = u_\"+a+\";\\n#endif\\n\":\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\nuniform lowp float a_\"+a+\"_t;\\nattribute \"+n+\" \"+o+\" a_\"+a+\";\\n#else\\nuniform \"+n+\" \"+i+\" u_\"+a+\";\\n#endif\\n\":\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\n    \"+n+\" \"+i+\" \"+a+\" = unpack_mix_\"+o+\"(a_\"+a+\", a_\"+a+\"_t);\\n#else\\n    \"+n+\" \"+i+\" \"+a+\" = u_\"+a+\";\\n#endif\\n\"})};for(var rr in Qe)er(rr);var nr=Qe,ir=function(t,e,r,n){var i=t.gl;this.program=i.createProgram();var o=r.defines().concat(\"#define DEVICE_PIXEL_RATIO \"+a.devicePixelRatio.toFixed(1));n&&o.push(\"#define OVERDRAW_INSPECTOR;\");var s=o.concat(nr.prelude.fragmentSource,e.fragmentSource).join(\"\\n\"),l=o.concat(nr.prelude.vertexSource,e.vertexSource).join(\"\\n\"),c=i.createShader(i.FRAGMENT_SHADER);i.shaderSource(c,s),i.compileShader(c),i.attachShader(this.program,c);var u=i.createShader(i.VERTEX_SHADER);i.shaderSource(u,l),i.compileShader(u),i.attachShader(this.program,u);for(var h=r.layoutAttributes||[],f=0;f<h.length;f++)i.bindAttribLocation(this.program,f,h[f].name);i.linkProgram(this.program),this.numAttributes=i.getProgramParameter(this.program,i.ACTIVE_ATTRIBUTES),this.attributes={},this.uniforms={};for(var p=0;p<this.numAttributes;p++){var d=i.getActiveAttrib(this.program,p);d&&(this.attributes[d.name]=i.getAttribLocation(this.program,d.name))}for(var g=i.getProgramParameter(this.program,i.ACTIVE_UNIFORMS),v=0;v<g;v++){var m=i.getActiveUniform(this.program,v);m&&(this.uniforms[m.name]=i.getUniformLocation(this.program,m.name))}};function ar(e,r,n,i,a){for(var o=0;o<n.length;o++){var s=n[o];if(i.isLessThan(s.tileID))break;if(r.key===s.tileID.key)return;if(s.tileID.isChildOf(r)){for(var l=r.children(1/0),c=0;c<l.length;c++)ar(e,l[c],n.slice(o),i,a);return}}var u=r.overscaledZ-e.overscaledZ,h=new t.CanonicalTileID(u,r.canonical.x-(e.canonical.x<<u),r.canonical.y-(e.canonical.y<<u));a[h.key]=a[h.key]||h}function or(t,e,r,n,i){var a=t.context,o=a.gl,s=i?t.useProgram(\"collisionCircle\"):t.useProgram(\"collisionBox\");a.setDepthMode(qt.disabled),a.setStencilMode(Ht.disabled),a.setColorMode(t.colorModeForRenderPass());for(var l=0;l<n.length;l++){var c=n[l],u=e.getTile(c),h=u.getBucket(r);if(h){var f=i?h.collisionCircle:h.collisionBox;if(f){o.uniformMatrix4fv(s.uniforms.u_matrix,!1,c.posMatrix),i||a.lineWidth.set(1),o.uniform1f(s.uniforms.u_camera_to_center_distance,t.transform.cameraToCenterDistance);var p=Me(u,1,t.transform.zoom),d=Math.pow(2,t.transform.zoom-u.tileID.overscaledZ);o.uniform1f(s.uniforms.u_pixels_to_tile_units,p),o.uniform2f(s.uniforms.u_extrude_scale,t.transform.pixelsToGLUnits[0]/(p*d),t.transform.pixelsToGLUnits[1]/(p*d)),o.uniform1f(s.uniforms.u_overscale_factor,u.tileID.overscaleFactor()),s.draw(a,i?o.TRIANGLES:o.LINES,r.id,f.layoutVertexBuffer,f.indexBuffer,f.segments,null,f.collisionVertexBuffer,null)}}}}ir.prototype.draw=function(t,e,r,n,i,a,o,s,l){for(var c,u=t.gl,h=(c={},c[u.LINES]=2,c[u.TRIANGLES]=3,c)[e],f=0,p=a.get();f<p.length;f+=1){var d=p[f],g=d.vaos||(d.vaos={});(g[r]||(g[r]=new Q)).bind(t,this,n,o?o.getPaintVertexBuffers():[],i,d.vertexOffset,s,l),u.drawElements(e,d.primitiveLength*h,u.UNSIGNED_SHORT,d.primitiveOffset*h*2)}};var sr=t.mat4.identity(new Float32Array(16)),lr=t.default$19.layout;function cr(t,e,r,n,i,a,o,s,l,c){var u,h=t.context,f=h.gl,p=t.transform,d=\"map\"===s,g=\"map\"===l,v=d&&\"line\"===r.layout.get(\"symbol-placement\"),m=d&&!g&&!v,y=g;h.setDepthMode(y?t.depthModeForSublayer(0,qt.ReadOnly):qt.disabled);for(var x=0,b=n;x<b.length;x+=1){var _=b[x],w=e.getTile(_),k=w.getBucket(r);if(k){var A=i?k.text:k.icon;if(A&&A.segments.get().length){var T=A.programConfigurations.get(r.id),M=i||k.sdfIcons,S=i?k.textSizeData:k.iconSizeData;if(u||(u=t.useProgram(M?\"symbolSDF\":\"symbolIcon\",T),T.setUniforms(t.context,u,r.paint,{zoom:t.transform.zoom}),ur(u,t,r,i,m,g,S)),h.activeTexture.set(f.TEXTURE0),f.uniform1i(u.uniforms.u_texture,0),i)w.glyphAtlasTexture.bind(f.LINEAR,f.CLAMP_TO_EDGE),f.uniform2fv(u.uniforms.u_texsize,w.glyphAtlasTexture.size);else{var E=1!==r.layout.get(\"icon-size\").constantOr(0)||k.iconsNeedLinear,C=g||0!==p.pitch;w.iconAtlasTexture.bind(M||t.options.rotating||t.options.zooming||E||C?f.LINEAR:f.NEAREST,f.CLAMP_TO_EDGE),f.uniform2fv(u.uniforms.u_texsize,w.iconAtlasTexture.size)}f.uniformMatrix4fv(u.uniforms.u_matrix,!1,t.translatePosMatrix(_.posMatrix,w,a,o));var L=Me(w,1,t.transform.zoom),z=he(_.posMatrix,g,d,t.transform,L),O=fe(_.posMatrix,g,d,t.transform,L);f.uniformMatrix4fv(u.uniforms.u_gl_coord_matrix,!1,t.translatePosMatrix(O,w,a,o,!0)),v?(f.uniformMatrix4fv(u.uniforms.u_label_plane_matrix,!1,sr),ge(k,_.posMatrix,t,i,z,O,g,c)):f.uniformMatrix4fv(u.uniforms.u_label_plane_matrix,!1,z),f.uniform1f(u.uniforms.u_fade_change,t.options.fadeDuration?t.symbolFadeChange:1),hr(u,T,t,r,w,A,i,M,g)}}}}function ur(e,r,n,i,a,o,s){var l=r.context.gl,c=r.transform;l.uniform1i(e.uniforms.u_pitch_with_map,o?1:0),l.uniform1f(e.uniforms.u_is_text,i?1:0),l.uniform1f(e.uniforms.u_pitch,c.pitch/360*2*Math.PI);var u=\"constant\"===s.functionType||\"source\"===s.functionType,h=\"constant\"===s.functionType||\"camera\"===s.functionType;l.uniform1i(e.uniforms.u_is_size_zoom_constant,u?1:0),l.uniform1i(e.uniforms.u_is_size_feature_constant,h?1:0),l.uniform1f(e.uniforms.u_camera_to_center_distance,c.cameraToCenterDistance);var f=t.evaluateSizeForZoom(s,c.zoom,lr.properties[i?\"text-size\":\"icon-size\"]);void 0!==f.uSizeT&&l.uniform1f(e.uniforms.u_size_t,f.uSizeT),void 0!==f.uSize&&l.uniform1f(e.uniforms.u_size,f.uSize),l.uniform1f(e.uniforms.u_aspect_ratio,c.width/c.height),l.uniform1i(e.uniforms.u_rotate_symbol,a?1:0)}function hr(t,e,r,n,i,a,o,s,l){var c=r.context,u=c.gl,h=r.transform;if(s){var f=0!==n.paint.get(o?\"text-halo-width\":\"icon-halo-width\").constantOr(1),p=l?Math.cos(h._pitch)*h.cameraToCenterDistance:1;u.uniform1f(t.uniforms.u_gamma_scale,p),f&&(u.uniform1f(t.uniforms.u_is_halo,1),fr(a,n,c,t)),u.uniform1f(t.uniforms.u_is_halo,0)}fr(a,n,c,t)}function fr(t,e,r,n){n.draw(r,r.gl.TRIANGLES,e.id,t.layoutVertexBuffer,t.indexBuffer,t.segments,t.programConfigurations.get(e.id),t.dynamicLayoutVertexBuffer,t.opacityVertexBuffer)}function pr(t,e,r,n,i,o,s,l,c){var u,h,f,p,d=e.context,g=d.gl,v=i.paint.get(\"line-dasharray\"),m=i.paint.get(\"line-pattern\");if(l||c){var y=1/Me(r,1,e.transform.tileZoom);if(v){u=e.lineAtlas.getDash(v.from,\"round\"===i.layout.get(\"line-cap\")),h=e.lineAtlas.getDash(v.to,\"round\"===i.layout.get(\"line-cap\"));var x=u.width*v.fromScale,b=h.width*v.toScale;g.uniform2f(t.uniforms.u_patternscale_a,y/x,-u.height/2),g.uniform2f(t.uniforms.u_patternscale_b,y/b,-h.height/2),g.uniform1f(t.uniforms.u_sdfgamma,e.lineAtlas.width/(256*Math.min(x,b)*a.devicePixelRatio)/2)}else if(m){if(f=e.imageManager.getPattern(m.from),p=e.imageManager.getPattern(m.to),!f||!p)return;g.uniform2f(t.uniforms.u_pattern_size_a,f.displaySize[0]*m.fromScale/y,f.displaySize[1]),g.uniform2f(t.uniforms.u_pattern_size_b,p.displaySize[0]*m.toScale/y,p.displaySize[1]);var _=e.imageManager.getPixelSize(),w=_.width,k=_.height;g.uniform2fv(t.uniforms.u_texsize,[w,k])}g.uniform2f(t.uniforms.u_gl_units_to_pixels,1/e.transform.pixelsToGLUnits[0],1/e.transform.pixelsToGLUnits[1])}l&&(v?(g.uniform1i(t.uniforms.u_image,0),d.activeTexture.set(g.TEXTURE0),e.lineAtlas.bind(d),g.uniform1f(t.uniforms.u_tex_y_a,u.y),g.uniform1f(t.uniforms.u_tex_y_b,h.y),g.uniform1f(t.uniforms.u_mix,v.t)):m&&(g.uniform1i(t.uniforms.u_image,0),d.activeTexture.set(g.TEXTURE0),e.imageManager.bind(d),g.uniform2fv(t.uniforms.u_pattern_tl_a,f.tl),g.uniform2fv(t.uniforms.u_pattern_br_a,f.br),g.uniform2fv(t.uniforms.u_pattern_tl_b,p.tl),g.uniform2fv(t.uniforms.u_pattern_br_b,p.br),g.uniform1f(t.uniforms.u_fade,m.t))),d.setStencilMode(e.stencilModeForClipping(o));var A=e.translatePosMatrix(o.posMatrix,r,i.paint.get(\"line-translate\"),i.paint.get(\"line-translate-anchor\"));if(g.uniformMatrix4fv(t.uniforms.u_matrix,!1,A),g.uniform1f(t.uniforms.u_ratio,1/Me(r,1,e.transform.zoom)),i.paint.get(\"line-gradient\")){d.activeTexture.set(g.TEXTURE0);var T=i.gradientTexture;if(!i.gradient)return;T||(T=i.gradientTexture=new z(d,i.gradient,g.RGBA)),T.bind(g.LINEAR,g.CLAMP_TO_EDGE),g.uniform1i(t.uniforms.u_image,0)}t.draw(d,g.TRIANGLES,i.id,n.layoutVertexBuffer,n.indexBuffer,n.segments,s)}var dr=function(t,e){if(!t)return!1;var r=e.imageManager.getPattern(t.from),n=e.imageManager.getPattern(t.to);return!r||!n},gr=function(t,e,r){var n=e.context,i=n.gl,a=e.imageManager.getPattern(t.from),o=e.imageManager.getPattern(t.to);i.uniform1i(r.uniforms.u_image,0),i.uniform2fv(r.uniforms.u_pattern_tl_a,a.tl),i.uniform2fv(r.uniforms.u_pattern_br_a,a.br),i.uniform2fv(r.uniforms.u_pattern_tl_b,o.tl),i.uniform2fv(r.uniforms.u_pattern_br_b,o.br);var s=e.imageManager.getPixelSize(),l=s.width,c=s.height;i.uniform2fv(r.uniforms.u_texsize,[l,c]),i.uniform1f(r.uniforms.u_mix,t.t),i.uniform2fv(r.uniforms.u_pattern_size_a,a.displaySize),i.uniform2fv(r.uniforms.u_pattern_size_b,o.displaySize),i.uniform1f(r.uniforms.u_scale_a,t.fromScale),i.uniform1f(r.uniforms.u_scale_b,t.toScale),n.activeTexture.set(i.TEXTURE0),e.imageManager.bind(e.context)},vr=function(t,e,r){var n=e.context.gl;n.uniform1f(r.uniforms.u_tile_units_to_pixels,1/Me(t,1,e.transform.tileZoom));var i=Math.pow(2,t.tileID.overscaledZ),a=t.tileSize*Math.pow(2,e.transform.tileZoom)/i,o=a*(t.tileID.canonical.x+t.tileID.wrap*i),s=a*t.tileID.canonical.y;n.uniform2f(r.uniforms.u_pixel_coord_upper,o>>16,s>>16),n.uniform2f(r.uniforms.u_pixel_coord_lower,65535&o,65535&s)};function mr(t,e,r,n,i){if(!dr(r.paint.get(\"fill-pattern\"),t))for(var a=!0,o=0,s=n;o<s.length;o+=1){var l=s[o],c=e.getTile(l),u=c.getBucket(r);u&&(t.context.setStencilMode(t.stencilModeForClipping(l)),i(t,e,r,c,l,u,a),a=!1)}}function yr(t,e,r,n,i,a,o){var s=t.context.gl,l=a.programConfigurations.get(r.id);br(\"fill\",r.paint.get(\"fill-pattern\"),t,l,r,n,i,o).draw(t.context,s.TRIANGLES,r.id,a.layoutVertexBuffer,a.indexBuffer,a.segments,l)}function xr(t,e,r,n,i,a,o){var s=t.context.gl,l=a.programConfigurations.get(r.id),c=br(\"fillOutline\",r.getPaintProperty(\"fill-outline-color\")?null:r.paint.get(\"fill-pattern\"),t,l,r,n,i,o);s.uniform2f(c.uniforms.u_world,s.drawingBufferWidth,s.drawingBufferHeight),c.draw(t.context,s.LINES,r.id,a.layoutVertexBuffer,a.indexBuffer2,a.segments2,l)}function br(t,e,r,n,i,a,o,s){var l,c=r.context.program.get();return e?(l=r.useProgram(t+\"Pattern\",n),(s||l.program!==c)&&(n.setUniforms(r.context,l,i.paint,{zoom:r.transform.zoom}),gr(e,r,l)),vr(a,r,l)):(l=r.useProgram(t,n),(s||l.program!==c)&&n.setUniforms(r.context,l,i.paint,{zoom:r.transform.zoom})),r.context.gl.uniformMatrix4fv(l.uniforms.u_matrix,!1,r.translatePosMatrix(o.posMatrix,a,i.paint.get(\"fill-translate\"),i.paint.get(\"fill-translate-anchor\"))),l}var _r=t.default$20.mat3,wr=t.default$20.mat4,kr=t.default$20.vec3;function Ar(t,e,r,n,i,a,o){var s=t.context,l=s.gl,c=r.paint.get(\"fill-extrusion-pattern\"),u=t.context.program.get(),h=a.programConfigurations.get(r.id),f=t.useProgram(c?\"fillExtrusionPattern\":\"fillExtrusion\",h);if((o||f.program!==u)&&h.setUniforms(s,f,r.paint,{zoom:t.transform.zoom}),c){if(dr(c,t))return;gr(c,t,f),vr(n,t,f),l.uniform1f(f.uniforms.u_height_factor,-Math.pow(2,i.overscaledZ)/n.tileSize/8)}t.context.gl.uniformMatrix4fv(f.uniforms.u_matrix,!1,t.translatePosMatrix(i.posMatrix,n,r.paint.get(\"fill-extrusion-translate\"),r.paint.get(\"fill-extrusion-translate-anchor\"))),function(t,e){var r=e.context.gl,n=e.style.light,i=n.properties.get(\"position\"),a=[i.x,i.y,i.z],o=_r.create();\"viewport\"===n.properties.get(\"anchor\")&&_r.fromRotation(o,-e.transform.angle),kr.transformMat3(a,a,o);var s=n.properties.get(\"color\");r.uniform3fv(t.uniforms.u_lightpos,a),r.uniform1f(t.uniforms.u_lightintensity,n.properties.get(\"intensity\")),r.uniform3f(t.uniforms.u_lightcolor,s.r,s.g,s.b)}(f,t),f.draw(s,l.TRIANGLES,r.id,a.layoutVertexBuffer,a.indexBuffer,a.segments,h)}function Tr(e,r,n){var i=e.context,a=i.gl,o=r.fbo;if(o){var s=e.useProgram(\"hillshade\"),l=e.transform.calculatePosMatrix(r.tileID.toUnwrapped(),!0);!function(t,e,r){var n=r.paint.get(\"hillshade-illumination-direction\")*(Math.PI/180);\"viewport\"===r.paint.get(\"hillshade-illumination-anchor\")&&(n-=e.transform.angle),e.context.gl.uniform2f(t.uniforms.u_light,r.paint.get(\"hillshade-exaggeration\"),n)}(s,e,n);var c=function(e,r){var n=r.toCoordinate(),i=new t.default$17(n.column,n.row+1,n.zoom);return[e.transform.coordinateLocation(n).lat,e.transform.coordinateLocation(i).lat]}(e,r.tileID);i.activeTexture.set(a.TEXTURE0),a.bindTexture(a.TEXTURE_2D,o.colorAttachment.get()),a.uniformMatrix4fv(s.uniforms.u_matrix,!1,l),a.uniform2fv(s.uniforms.u_latrange,c),a.uniform1i(s.uniforms.u_image,0);var u=n.paint.get(\"hillshade-shadow-color\");a.uniform4f(s.uniforms.u_shadow,u.r,u.g,u.b,u.a);var h=n.paint.get(\"hillshade-highlight-color\");a.uniform4f(s.uniforms.u_highlight,h.r,h.g,h.b,h.a);var f=n.paint.get(\"hillshade-accent-color\");if(a.uniform4f(s.uniforms.u_accent,f.r,f.g,f.b,f.a),r.maskedBoundsBuffer&&r.maskedIndexBuffer&&r.segments)s.draw(i,a.TRIANGLES,n.id,r.maskedBoundsBuffer,r.maskedIndexBuffer,r.segments);else{var p=e.rasterBoundsBuffer;e.rasterBoundsVAO.bind(i,s,p,[]),a.drawArrays(a.TRIANGLE_STRIP,0,p.length)}}}function Mr(e,r,n){var i=e.context,a=i.gl;if(r.dem&&r.dem.level){var o=r.dem.level.dim,s=r.dem.getPixels();if(i.activeTexture.set(a.TEXTURE1),i.pixelStoreUnpackPremultiplyAlpha.set(!1),r.demTexture=r.demTexture||e.getTileTexture(r.tileSize),r.demTexture){var l=r.demTexture;l.update(s,{premultiply:!1}),l.bind(a.NEAREST,a.CLAMP_TO_EDGE)}else r.demTexture=new z(i,s,a.RGBA,{premultiply:!1}),r.demTexture.bind(a.NEAREST,a.CLAMP_TO_EDGE);i.activeTexture.set(a.TEXTURE0);var c=r.fbo;if(!c){var u=new z(i,{width:o,height:o,data:null},a.RGBA);u.bind(a.LINEAR,a.CLAMP_TO_EDGE),(c=r.fbo=i.createFramebuffer(o,o)).colorAttachment.set(u.texture)}i.bindFramebuffer.set(c.framebuffer),i.viewport.set([0,0,o,o]);var h=t.mat4.create();t.mat4.ortho(h,0,t.default$8,-t.default$8,0,0,1),t.mat4.translate(h,h,[0,-t.default$8,0]);var f=e.useProgram(\"hillshadePrepare\");a.uniformMatrix4fv(f.uniforms.u_matrix,!1,h),a.uniform1f(f.uniforms.u_zoom,r.tileID.overscaledZ),a.uniform2fv(f.uniforms.u_dimension,[2*o,2*o]),a.uniform1i(f.uniforms.u_image,1),a.uniform1f(f.uniforms.u_maxzoom,n);var p=e.rasterBoundsBuffer;e.rasterBoundsVAO.bind(i,f,p,[]),a.drawArrays(a.TRIANGLE_STRIP,0,p.length),r.needsHillshadePrepare=!1}}function Sr(e,r,n,i,o){var s=i.paint.get(\"raster-fade-duration\");if(s>0){var l=a.now(),c=(l-e.timeAdded)/s,u=r?(l-r.timeAdded)/s:-1,h=n.getSource(),f=o.coveringZoomLevel({tileSize:h.tileSize,roundZoom:h.roundZoom}),p=!r||Math.abs(r.tileID.overscaledZ-f)>Math.abs(e.tileID.overscaledZ-f),d=p&&e.refreshedUponExpiration?1:t.clamp(p?c:1-u,0,1);return e.refreshedUponExpiration&&c>=1&&(e.refreshedUponExpiration=!1),r?{opacity:1,mix:1-d}:{opacity:d,mix:0}}return{opacity:1,mix:0}}function Er(e,r,n){var i=e.context,o=i.gl;i.lineWidth.set(1*a.devicePixelRatio);var 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s=t.context,l=s.gl;s.setDepthMode(t.depthModeForSublayer(0,qt.ReadOnly)),s.setStencilMode(Ht.disabled),s.setColorMode(t.colorModeForRenderPass());for(var c=!0,u=0;u<n.length;u++){var h=n[u],f=e.getTile(h),p=f.getBucket(r);if(p){var d=t.context.program.get(),g=p.programConfigurations.get(r.id),v=t.useProgram(\"circle\",g);if((c||v.program!==d)&&(g.setUniforms(s,v,r.paint,{zoom:t.transform.zoom}),c=!1),l.uniform1f(v.uniforms.u_camera_to_center_distance,t.transform.cameraToCenterDistance),l.uniform1i(v.uniforms.u_scale_with_map,\"map\"===r.paint.get(\"circle-pitch-scale\")?1:0),\"map\"===r.paint.get(\"circle-pitch-alignment\")){l.uniform1i(v.uniforms.u_pitch_with_map,1);var m=Me(f,1,t.transform.zoom);l.uniform2f(v.uniforms.u_extrude_scale,m,m)}else l.uniform1i(v.uniforms.u_pitch_with_map,0),l.uniform2fv(v.uniforms.u_extrude_scale,t.transform.pixelsToGLUnits);l.uniformMatrix4fv(v.uniforms.u_matrix,!1,t.translatePosMatrix(h.posMatrix,f,r.paint.get(\"circle-translate\"),r.paint.get(\"circle-translate-anchor\"))),v.draw(s,l.TRIANGLES,r.id,p.layoutVertexBuffer,p.indexBuffer,p.segments,g)}}}}},heatmap:function(e,r,n,i){if(0!==n.paint.get(\"heatmap-opacity\"))if(\"offscreen\"===e.renderPass){var a=e.context,o=a.gl;a.setDepthMode(e.depthModeForSublayer(0,qt.ReadOnly)),a.setStencilMode(Ht.disabled),function(t,e,r){var n=t.gl;t.activeTexture.set(n.TEXTURE1),t.viewport.set([0,0,e.width/4,e.height/4]);var i=r.heatmapFbo;if(i)n.bindTexture(n.TEXTURE_2D,i.colorAttachment.get()),t.bindFramebuffer.set(i.framebuffer);else{var a=n.createTexture();n.bindTexture(n.TEXTURE_2D,a),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_S,n.CLAMP_TO_EDGE),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_T,n.CLAMP_TO_EDGE),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MIN_FILTER,n.LINEAR),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MAG_FILTER,n.LINEAR),i=r.heatmapFbo=t.createFramebuffer(e.width/4,e.height/4),function t(e,r,n,i){var a=e.gl;a.texImage2D(a.TEXTURE_2D,0,a.RGBA,r.width/4,r.height/4,0,a.RGBA,e.extTextureHalfFloat?e.extTextureHalfFloat.HALF_FLOAT_OES:a.UNSIGNED_BYTE,null),i.colorAttachment.set(n),e.extTextureHalfFloat&&a.checkFramebufferStatus(a.FRAMEBUFFER)!==a.FRAMEBUFFER_COMPLETE&&(e.extTextureHalfFloat=null,i.colorAttachment.setDirty(),t(e,r,n,i))}(t,e,a,i)}}(a,e,n),a.clear({color:t.default$6.transparent}),a.setColorMode(new Gt([o.ONE,o.ONE],t.default$6.transparent,[!0,!0,!0,!0]));for(var s=!0,l=0;l<i.length;l++){var c=i[l];if(!r.hasRenderableParent(c)){var u=r.getTile(c),h=u.getBucket(n);if(h){var f=e.context.program.get(),p=h.programConfigurations.get(n.id),d=e.useProgram(\"heatmap\",p),g=e.transform.zoom;(s||d.program!==f)&&(p.setUniforms(e.context,d,n.paint,{zoom:g}),s=!1),o.uniform1f(d.uniforms.u_extrude_scale,Me(u,1,g)),o.uniform1f(d.uniforms.u_intensity,n.paint.get(\"heatmap-intensity\")),o.uniformMatrix4fv(d.uniforms.u_matrix,!1,c.posMatrix),d.draw(a,o.TRIANGLES,n.id,h.layoutVertexBuffer,h.indexBuffer,h.segments,p)}}}a.viewport.set([0,0,e.width,e.height])}else\"translucent\"===e.renderPass&&(e.context.setColorMode(e.colorModeForRenderPass()),function(e,r){var n=e.context,i=n.gl,a=r.heatmapFbo;if(a){n.activeTexture.set(i.TEXTURE0),i.bindTexture(i.TEXTURE_2D,a.colorAttachment.get()),n.activeTexture.set(i.TEXTURE1);var o=r.colorRampTexture;o||(o=r.colorRampTexture=new z(n,r.colorRamp,i.RGBA)),o.bind(i.LINEAR,i.CLAMP_TO_EDGE),n.setDepthMode(qt.disabled);var s=e.useProgram(\"heatmapTexture\"),l=r.paint.get(\"heatmap-opacity\");i.uniform1f(s.uniforms.u_opacity,l),i.uniform1i(s.uniforms.u_image,0),i.uniform1i(s.uniforms.u_color_ramp,1);var c=t.mat4.create();t.mat4.ortho(c,0,e.width,e.height,0,0,1),i.uniformMatrix4fv(s.uniforms.u_matrix,!1,c),i.uniform2f(s.uniforms.u_world,i.drawingBufferWidth,i.drawingBufferHeight),e.viewportVAO.bind(e.context,s,e.viewportBuffer,[]),i.drawArrays(i.TRIANGLE_STRIP,0,4)}}(e,n))},line:function(t,e,r,n){if(\"translucent\"===t.renderPass&&0!==r.paint.get(\"line-opacity\").constantOr(1)){var i=t.context;i.setDepthMode(t.depthModeForSublayer(0,qt.ReadOnly)),i.setColorMode(t.colorModeForRenderPass());for(var a,o=r.paint.get(\"line-dasharray\")?\"lineSDF\":r.paint.get(\"line-pattern\")?\"linePattern\":r.paint.get(\"line-gradient\")?\"lineGradient\":\"line\",s=!0,l=0,c=n;l<c.length;l+=1){var u=c[l],h=e.getTile(u),f=h.getBucket(r);if(f){var p=f.programConfigurations.get(r.id),d=t.context.program.get(),g=t.useProgram(o,p),v=s||g.program!==d,m=a!==h.tileID.overscaledZ;v&&p.setUniforms(t.context,g,r.paint,{zoom:t.transform.zoom}),pr(g,t,h,f,r,u,p,v,m),a=h.tileID.overscaledZ,s=!1}}}},fill:function(e,r,n,i){var a=n.paint.get(\"fill-color\"),o=n.paint.get(\"fill-opacity\");if(0!==o.constantOr(1)){var s=e.context;s.setColorMode(e.colorModeForRenderPass());var l=n.paint.get(\"fill-pattern\")||1!==a.constantOr(t.default$6.transparent).a||1!==o.constantOr(0)?\"translucent\":\"opaque\";e.renderPass===l&&(s.setDepthMode(e.depthModeForSublayer(1,\"opaque\"===e.renderPass?qt.ReadWrite:qt.ReadOnly)),mr(e,r,n,i,yr)),\"translucent\"===e.renderPass&&n.paint.get(\"fill-antialias\")&&(s.lineWidth.set(2),s.setDepthMode(e.depthModeForSublayer(n.getPaintProperty(\"fill-outline-color\")?2:0,qt.ReadOnly)),mr(e,r,n,i,xr))}},\"fill-extrusion\":function(e,r,n,i){if(0!==n.paint.get(\"fill-extrusion-opacity\"))if(\"offscreen\"===e.renderPass){!function(e,r){var n=e.context,i=n.gl,a=r.viewportFrame;if(e.depthRboNeedsClear&&e.setupOffscreenDepthRenderbuffer(),!a){var o=new z(n,{width:e.width,height:e.height,data:null},i.RGBA);o.bind(i.LINEAR,i.CLAMP_TO_EDGE),(a=r.viewportFrame=n.createFramebuffer(e.width,e.height)).colorAttachment.set(o.texture)}n.bindFramebuffer.set(a.framebuffer),a.depthAttachment.set(e.depthRbo),e.depthRboNeedsClear&&(n.clear({depth:1}),e.depthRboNeedsClear=!1),n.clear({color:t.default$6.transparent}),n.setStencilMode(Ht.disabled),n.setDepthMode(new qt(i.LEQUAL,qt.ReadWrite,[0,1])),n.setColorMode(e.colorModeForRenderPass())}(e,n);for(var a=!0,o=0,s=i;o<s.length;o+=1){var l=s[o],c=r.getTile(l),u=c.getBucket(n);u&&(Ar(e,0,n,c,l,u,a),a=!1)}}else\"translucent\"===e.renderPass&&function(t,e){var r=e.viewportFrame;if(r){var n=t.context,i=n.gl,a=t.useProgram(\"extrusionTexture\");n.setStencilMode(Ht.disabled),n.setDepthMode(qt.disabled),n.setColorMode(t.colorModeForRenderPass()),n.activeTexture.set(i.TEXTURE0),i.bindTexture(i.TEXTURE_2D,r.colorAttachment.get()),i.uniform1f(a.uniforms.u_opacity,e.paint.get(\"fill-extrusion-opacity\")),i.uniform1i(a.uniforms.u_image,0);var o=wr.create();wr.ortho(o,0,t.width,t.height,0,0,1),i.uniformMatrix4fv(a.uniforms.u_matrix,!1,o),i.uniform2f(a.uniforms.u_world,i.drawingBufferWidth,i.drawingBufferHeight),t.viewportVAO.bind(n,a,t.viewportBuffer,[]),i.drawArrays(i.TRIANGLE_STRIP,0,4)}}(e,n)},hillshade:function(t,e,r,n){if(\"offscreen\"===t.renderPass||\"translucent\"===t.renderPass){var i=t.context,a=e.getSource().maxzoom;i.setDepthMode(t.depthModeForSublayer(0,qt.ReadOnly)),i.setStencilMode(Ht.disabled),i.setColorMode(t.colorModeForRenderPass());for(var o=0,s=n;o<s.length;o+=1){var l=s[o],c=e.getTile(l);c.needsHillshadePrepare&&\"offscreen\"===t.renderPass?Mr(t,c,a):\"translucent\"===t.renderPass&&Tr(t,c,r)}i.viewport.set([0,0,t.width,t.height])}},raster:function(t,e,r,n){if(\"translucent\"===t.renderPass&&0!==r.paint.get(\"raster-opacity\")){var i,a,o=t.context,s=o.gl,l=e.getSource(),c=t.useProgram(\"raster\");o.setStencilMode(Ht.disabled),o.setColorMode(t.colorModeForRenderPass()),s.uniform1f(c.uniforms.u_brightness_low,r.paint.get(\"raster-brightness-min\")),s.uniform1f(c.uniforms.u_brightness_high,r.paint.get(\"raster-brightness-max\")),s.uniform1f(c.uniforms.u_saturation_factor,(i=r.paint.get(\"raster-saturation\"))>0?1-1/(1.001-i):-i),s.uniform1f(c.uniforms.u_contrast_factor,(a=r.paint.get(\"raster-contrast\"))>0?1/(1-a):1+a),s.uniform3fv(c.uniforms.u_spin_weights,function(t){t*=Math.PI/180;var e=Math.sin(t),r=Math.cos(t);return[(2*r+1)/3,(-Math.sqrt(3)*e-r+1)/3,(Math.sqrt(3)*e-r+1)/3]}(r.paint.get(\"raster-hue-rotate\"))),s.uniform1f(c.uniforms.u_buffer_scale,1),s.uniform1i(c.uniforms.u_image0,0),s.uniform1i(c.uniforms.u_image1,1);for(var u=n.length&&n[0].overscaledZ,h=0,f=n;h<f.length;h+=1){var p=f[h];o.setDepthMode(t.depthModeForSublayer(p.overscaledZ-u,1===r.paint.get(\"raster-opacity\")?qt.ReadWrite:qt.ReadOnly,s.LESS));var d=e.getTile(p),g=t.transform.calculatePosMatrix(p.toUnwrapped(),!0);d.registerFadeDuration(r.paint.get(\"raster-fade-duration\")),s.uniformMatrix4fv(c.uniforms.u_matrix,!1,g);var v=e.findLoadedParent(p,0,{}),m=Sr(d,v,e,r,t.transform),y=void 0,x=void 0;if(o.activeTexture.set(s.TEXTURE0),d.texture.bind(s.LINEAR,s.CLAMP_TO_EDGE,s.LINEAR_MIPMAP_NEAREST),o.activeTexture.set(s.TEXTURE1),v?(v.texture.bind(s.LINEAR,s.CLAMP_TO_EDGE,s.LINEAR_MIPMAP_NEAREST),y=Math.pow(2,v.tileID.overscaledZ-d.tileID.overscaledZ),x=[d.tileID.canonical.x*y%1,d.tileID.canonical.y*y%1]):d.texture.bind(s.LINEAR,s.CLAMP_TO_EDGE,s.LINEAR_MIPMAP_NEAREST),s.uniform2fv(c.uniforms.u_tl_parent,x||[0,0]),s.uniform1f(c.uniforms.u_scale_parent,y||1),s.uniform1f(c.uniforms.u_fade_t,m.mix),s.uniform1f(c.uniforms.u_opacity,m.opacity*r.paint.get(\"raster-opacity\")),l instanceof tt){var b=l.boundsBuffer;l.boundsVAO.bind(o,c,b,[]),s.drawArrays(s.TRIANGLE_STRIP,0,b.length)}else if(d.maskedBoundsBuffer&&d.maskedIndexBuffer&&d.segments)c.draw(o,s.TRIANGLES,r.id,d.maskedBoundsBuffer,d.maskedIndexBuffer,d.segments);else{var _=t.rasterBoundsBuffer;t.rasterBoundsVAO.bind(o,c,_,[]),s.drawArrays(s.TRIANGLE_STRIP,0,_.length)}}}},background:function(t,e,r){var n=r.paint.get(\"background-color\"),i=r.paint.get(\"background-opacity\");if(0!==i){var a=t.context,o=a.gl,s=t.transform,l=s.tileSize,c=r.paint.get(\"background-pattern\"),u=c||1!==n.a||1!==i?\"translucent\":\"opaque\";if(t.renderPass===u){var h;if(a.setStencilMode(Ht.disabled),a.setDepthMode(t.depthModeForSublayer(0,\"opaque\"===u?qt.ReadWrite:qt.ReadOnly)),a.setColorMode(t.colorModeForRenderPass()),c){if(dr(c,t))return;h=t.useProgram(\"backgroundPattern\"),gr(c,t,h),t.tileExtentPatternVAO.bind(a,h,t.tileExtentBuffer,[])}else h=t.useProgram(\"background\"),o.uniform4fv(h.uniforms.u_color,[n.r,n.g,n.b,n.a]),t.tileExtentVAO.bind(a,h,t.tileExtentBuffer,[]);o.uniform1f(h.uniforms.u_opacity,i);for(var f=0,p=s.coveringTiles({tileSize:l});f<p.length;f+=1){var d=p[f];c&&vr({tileID:d,tileSize:l},t,h),o.uniformMatrix4fv(h.uniforms.u_matrix,!1,t.transform.calculatePosMatrix(d.toUnwrapped())),o.drawArrays(o.TRIANGLE_STRIP,0,t.tileExtentBuffer.length)}}}},debug:function(t,e,r){for(var n=0;n<r.length;n++)Er(t,e,r[n])}},zr=function(e,r){this.context=new Yt(e),this.transform=r,this._tileTextures={},this.setup(),this.numSublayers=Wt.maxUnderzooming+Wt.maxOverzooming+1,this.depthEpsilon=1/Math.pow(2,16),this.depthRboNeedsClear=!0,this.emptyProgramConfiguration=new t.default$24,this.crossTileSymbolIndex=new We};function Or(t,e){if(t.row>e.row){var r=t;t=e,e=r}return{x0:t.column,y0:t.row,x1:e.column,y1:e.row,dx:e.column-t.column,dy:e.row-t.row}}function Ir(t,e,r,n,i){var a=Math.max(r,Math.floor(e.y0)),o=Math.min(n,Math.ceil(e.y1));if(t.x0===e.x0&&t.y0===e.y0?t.x0+e.dy/t.dy*t.dx<e.x1:t.x1-e.dy/t.dy*t.dx<e.x0){var s=t;t=e,e=s}for(var l=t.dx/t.dy,c=e.dx/e.dy,u=t.dx>0,h=e.dx<0,f=a;f<o;f++){var p=l*Math.max(0,Math.min(t.dy,f+u-t.y0))+t.x0,d=c*Math.max(0,Math.min(e.dy,f+h-e.y0))+e.x0;i(Math.floor(d),Math.ceil(p),f)}}function Dr(t,e,r,n,i,a){var o,s=Or(t,e),l=Or(e,r),c=Or(r,t);s.dy>l.dy&&(o=s,s=l,l=o),s.dy>c.dy&&(o=s,s=c,c=o),l.dy>c.dy&&(o=l,l=c,c=o),s.dy&&Ir(c,s,n,i,a),l.dy&&Ir(c,l,n,i,a)}zr.prototype.resize=function(t,e){var r=this.context.gl;if(this.width=t*a.devicePixelRatio,this.height=e*a.devicePixelRatio,this.context.viewport.set([0,0,this.width,this.height]),this.style)for(var n=0,i=this.style._order;n<i.length;n+=1){var o=i[n];this.style._layers[o].resize()}this.depthRbo&&(r.deleteRenderbuffer(this.depthRbo),this.depthRbo=null)},zr.prototype.setup=function(){var e=this.context,r=new t.PosArray;r.emplaceBack(0,0),r.emplaceBack(t.default$8,0),r.emplaceBack(0,t.default$8),r.emplaceBack(t.default$8,t.default$8),this.tileExtentBuffer=e.createVertexBuffer(r,Ke.members),this.tileExtentVAO=new Q,this.tileExtentPatternVAO=new Q;var n=new t.PosArray;n.emplaceBack(0,0),n.emplaceBack(t.default$8,0),n.emplaceBack(t.default$8,t.default$8),n.emplaceBack(0,t.default$8),n.emplaceBack(0,0),this.debugBuffer=e.createVertexBuffer(n,Ke.members),this.debugVAO=new Q;var i=new t.RasterBoundsArray;i.emplaceBack(0,0,0,0),i.emplaceBack(t.default$8,0,t.default$8,0),i.emplaceBack(0,t.default$8,0,t.default$8),i.emplaceBack(t.default$8,t.default$8,t.default$8,t.default$8),this.rasterBoundsBuffer=e.createVertexBuffer(i,K.members),this.rasterBoundsVAO=new Q;var a=new t.PosArray;a.emplaceBack(0,0),a.emplaceBack(1,0),a.emplaceBack(0,1),a.emplaceBack(1,1),this.viewportBuffer=e.createVertexBuffer(a,Ke.members),this.viewportVAO=new Q},zr.prototype.clearStencil=function(){var e=this.context,r=e.gl;e.setColorMode(Gt.disabled),e.setDepthMode(qt.disabled),e.setStencilMode(new Ht({func:r.ALWAYS,mask:0},0,255,r.ZERO,r.ZERO,r.ZERO));var n=t.mat4.create();t.mat4.ortho(n,0,this.width,this.height,0,0,1),t.mat4.scale(n,n,[r.drawingBufferWidth,r.drawingBufferHeight,0]);var i=this.useProgram(\"clippingMask\");r.uniformMatrix4fv(i.uniforms.u_matrix,!1,n),this.viewportVAO.bind(e,i,this.viewportBuffer,[]),r.drawArrays(r.TRIANGLE_STRIP,0,4)},zr.prototype._renderTileClippingMasks=function(t){var e=this.context,r=e.gl;e.setColorMode(Gt.disabled),e.setDepthMode(qt.disabled);var n=1;this._tileClippingMaskIDs={};for(var i=0,a=t;i<a.length;i+=1){var o=a[i],s=this._tileClippingMaskIDs[o.key]=n++;e.setStencilMode(new Ht({func:r.ALWAYS,mask:0},s,255,r.KEEP,r.KEEP,r.REPLACE));var l=this.useProgram(\"clippingMask\");r.uniformMatrix4fv(l.uniforms.u_matrix,!1,o.posMatrix),this.tileExtentVAO.bind(this.context,l,this.tileExtentBuffer,[]),r.drawArrays(r.TRIANGLE_STRIP,0,this.tileExtentBuffer.length)}},zr.prototype.stencilModeForClipping=function(t){var e=this.context.gl;return new Ht({func:e.EQUAL,mask:255},this._tileClippingMaskIDs[t.key],0,e.KEEP,e.KEEP,e.REPLACE)},zr.prototype.colorModeForRenderPass=function(){var e=this.context.gl;return this._showOverdrawInspector?new Gt([e.CONSTANT_COLOR,e.ONE],new t.default$6(1/8,1/8,1/8,0),[!0,!0,!0,!0]):\"opaque\"===this.renderPass?Gt.unblended:Gt.alphaBlended},zr.prototype.depthModeForSublayer=function(t,e,r){var n=1-((1+this.currentLayer)*this.numSublayers+t)*this.depthEpsilon,i=n-1+this.depthRange;return new qt(r||this.context.gl.LEQUAL,e,[i,n])},zr.prototype.render=function(e,r){var n=this;for(var i in this.style=e,this.options=r,this.lineAtlas=e.lineAtlas,this.imageManager=e.imageManager,this.glyphManager=e.glyphManager,this.symbolFadeChange=e.placement.symbolFadeChange(a.now()),e.sourceCaches){var o=n.style.sourceCaches[i];o.used&&o.prepare(n.context)}var s=this.style._order,l=t.filterObject(this.style.sourceCaches,function(t){return\"raster\"===t.getSource().type||\"raster-dem\"===t.getSource().type}),c=function(e){var r=l[e];!function(e,r){for(var n=e.sort(function(t,e){return t.tileID.isLessThan(e.tileID)?-1:e.tileID.isLessThan(t.tileID)?1:0}),i=0;i<n.length;i++){var a={},o=n[i],s=n.slice(i+1);ar(o.tileID.wrapped(),o.tileID,s,new t.OverscaledTileID(0,o.tileID.wrap+1,0,0,0),a),o.setMask(a,r)}}(r.getVisibleCoordinates().map(function(t){return r.getTile(t)}),n.context)};for(var u in l)c(u);this.renderPass=\"offscreen\";var h,f=[];this.depthRboNeedsClear=!0;for(var p=0;p<s.length;p++){var d=n.style._layers[s[p]];d.hasOffscreenPass()&&!d.isHidden(n.transform.zoom)&&(d.source!==(h&&h.id)&&(f=[],(h=n.style.sourceCaches[d.source])&&(f=h.getVisibleCoordinates()).reverse()),f.length&&n.renderLayer(n,h,d,f))}this.context.bindFramebuffer.set(null),this.context.clear({color:r.showOverdrawInspector?t.default$6.black:t.default$6.transparent,depth:1}),this._showOverdrawInspector=r.showOverdrawInspector,this.depthRange=(e._order.length+2)*this.numSublayers*this.depthEpsilon,this.renderPass=\"opaque\";var g,v=[];for(this.currentLayer=s.length-1,this.currentLayer;this.currentLayer>=0;this.currentLayer--){var m=n.style._layers[s[n.currentLayer]];m.source!==(g&&g.id)&&(v=[],(g=n.style.sourceCaches[m.source])&&(n.clearStencil(),v=g.getVisibleCoordinates(),g.getSource().isTileClipped&&n._renderTileClippingMasks(v))),n.renderLayer(n,g,m,v)}this.renderPass=\"translucent\";var y,x=[];for(this.currentLayer=0,this.currentLayer;this.currentLayer<s.length;this.currentLayer++){var b=n.style._layers[s[n.currentLayer]];b.source!==(y&&y.id)&&(x=[],(y=n.style.sourceCaches[b.source])&&(n.clearStencil(),x=y.getVisibleCoordinates(),y.getSource().isTileClipped&&n._renderTileClippingMasks(x)),x.reverse()),n.renderLayer(n,y,b,x)}if(this.options.showTileBoundaries){var _=this.style.sourceCaches[Object.keys(this.style.sourceCaches)[0]];_&&Lr.debug(this,_,_.getVisibleCoordinates())}},zr.prototype.setupOffscreenDepthRenderbuffer=function(){var t=this.context;this.depthRbo||(this.depthRbo=t.createRenderbuffer(t.gl.DEPTH_COMPONENT16,this.width,this.height))},zr.prototype.renderLayer=function(t,e,r,n){r.isHidden(this.transform.zoom)||(\"background\"===r.type||n.length)&&(this.id=r.id,Lr[r.type](t,e,r,n))},zr.prototype.translatePosMatrix=function(e,r,n,i,a){if(!n[0]&&!n[1])return e;var o=a?\"map\"===i?this.transform.angle:0:\"viewport\"===i?-this.transform.angle:0;if(o){var s=Math.sin(o),l=Math.cos(o);n=[n[0]*l-n[1]*s,n[0]*s+n[1]*l]}var c=[a?n[0]:Me(r,n[0],this.transform.zoom),a?n[1]:Me(r,n[1],this.transform.zoom),0],u=new Float32Array(16);return t.mat4.translate(u,e,c),u},zr.prototype.saveTileTexture=function(t){var e=this._tileTextures[t.size[0]];e?e.push(t):this._tileTextures[t.size[0]]=[t]},zr.prototype.getTileTexture=function(t){var e=this._tileTextures[t];return e&&e.length>0?e.pop():null},zr.prototype._createProgramCached=function(t,e){this.cache=this.cache||{};var r=\"\"+t+(e.cacheKey||\"\")+(this._showOverdrawInspector?\"/overdraw\":\"\");return this.cache[r]||(this.cache[r]=new ir(this.context,nr[t],e,this._showOverdrawInspector)),this.cache[r]},zr.prototype.useProgram=function(t,e){var r=this._createProgramCached(t,e||this.emptyProgramConfiguration);return this.context.program.set(r.program),r};var Pr=t.default$20.vec4,Rr=t.default$20.mat4,Fr=t.default$20.mat2,Br=function(t,e,r){this.tileSize=512,this._renderWorldCopies=void 0===r||r,this._minZoom=t||0,this._maxZoom=e||22,this.latRange=[-85.05113,85.05113],this.width=0,this.height=0,this._center=new G(0,0),this.zoom=0,this.angle=0,this._fov=.6435011087932844,this._pitch=0,this._unmodified=!0,this._posMatrixCache={},this._alignedPosMatrixCache={}},Nr={minZoom:{configurable:!0},maxZoom:{configurable:!0},renderWorldCopies:{configurable:!0},worldSize:{configurable:!0},centerPoint:{configurable:!0},size:{configurable:!0},bearing:{configurable:!0},pitch:{configurable:!0},fov:{configurable:!0},zoom:{configurable:!0},center:{configurable:!0},unmodified:{configurable:!0},x:{configurable:!0},y:{configurable:!0},point:{configurable:!0}};Br.prototype.clone=function(){var t=new Br(this._minZoom,this._maxZoom,this._renderWorldCopies);return t.tileSize=this.tileSize,t.latRange=this.latRange,t.width=this.width,t.height=this.height,t._center=this._center,t.zoom=this.zoom,t.angle=this.angle,t._fov=this._fov,t._pitch=this._pitch,t._unmodified=this._unmodified,t._calcMatrices(),t},Nr.minZoom.get=function(){return this._minZoom},Nr.minZoom.set=function(t){this._minZoom!==t&&(this._minZoom=t,this.zoom=Math.max(this.zoom,t))},Nr.maxZoom.get=function(){return this._maxZoom},Nr.maxZoom.set=function(t){this._maxZoom!==t&&(this._maxZoom=t,this.zoom=Math.min(this.zoom,t))},Nr.renderWorldCopies.get=function(){return this._renderWorldCopies},Nr.renderWorldCopies.set=function(t){void 0===t?t=!0:null===t&&(t=!1),this._renderWorldCopies=t},Nr.worldSize.get=function(){return this.tileSize*this.scale},Nr.centerPoint.get=function(){return this.size._div(2)},Nr.size.get=function(){return new t.default$1(this.width,this.height)},Nr.bearing.get=function(){return-this.angle/Math.PI*180},Nr.bearing.set=function(e){var r=-t.wrap(e,-180,180)*Math.PI/180;this.angle!==r&&(this._unmodified=!1,this.angle=r,this._calcMatrices(),this.rotationMatrix=Fr.create(),Fr.rotate(this.rotationMatrix,this.rotationMatrix,this.angle))},Nr.pitch.get=function(){return this._pitch/Math.PI*180},Nr.pitch.set=function(e){var r=t.clamp(e,0,60)/180*Math.PI;this._pitch!==r&&(this._unmodified=!1,this._pitch=r,this._calcMatrices())},Nr.fov.get=function(){return this._fov/Math.PI*180},Nr.fov.set=function(t){t=Math.max(.01,Math.min(60,t)),this._fov!==t&&(this._unmodified=!1,this._fov=t/180*Math.PI,this._calcMatrices())},Nr.zoom.get=function(){return this._zoom},Nr.zoom.set=function(t){var e=Math.min(Math.max(t,this.minZoom),this.maxZoom);this._zoom!==e&&(this._unmodified=!1,this._zoom=e,this.scale=this.zoomScale(e),this.tileZoom=Math.floor(e),this.zoomFraction=e-this.tileZoom,this._constrain(),this._calcMatrices())},Nr.center.get=function(){return this._center},Nr.center.set=function(t){t.lat===this._center.lat&&t.lng===this._center.lng||(this._unmodified=!1,this._center=t,this._constrain(),this._calcMatrices())},Br.prototype.coveringZoomLevel=function(t){return(t.roundZoom?Math.round:Math.floor)(this.zoom+this.scaleZoom(this.tileSize/t.tileSize))},Br.prototype.getVisibleUnwrappedCoordinates=function(e){var r=this.pointCoordinate(new t.default$1(0,0),0),n=this.pointCoordinate(new t.default$1(this.width,0),0),i=Math.floor(r.column),a=Math.floor(n.column),o=[new t.UnwrappedTileID(0,e)];if(this._renderWorldCopies)for(var s=i;s<=a;s++)0!==s&&o.push(new t.UnwrappedTileID(s,e));return o},Br.prototype.coveringTiles=function(e){var r=this.coveringZoomLevel(e),n=r;if(void 0!==e.minzoom&&r<e.minzoom)return[];void 0!==e.maxzoom&&r>e.maxzoom&&(r=e.maxzoom);var i=this.pointCoordinate(this.centerPoint,r),a=new t.default$1(i.column-.5,i.row-.5);return function(e,r,n,i){void 0===i&&(i=!0);var a=1<<e,o={};function s(r,s,l){var c,u,h,f;if(l>=0&&l<=a)for(c=r;c<s;c++)u=Math.floor(c/a),h=(c%a+a)%a,0!==u&&!0!==i||(f=new t.OverscaledTileID(n,u,e,h,l),o[f.key]=f)}return Dr(r[0],r[1],r[2],0,a,s),Dr(r[2],r[3],r[0],0,a,s),Object.keys(o).map(function(t){return o[t]})}(r,[this.pointCoordinate(new t.default$1(0,0),r),this.pointCoordinate(new t.default$1(this.width,0),r),this.pointCoordinate(new t.default$1(this.width,this.height),r),this.pointCoordinate(new t.default$1(0,this.height),r)],e.reparseOverscaled?n:r,this._renderWorldCopies).sort(function(t,e){return a.dist(t.canonical)-a.dist(e.canonical)})},Br.prototype.resize=function(t,e){this.width=t,this.height=e,this.pixelsToGLUnits=[2/t,-2/e],this._constrain(),this._calcMatrices()},Nr.unmodified.get=function(){return this._unmodified},Br.prototype.zoomScale=function(t){return Math.pow(2,t)},Br.prototype.scaleZoom=function(t){return Math.log(t)/Math.LN2},Br.prototype.project=function(e){return new t.default$1(this.lngX(e.lng),this.latY(e.lat))},Br.prototype.unproject=function(t){return new G(this.xLng(t.x),this.yLat(t.y))},Nr.x.get=function(){return this.lngX(this.center.lng)},Nr.y.get=function(){return this.latY(this.center.lat)},Nr.point.get=function(){return new t.default$1(this.x,this.y)},Br.prototype.lngX=function(t){return(180+t)*this.worldSize/360},Br.prototype.latY=function(t){return(180-180/Math.PI*Math.log(Math.tan(Math.PI/4+t*Math.PI/360)))*this.worldSize/360},Br.prototype.xLng=function(t){return 360*t/this.worldSize-180},Br.prototype.yLat=function(t){var e=180-360*t/this.worldSize;return 360/Math.PI*Math.atan(Math.exp(e*Math.PI/180))-90},Br.prototype.setLocationAtPoint=function(t,e){var r=this.pointCoordinate(e)._sub(this.pointCoordinate(this.centerPoint));this.center=this.coordinateLocation(this.locationCoordinate(t)._sub(r)),this._renderWorldCopies&&(this.center=this.center.wrap())},Br.prototype.locationPoint=function(t){return this.coordinatePoint(this.locationCoordinate(t))},Br.prototype.pointLocation=function(t){return this.coordinateLocation(this.pointCoordinate(t))},Br.prototype.locationCoordinate=function(e){return new t.default$17(this.lngX(e.lng)/this.tileSize,this.latY(e.lat)/this.tileSize,this.zoom).zoomTo(this.tileZoom)},Br.prototype.coordinateLocation=function(t){var e=t.zoomTo(this.zoom);return new G(this.xLng(e.column*this.tileSize),this.yLat(e.row*this.tileSize))},Br.prototype.pointCoordinate=function(e,r){void 0===r&&(r=this.tileZoom);var n=[e.x,e.y,0,1],i=[e.x,e.y,1,1];Pr.transformMat4(n,n,this.pixelMatrixInverse),Pr.transformMat4(i,i,this.pixelMatrixInverse);var a=n[3],o=i[3],s=n[0]/a,l=i[0]/o,c=n[1]/a,u=i[1]/o,h=n[2]/a,f=i[2]/o,p=h===f?0:(0-h)/(f-h);return new t.default$17(t.number(s,l,p)/this.tileSize,t.number(c,u,p)/this.tileSize,this.zoom)._zoomTo(r)},Br.prototype.coordinatePoint=function(e){var r=e.zoomTo(this.zoom),n=[r.column*this.tileSize,r.row*this.tileSize,0,1];return Pr.transformMat4(n,n,this.pixelMatrix),new t.default$1(n[0]/n[3],n[1]/n[3])},Br.prototype.calculatePosMatrix=function(e,r){void 0===r&&(r=!1);var n=e.key,i=r?this._alignedPosMatrixCache:this._posMatrixCache;if(i[n])return i[n];var a=e.canonical,o=this.worldSize/this.zoomScale(a.z),s=a.x+Math.pow(2,a.z)*e.wrap,l=Rr.identity(new Float64Array(16));return Rr.translate(l,l,[s*o,a.y*o,0]),Rr.scale(l,l,[o/t.default$8,o/t.default$8,1]),Rr.multiply(l,r?this.alignedProjMatrix:this.projMatrix,l),i[n]=new Float32Array(l),i[n]},Br.prototype._constrain=function(){if(this.center&&this.width&&this.height&&!this._constraining){this._constraining=!0;var e,r,n,i,a=-90,o=90,s=-180,l=180,c=this.size,u=this._unmodified;if(this.latRange){var h=this.latRange;a=this.latY(h[1]),e=(o=this.latY(h[0]))-a<c.y?c.y/(o-a):0}if(this.lngRange){var f=this.lngRange;s=this.lngX(f[0]),r=(l=this.lngX(f[1]))-s<c.x?c.x/(l-s):0}var p=Math.max(r||0,e||0);if(p)return this.center=this.unproject(new t.default$1(r?(l+s)/2:this.x,e?(o+a)/2:this.y)),this.zoom+=this.scaleZoom(p),this._unmodified=u,void(this._constraining=!1);if(this.latRange){var d=this.y,g=c.y/2;d-g<a&&(i=a+g),d+g>o&&(i=o-g)}if(this.lngRange){var v=this.x,m=c.x/2;v-m<s&&(n=s+m),v+m>l&&(n=l-m)}void 0===n&&void 0===i||(this.center=this.unproject(new t.default$1(void 0!==n?n:this.x,void 0!==i?i:this.y))),this._unmodified=u,this._constraining=!1}},Br.prototype._calcMatrices=function(){if(this.height){this.cameraToCenterDistance=.5/Math.tan(this._fov/2)*this.height;var t=this._fov/2,e=Math.PI/2+this._pitch,r=Math.sin(t)*this.cameraToCenterDistance/Math.sin(Math.PI-e-t),n=this.x,i=this.y,a=1.01*(Math.cos(Math.PI/2-this._pitch)*r+this.cameraToCenterDistance),o=new Float64Array(16);Rr.perspective(o,this._fov,this.width/this.height,1,a),Rr.scale(o,o,[1,-1,1]),Rr.translate(o,o,[0,0,-this.cameraToCenterDistance]),Rr.rotateX(o,o,this._pitch),Rr.rotateZ(o,o,this.angle),Rr.translate(o,o,[-n,-i,0]);var s=this.worldSize/(2*Math.PI*6378137*Math.abs(Math.cos(this.center.lat*(Math.PI/180))));Rr.scale(o,o,[1,1,s,1]),this.projMatrix=o;var l=this.width%2/2,c=this.height%2/2,u=Math.cos(this.angle),h=Math.sin(this.angle),f=n-Math.round(n)+u*l+h*c,p=i-Math.round(i)+u*c+h*l,d=new Float64Array(o);if(Rr.translate(d,d,[f>.5?f-1:f,p>.5?p-1:p,0]),this.alignedProjMatrix=d,o=Rr.create(),Rr.scale(o,o,[this.width/2,-this.height/2,1]),Rr.translate(o,o,[1,-1,0]),this.pixelMatrix=Rr.multiply(new Float64Array(16),o,this.projMatrix),!(o=Rr.invert(new Float64Array(16),this.pixelMatrix)))throw new Error(\"failed to invert matrix\");this.pixelMatrixInverse=o,this._posMatrixCache={},this._alignedPosMatrixCache={}}},Br.prototype.maxPitchScaleFactor=function(){if(!this.pixelMatrixInverse)return 1;var e=this.pointCoordinate(new t.default$1(0,0)).zoomTo(this.zoom),r=[e.column*this.tileSize,e.row*this.tileSize,0,1];return Pr.transformMat4(r,r,this.pixelMatrix)[3]/this.cameraToCenterDistance},Object.defineProperties(Br.prototype,Nr);var jr=function(){var e,r,n,i;t.bindAll([\"_onHashChange\",\"_updateHash\"],this),this._updateHash=(e=this._updateHashUnthrottled.bind(this),300,r=!1,n=0,i=function(){n=0,r&&(e(),n=setTimeout(i,300),r=!1)},function(){return r=!0,n||i(),n})};jr.prototype.addTo=function(e){return this._map=e,t.default.addEventListener(\"hashchange\",this._onHashChange,!1),this._map.on(\"moveend\",this._updateHash),this},jr.prototype.remove=function(){return t.default.removeEventListener(\"hashchange\",this._onHashChange,!1),this._map.off(\"moveend\",this._updateHash),clearTimeout(this._updateHash()),delete this._map,this},jr.prototype.getHashString=function(t){var e=this._map.getCenter(),r=Math.round(100*this._map.getZoom())/100,n=Math.ceil((r*Math.LN2+Math.log(512/360/.5))/Math.LN10),i=Math.pow(10,n),a=Math.round(e.lng*i)/i,o=Math.round(e.lat*i)/i,s=this._map.getBearing(),l=this._map.getPitch(),c=\"\";return c+=t?\"#/\"+a+\"/\"+o+\"/\"+r:\"#\"+r+\"/\"+o+\"/\"+a,(s||l)&&(c+=\"/\"+Math.round(10*s)/10),l&&(c+=\"/\"+Math.round(l)),c},jr.prototype._onHashChange=function(){var e=t.default.location.hash.replace(\"#\",\"\").split(\"/\");return e.length>=3&&(this._map.jumpTo({center:[+e[2],+e[1]],zoom:+e[0],bearing:+(e[3]||0),pitch:+(e[4]||0)}),!0)},jr.prototype._updateHashUnthrottled=function(){var e=this.getHashString();t.default.history.replaceState(t.default.history.state,\"\",e)};var Vr=function(e){function r(r,n,i,a){void 0===a&&(a={});var o=s.mousePos(n.getCanvasContainer(),i),l=n.unproject(o);e.call(this,r,t.extend({point:o,lngLat:l,originalEvent:i},a)),this._defaultPrevented=!1,this.target=n}e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r;var n={defaultPrevented:{configurable:!0}};return r.prototype.preventDefault=function(){this._defaultPrevented=!0},n.defaultPrevented.get=function(){return this._defaultPrevented},Object.defineProperties(r.prototype,n),r}(t.Event),Ur=function(e){function r(r,n,i){var a=s.touchPos(n.getCanvasContainer(),i),o=a.map(function(t){return n.unproject(t)}),l=a.reduce(function(t,e,r,n){return t.add(e.div(n.length))},new t.default$1(0,0)),c=n.unproject(l);e.call(this,r,{points:a,point:l,lngLats:o,lngLat:c,originalEvent:i}),this._defaultPrevented=!1}e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r;var n={defaultPrevented:{configurable:!0}};return r.prototype.preventDefault=function(){this._defaultPrevented=!0},n.defaultPrevented.get=function(){return this._defaultPrevented},Object.defineProperties(r.prototype,n),r}(t.Event),qr=function(t){function e(e,r,n){t.call(this,e,{originalEvent:n}),this._defaultPrevented=!1}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var r={defaultPrevented:{configurable:!0}};return e.prototype.preventDefault=function(){this._defaultPrevented=!0},r.defaultPrevented.get=function(){return this._defaultPrevented},Object.defineProperties(e.prototype,r),e}(t.Event),Hr=function(e){this._map=e,this._el=e.getCanvasContainer(),this._delta=0,t.bindAll([\"_onWheel\",\"_onTimeout\",\"_onScrollFrame\",\"_onScrollFinished\"],this)};Hr.prototype.isEnabled=function(){return!!this._enabled},Hr.prototype.isActive=function(){return!!this._active},Hr.prototype.enable=function(t){this.isEnabled()||(this._enabled=!0,this._aroundCenter=t&&\"center\"===t.around)},Hr.prototype.disable=function(){this.isEnabled()&&(this._enabled=!1)},Hr.prototype.onWheel=function(e){if(this.isEnabled()){var r=e.deltaMode===t.default.WheelEvent.DOM_DELTA_LINE?40*e.deltaY:e.deltaY,n=a.now(),i=n-(this._lastWheelEventTime||0);this._lastWheelEventTime=n,0!==r&&r%4.000244140625==0?this._type=\"wheel\":0!==r&&Math.abs(r)<4?this._type=\"trackpad\":i>400?(this._type=null,this._lastValue=r,this._timeout=setTimeout(this._onTimeout,40,e)):this._type||(this._type=Math.abs(i*r)<200?\"trackpad\":\"wheel\",this._timeout&&(clearTimeout(this._timeout),this._timeout=null,r+=this._lastValue)),e.shiftKey&&r&&(r/=4),this._type&&(this._lastWheelEvent=e,this._delta-=r,this.isActive()||this._start(e)),e.preventDefault()}},Hr.prototype._onTimeout=function(t){this._type=\"wheel\",this._delta-=this._lastValue,this.isActive()||this._start(t)},Hr.prototype._start=function(e){if(this._delta){this._frameId&&(this._map._cancelRenderFrame(this._frameId),this._frameId=null),this._active=!0,this._map.fire(new t.Event(\"movestart\",{originalEvent:e})),this._map.fire(new t.Event(\"zoomstart\",{originalEvent:e})),this._finishTimeout&&clearTimeout(this._finishTimeout);var r=s.mousePos(this._el,e);this._around=G.convert(this._aroundCenter?this._map.getCenter():this._map.unproject(r)),this._aroundPoint=this._map.transform.locationPoint(this._around),this._frameId||(this._frameId=this._map._requestRenderFrame(this._onScrollFrame))}},Hr.prototype._onScrollFrame=function(){var e=this;if(this._frameId=null,this.isActive()){var r=this._map.transform;if(0!==this._delta){var n=\"wheel\"===this._type&&Math.abs(this._delta)>4.000244140625?1/450:.01,i=2/(1+Math.exp(-Math.abs(this._delta*n)));this._delta<0&&0!==i&&(i=1/i);var o=\"number\"==typeof this._targetZoom?r.zoomScale(this._targetZoom):r.scale;this._targetZoom=Math.min(r.maxZoom,Math.max(r.minZoom,r.scaleZoom(o*i))),\"wheel\"===this._type&&(this._startZoom=r.zoom,this._easing=this._smoothOutEasing(200)),this._delta=0}var s=!1;if(\"wheel\"===this._type){var l=Math.min((a.now()-this._lastWheelEventTime)/200,1),c=this._easing(l);r.zoom=t.number(this._startZoom,this._targetZoom,c),l<1?this._frameId||(this._frameId=this._map._requestRenderFrame(this._onScrollFrame)):s=!0}else r.zoom=this._targetZoom,s=!0;r.setLocationAtPoint(this._around,this._aroundPoint),this._map.fire(new t.Event(\"move\",{originalEvent:this._lastWheelEvent})),this._map.fire(new t.Event(\"zoom\",{originalEvent:this._lastWheelEvent})),s&&(this._active=!1,this._finishTimeout=setTimeout(function(){e._map.fire(new t.Event(\"zoomend\",{originalEvent:e._lastWheelEvent})),e._map.fire(new t.Event(\"moveend\",{originalEvent:e._lastWheelEvent})),delete e._targetZoom},200))}},Hr.prototype._smoothOutEasing=function(e){var r=t.ease;if(this._prevEase){var n=this._prevEase,i=(a.now()-n.start)/n.duration,o=n.easing(i+.01)-n.easing(i),s=.27/Math.sqrt(o*o+1e-4)*.01,l=Math.sqrt(.0729-s*s);r=t.bezier(s,l,.25,1)}return this._prevEase={start:a.now(),duration:e,easing:r},r};var Gr=function(e){this._map=e,this._el=e.getCanvasContainer(),this._container=e.getContainer(),t.bindAll([\"_onMouseMove\",\"_onMouseUp\",\"_onKeyDown\"],this)};Gr.prototype.isEnabled=function(){return!!this._enabled},Gr.prototype.isActive=function(){return!!this._active},Gr.prototype.enable=function(){this.isEnabled()||(this._enabled=!0)},Gr.prototype.disable=function(){this.isEnabled()&&(this._enabled=!1)},Gr.prototype.onMouseDown=function(e){this.isEnabled()&&e.shiftKey&&0===e.button&&(t.default.document.addEventListener(\"mousemove\",this._onMouseMove,!1),t.default.document.addEventListener(\"keydown\",this._onKeyDown,!1),t.default.document.addEventListener(\"mouseup\",this._onMouseUp,!1),s.disableDrag(),this._startPos=s.mousePos(this._el,e),this._active=!0)},Gr.prototype._onMouseMove=function(t){var e=this._startPos,r=s.mousePos(this._el,t);this._box||(this._box=s.create(\"div\",\"mapboxgl-boxzoom\",this._container),this._container.classList.add(\"mapboxgl-crosshair\"),this._fireEvent(\"boxzoomstart\",t));var n=Math.min(e.x,r.x),i=Math.max(e.x,r.x),a=Math.min(e.y,r.y),o=Math.max(e.y,r.y);s.setTransform(this._box,\"translate(\"+n+\"px,\"+a+\"px)\"),this._box.style.width=i-n+\"px\",this._box.style.height=o-a+\"px\"},Gr.prototype._onMouseUp=function(e){if(0===e.button){var r=this._startPos,n=s.mousePos(this._el,e),i=(new Y).extend(this._map.unproject(r)).extend(this._map.unproject(n));this._finish(),s.suppressClick(),r.x===n.x&&r.y===n.y?this._fireEvent(\"boxzoomcancel\",e):this._map.fitBounds(i,{linear:!0}).fire(new t.Event(\"boxzoomend\",{originalEvent:e,boxZoomBounds:i}))}},Gr.prototype._onKeyDown=function(t){27===t.keyCode&&(this._finish(),this._fireEvent(\"boxzoomcancel\",t))},Gr.prototype._finish=function(){this._active=!1,t.default.document.removeEventListener(\"mousemove\",this._onMouseMove,!1),t.default.document.removeEventListener(\"keydown\",this._onKeyDown,!1),t.default.document.removeEventListener(\"mouseup\",this._onMouseUp,!1),this._container.classList.remove(\"mapboxgl-crosshair\"),this._box&&(s.remove(this._box),this._box=null),s.enableDrag()},Gr.prototype._fireEvent=function(e,r){return this._map.fire(new t.Event(e,{originalEvent:r}))};var Yr=t.bezier(0,0,.25,1),Wr=function(e,r){this._map=e,this._el=r.element||e.getCanvasContainer(),this._state=\"disabled\",this._button=r.button||\"right\",this._bearingSnap=r.bearingSnap||0,this._pitchWithRotate=!1!==r.pitchWithRotate,t.bindAll([\"_onMouseMove\",\"_onMouseUp\",\"_onBlur\",\"_onDragFrame\"],this)};Wr.prototype.isEnabled=function(){return\"disabled\"!==this._state},Wr.prototype.isActive=function(){return\"active\"===this._state},Wr.prototype.enable=function(){this.isEnabled()||(this._state=\"enabled\")},Wr.prototype.disable=function(){if(this.isEnabled())switch(this._state){case\"active\":this._state=\"disabled\",this._unbind(),this._deactivate(),this._fireEvent(\"rotateend\"),this._pitchWithRotate&&this._fireEvent(\"pitchend\"),this._fireEvent(\"moveend\");break;case\"pending\":this._state=\"disabled\",this._unbind();break;default:this._state=\"disabled\"}},Wr.prototype.onMouseDown=function(e){if(\"enabled\"===this._state){if(\"right\"===this._button){if(this._eventButton=s.mouseButton(e),this._eventButton!==(e.ctrlKey?0:2))return}else{if(e.ctrlKey||0!==s.mouseButton(e))return;this._eventButton=0}s.disableDrag(),t.default.document.addEventListener(\"mousemove\",this._onMouseMove,{capture:!0}),t.default.document.addEventListener(\"mouseup\",this._onMouseUp),t.default.addEventListener(\"blur\",this._onBlur),this._state=\"pending\",this._inertia=[[a.now(),this._map.getBearing()]],this._previousPos=s.mousePos(this._el,e),this._center=this._map.transform.centerPoint,e.preventDefault()}},Wr.prototype._onMouseMove=function(t){this._lastMoveEvent=t,this._pos=s.mousePos(this._el,t),\"pending\"===this._state&&(this._state=\"active\",this._fireEvent(\"rotatestart\",t),this._fireEvent(\"movestart\",t),this._pitchWithRotate&&this._fireEvent(\"pitchstart\",t)),this._frameId||(this._frameId=this._map._requestRenderFrame(this._onDragFrame))},Wr.prototype._onDragFrame=function(){this._frameId=null;var t=this._lastMoveEvent;if(t){var e=this._map.transform,r=this._previousPos,n=this._pos,i=.8*(r.x-n.x),o=-.5*(r.y-n.y),s=e.bearing-i,l=e.pitch-o,c=this._inertia,u=c[c.length-1];this._drainInertiaBuffer(),c.push([a.now(),this._map._normalizeBearing(s,u[1])]),e.bearing=s,this._pitchWithRotate&&(this._fireEvent(\"pitch\",t),e.pitch=l),this._fireEvent(\"rotate\",t),this._fireEvent(\"move\",t),delete this._lastMoveEvent,this._previousPos=this._pos}},Wr.prototype._onMouseUp=function(t){if(s.mouseButton(t)===this._eventButton)switch(this._state){case\"active\":this._state=\"enabled\",s.suppressClick(),this._unbind(),this._deactivate(),this._inertialRotate(t);break;case\"pending\":this._state=\"enabled\",this._unbind()}},Wr.prototype._onBlur=function(t){switch(this._state){case\"active\":this._state=\"enabled\",this._unbind(),this._deactivate(),this._fireEvent(\"rotateend\",t),this._pitchWithRotate&&this._fireEvent(\"pitchend\",t),this._fireEvent(\"moveend\",t);break;case\"pending\":this._state=\"enabled\",this._unbind()}},Wr.prototype._unbind=function(){t.default.document.removeEventListener(\"mousemove\",this._onMouseMove,{capture:!0}),t.default.document.removeEventListener(\"mouseup\",this._onMouseUp),t.default.removeEventListener(\"blur\",this._onBlur),s.enableDrag()},Wr.prototype._deactivate=function(){this._frameId&&(this._map._cancelRenderFrame(this._frameId),this._frameId=null),delete this._lastMoveEvent,delete this._previousPos},Wr.prototype._inertialRotate=function(t){var e=this;this._fireEvent(\"rotateend\",t),this._drainInertiaBuffer();var r=this._map,n=r.getBearing(),i=this._inertia,a=function(){Math.abs(n)<e._bearingSnap?r.resetNorth({noMoveStart:!0},{originalEvent:t}):e._fireEvent(\"moveend\",t),e._pitchWithRotate&&e._fireEvent(\"pitchend\",t)};if(i.length<2)a();else{var o=i[0],s=i[i.length-1],l=i[i.length-2],c=r._normalizeBearing(n,l[1]),u=s[1]-o[1],h=u<0?-1:1,f=(s[0]-o[0])/1e3;if(0!==u&&0!==f){var p=Math.abs(u*(.25/f));p>180&&(p=180);var d=p/180;c+=h*p*(d/2),Math.abs(r._normalizeBearing(c,0))<this._bearingSnap&&(c=r._normalizeBearing(0,c)),r.rotateTo(c,{duration:1e3*d,easing:Yr,noMoveStart:!0},{originalEvent:t})}else a()}},Wr.prototype._fireEvent=function(e,r){return this._map.fire(new t.Event(e,r?{originalEvent:r}:{}))},Wr.prototype._drainInertiaBuffer=function(){for(var t=this._inertia,e=a.now();t.length>0&&e-t[0][0]>160;)t.shift()};var Xr=t.bezier(0,0,.3,1),Zr=function(e){this._map=e,this._el=e.getCanvasContainer(),this._state=\"disabled\",t.bindAll([\"_onMove\",\"_onMouseUp\",\"_onTouchEnd\",\"_onBlur\",\"_onDragFrame\"],this)};Zr.prototype.isEnabled=function(){return\"disabled\"!==this._state},Zr.prototype.isActive=function(){return\"active\"===this._state},Zr.prototype.enable=function(){this.isEnabled()||(this._el.classList.add(\"mapboxgl-touch-drag-pan\"),this._state=\"enabled\")},Zr.prototype.disable=function(){if(this.isEnabled())switch(this._el.classList.remove(\"mapboxgl-touch-drag-pan\"),this._state){case\"active\":this._state=\"disabled\",this._unbind(),this._deactivate(),this._fireEvent(\"dragend\"),this._fireEvent(\"moveend\");break;case\"pending\":this._state=\"disabled\",this._unbind();break;default:this._state=\"disabled\"}},Zr.prototype.onMouseDown=function(e){\"enabled\"===this._state&&(e.ctrlKey||0!==s.mouseButton(e)||(s.addEventListener(t.default.document,\"mousemove\",this._onMove,{capture:!0}),s.addEventListener(t.default.document,\"mouseup\",this._onMouseUp),this._start(e)))},Zr.prototype.onTouchStart=function(e){\"enabled\"===this._state&&(e.touches.length>1||(s.addEventListener(t.default.document,\"touchmove\",this._onMove,{capture:!0,passive:!1}),s.addEventListener(t.default.document,\"touchend\",this._onTouchEnd),this._start(e)))},Zr.prototype._start=function(e){t.default.addEventListener(\"blur\",this._onBlur),this._state=\"pending\",this._previousPos=s.mousePos(this._el,e),this._inertia=[[a.now(),this._previousPos]]},Zr.prototype._onMove=function(t){this._lastMoveEvent=t,t.preventDefault(),this._pos=s.mousePos(this._el,t),this._drainInertiaBuffer(),this._inertia.push([a.now(),this._pos]),\"pending\"===this._state&&(this._state=\"active\",this._fireEvent(\"dragstart\",t),this._fireEvent(\"movestart\",t)),this._frameId||(this._frameId=this._map._requestRenderFrame(this._onDragFrame))},Zr.prototype._onDragFrame=function(){this._frameId=null;var t=this._lastMoveEvent;if(t){var e=this._map.transform;e.setLocationAtPoint(e.pointLocation(this._previousPos),this._pos),this._fireEvent(\"drag\",t),this._fireEvent(\"move\",t),this._previousPos=this._pos,delete this._lastMoveEvent}},Zr.prototype._onMouseUp=function(t){if(0===s.mouseButton(t))switch(this._state){case\"active\":this._state=\"enabled\",s.suppressClick(),this._unbind(),this._deactivate(),this._inertialPan(t);break;case\"pending\":this._state=\"enabled\",this._unbind()}},Zr.prototype._onTouchEnd=function(t){switch(this._state){case\"active\":this._state=\"enabled\",this._unbind(),this._deactivate(),this._inertialPan(t);break;case\"pending\":this._state=\"enabled\",this._unbind()}},Zr.prototype._onBlur=function(t){switch(this._state){case\"active\":this._state=\"enabled\",this._unbind(),this._deactivate(),this._fireEvent(\"dragend\",t),this._fireEvent(\"moveend\",t);break;case\"pending\":this._state=\"enabled\",this._unbind()}},Zr.prototype._unbind=function(){s.removeEventListener(t.default.document,\"touchmove\",this._onMove,{capture:!0,passive:!1}),s.removeEventListener(t.default.document,\"touchend\",this._onTouchEnd),s.removeEventListener(t.default.document,\"mousemove\",this._onMove,{capture:!0}),s.removeEventListener(t.default.document,\"mouseup\",this._onMouseUp),s.removeEventListener(t.default,\"blur\",this._onBlur)},Zr.prototype._deactivate=function(){this._frameId&&(this._map._cancelRenderFrame(this._frameId),this._frameId=null),delete this._lastMoveEvent,delete this._previousPos,delete this._pos},Zr.prototype._inertialPan=function(t){this._fireEvent(\"dragend\",t),this._drainInertiaBuffer();var e=this._inertia;if(e.length<2)this._fireEvent(\"moveend\",t);else{var r=e[e.length-1],n=e[0],i=r[1].sub(n[1]),a=(r[0]-n[0])/1e3;if(0===a||r[1].equals(n[1]))this._fireEvent(\"moveend\",t);else{var o=i.mult(.3/a),s=o.mag();s>1400&&(s=1400,o._unit()._mult(s));var l=s/750,c=o.mult(-l/2);this._map.panBy(c,{duration:1e3*l,easing:Xr,noMoveStart:!0},{originalEvent:t})}}},Zr.prototype._fireEvent=function(e,r){return this._map.fire(new t.Event(e,r?{originalEvent:r}:{}))},Zr.prototype._drainInertiaBuffer=function(){for(var t=this._inertia,e=a.now();t.length>0&&e-t[0][0]>160;)t.shift()};var $r=function(e){this._map=e,this._el=e.getCanvasContainer(),t.bindAll([\"_onKeyDown\"],this)};function Jr(t){return t*(2-t)}$r.prototype.isEnabled=function(){return!!this._enabled},$r.prototype.enable=function(){this.isEnabled()||(this._el.addEventListener(\"keydown\",this._onKeyDown,!1),this._enabled=!0)},$r.prototype.disable=function(){this.isEnabled()&&(this._el.removeEventListener(\"keydown\",this._onKeyDown),this._enabled=!1)},$r.prototype._onKeyDown=function(t){if(!(t.altKey||t.ctrlKey||t.metaKey)){var e=0,r=0,n=0,i=0,a=0;switch(t.keyCode){case 61:case 107:case 171:case 187:e=1;break;case 189:case 109:case 173:e=-1;break;case 37:t.shiftKey?r=-1:(t.preventDefault(),i=-1);break;case 39:t.shiftKey?r=1:(t.preventDefault(),i=1);break;case 38:t.shiftKey?n=1:(t.preventDefault(),a=-1);break;case 40:t.shiftKey?n=-1:(a=1,t.preventDefault());break;default:return}var o=this._map,s=o.getZoom(),l={duration:300,delayEndEvents:500,easing:Jr,zoom:e?Math.round(s)+e*(t.shiftKey?2:1):s,bearing:o.getBearing()+15*r,pitch:o.getPitch()+10*n,offset:[100*-i,100*-a],center:o.getCenter()};o.easeTo(l,{originalEvent:t})}};var Kr=function(e){this._map=e,t.bindAll([\"_onDblClick\",\"_onZoomEnd\"],this)};Kr.prototype.isEnabled=function(){return!!this._enabled},Kr.prototype.isActive=function(){return!!this._active},Kr.prototype.enable=function(){this.isEnabled()||(this._enabled=!0)},Kr.prototype.disable=function(){this.isEnabled()&&(this._enabled=!1)},Kr.prototype.onTouchStart=function(t){var e=this;this.isEnabled()&&(t.points.length>1||(this._tapped?(clearTimeout(this._tapped),this._tapped=null,this._zoom(t)):this._tapped=setTimeout(function(){e._tapped=null},300)))},Kr.prototype.onDblClick=function(t){this.isEnabled()&&(t.originalEvent.preventDefault(),this._zoom(t))},Kr.prototype._zoom=function(t){this._active=!0,this._map.on(\"zoomend\",this._onZoomEnd),this._map.zoomTo(this._map.getZoom()+(t.originalEvent.shiftKey?-1:1),{around:t.lngLat},t)},Kr.prototype._onZoomEnd=function(){this._active=!1,this._map.off(\"zoomend\",this._onZoomEnd)};var Qr=t.bezier(0,0,.15,1),tn=function(e){this._map=e,this._el=e.getCanvasContainer(),t.bindAll([\"_onMove\",\"_onEnd\",\"_onTouchFrame\"],this)};tn.prototype.isEnabled=function(){return!!this._enabled},tn.prototype.enable=function(t){this.isEnabled()||(this._el.classList.add(\"mapboxgl-touch-zoom-rotate\"),this._enabled=!0,this._aroundCenter=!!t&&\"center\"===t.around)},tn.prototype.disable=function(){this.isEnabled()&&(this._el.classList.remove(\"mapboxgl-touch-zoom-rotate\"),this._enabled=!1)},tn.prototype.disableRotation=function(){this._rotationDisabled=!0},tn.prototype.enableRotation=function(){this._rotationDisabled=!1},tn.prototype.onStart=function(e){if(this.isEnabled()&&2===e.touches.length){var r=s.mousePos(this._el,e.touches[0]),n=s.mousePos(this._el,e.touches[1]);this._startVec=r.sub(n),this._gestureIntent=void 0,this._inertia=[],s.addEventListener(t.default.document,\"touchmove\",this._onMove,{passive:!1}),s.addEventListener(t.default.document,\"touchend\",this._onEnd)}},tn.prototype._getTouchEventData=function(t){var e=s.mousePos(this._el,t.touches[0]),r=s.mousePos(this._el,t.touches[1]),n=e.sub(r);return{vec:n,center:e.add(r).div(2),scale:n.mag()/this._startVec.mag(),bearing:this._rotationDisabled?0:180*n.angleWith(this._startVec)/Math.PI}},tn.prototype._onMove=function(e){if(2===e.touches.length){var r=this._getTouchEventData(e),n=r.vec,i=r.scale,a=r.bearing;if(!this._gestureIntent){var o=Math.abs(1-i)>.15;Math.abs(a)>10?this._gestureIntent=\"rotate\":o&&(this._gestureIntent=\"zoom\"),this._gestureIntent&&(this._map.fire(new t.Event(this._gestureIntent+\"start\",{originalEvent:e})),this._map.fire(new t.Event(\"movestart\",{originalEvent:e})),this._startVec=n)}this._lastTouchEvent=e,this._frameId||(this._frameId=this._map._requestRenderFrame(this._onTouchFrame)),e.preventDefault()}},tn.prototype._onTouchFrame=function(){this._frameId=null;var e=this._gestureIntent;if(e){var r=this._map.transform;this._startScale||(this._startScale=r.scale,this._startBearing=r.bearing);var n=this._getTouchEventData(this._lastTouchEvent),i=n.center,o=n.bearing,s=n.scale,l=r.pointLocation(i),c=r.locationPoint(l);\"rotate\"===e&&(r.bearing=this._startBearing+o),r.zoom=r.scaleZoom(this._startScale*s),r.setLocationAtPoint(l,c),this._map.fire(new t.Event(e,{originalEvent:this._lastTouchEvent})),this._map.fire(new t.Event(\"move\",{originalEvent:this._lastTouchEvent})),this._drainInertiaBuffer(),this._inertia.push([a.now(),s,i])}},tn.prototype._onEnd=function(e){s.removeEventListener(t.default.document,\"touchmove\",this._onMove,{passive:!1}),s.removeEventListener(t.default.document,\"touchend\",this._onEnd);var r=this._gestureIntent,n=this._startScale;if(this._frameId&&(this._map._cancelRenderFrame(this._frameId),this._frameId=null),delete this._gestureIntent,delete this._startScale,delete this._startBearing,delete this._lastTouchEvent,r){this._map.fire(new t.Event(r+\"end\",{originalEvent:e})),this._drainInertiaBuffer();var i=this._inertia,a=this._map;if(i.length<2)a.snapToNorth({},{originalEvent:e});else{var o=i[i.length-1],l=i[0],c=a.transform.scaleZoom(n*o[1]),u=a.transform.scaleZoom(n*l[1]),h=c-u,f=(o[0]-l[0])/1e3,p=o[2];if(0!==f&&c!==u){var d=.15*h/f;Math.abs(d)>2.5&&(d=d>0?2.5:-2.5);var g=1e3*Math.abs(d/(12*.15)),v=c+d*g/2e3;v<0&&(v=0),a.easeTo({zoom:v,duration:g,easing:Qr,around:this._aroundCenter?a.getCenter():a.unproject(p),noMoveStart:!0},{originalEvent:e})}else a.snapToNorth({},{originalEvent:e})}}},tn.prototype._drainInertiaBuffer=function(){for(var t=this._inertia,e=a.now();t.length>2&&e-t[0][0]>160;)t.shift()};var en={scrollZoom:Hr,boxZoom:Gr,dragRotate:Wr,dragPan:Zr,keyboard:$r,doubleClickZoom:Kr,touchZoomRotate:tn},rn=function(e){function r(r,n){e.call(this),this._moving=!1,this._zooming=!1,this.transform=r,this._bearingSnap=n.bearingSnap,t.bindAll([\"_renderFrameCallback\"],this)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.getCenter=function(){return this.transform.center},r.prototype.setCenter=function(t,e){return this.jumpTo({center:t},e)},r.prototype.panBy=function(e,r,n){return e=t.default$1.convert(e).mult(-1),this.panTo(this.transform.center,t.extend({offset:e},r),n)},r.prototype.panTo=function(e,r,n){return this.easeTo(t.extend({center:e},r),n)},r.prototype.getZoom=function(){return this.transform.zoom},r.prototype.setZoom=function(t,e){return this.jumpTo({zoom:t},e),this},r.prototype.zoomTo=function(e,r,n){return this.easeTo(t.extend({zoom:e},r),n)},r.prototype.zoomIn=function(t,e){return this.zoomTo(this.getZoom()+1,t,e),this},r.prototype.zoomOut=function(t,e){return this.zoomTo(this.getZoom()-1,t,e),this},r.prototype.getBearing=function(){return this.transform.bearing},r.prototype.setBearing=function(t,e){return this.jumpTo({bearing:t},e),this},r.prototype.rotateTo=function(e,r,n){return this.easeTo(t.extend({bearing:e},r),n)},r.prototype.resetNorth=function(e,r){return this.rotateTo(0,t.extend({duration:1e3},e),r),this},r.prototype.snapToNorth=function(t,e){return Math.abs(this.getBearing())<this._bearingSnap?this.resetNorth(t,e):this},r.prototype.getPitch=function(){return this.transform.pitch},r.prototype.setPitch=function(t,e){return this.jumpTo({pitch:t},e),this},r.prototype.fitBounds=function(e,r,n){if(\"number\"==typeof(r=t.extend({padding:{top:0,bottom:0,right:0,left:0},offset:[0,0],maxZoom:this.transform.maxZoom},r)).padding){var i=r.padding;r.padding={top:i,bottom:i,right:i,left:i}}if(!t.default$10(Object.keys(r.padding).sort(function(t,e){return t<e?-1:t>e?1:0}),[\"bottom\",\"left\",\"right\",\"top\"]))return t.warnOnce(\"options.padding must be a positive number, or an Object with keys 'bottom', 'left', 'right', 'top'\"),this;e=Y.convert(e);var a=[(r.padding.left-r.padding.right)/2,(r.padding.top-r.padding.bottom)/2],o=Math.min(r.padding.right,r.padding.left),s=Math.min(r.padding.top,r.padding.bottom);r.offset=[r.offset[0]+a[0],r.offset[1]+a[1]];var l=t.default$1.convert(r.offset),c=this.transform,u=c.project(e.getNorthWest()),h=c.project(e.getSouthEast()),f=h.sub(u),p=(c.width-2*o-2*Math.abs(l.x))/f.x,d=(c.height-2*s-2*Math.abs(l.y))/f.y;return d<0||p<0?(t.warnOnce(\"Map cannot fit within canvas with the given bounds, padding, and/or offset.\"),this):(r.center=c.unproject(u.add(h).div(2)),r.zoom=Math.min(c.scaleZoom(c.scale*Math.min(p,d)),r.maxZoom),r.bearing=0,r.linear?this.easeTo(r,n):this.flyTo(r,n))},r.prototype.jumpTo=function(e,r){this.stop();var n=this.transform,i=!1,a=!1,o=!1;return\"zoom\"in e&&n.zoom!==+e.zoom&&(i=!0,n.zoom=+e.zoom),void 0!==e.center&&(n.center=G.convert(e.center)),\"bearing\"in e&&n.bearing!==+e.bearing&&(a=!0,n.bearing=+e.bearing),\"pitch\"in e&&n.pitch!==+e.pitch&&(o=!0,n.pitch=+e.pitch),this.fire(new t.Event(\"movestart\",r)).fire(new t.Event(\"move\",r)),i&&this.fire(new t.Event(\"zoomstart\",r)).fire(new t.Event(\"zoom\",r)).fire(new t.Event(\"zoomend\",r)),a&&this.fire(new t.Event(\"rotatestart\",r)).fire(new t.Event(\"rotate\",r)).fire(new t.Event(\"rotateend\",r)),o&&this.fire(new t.Event(\"pitchstart\",r)).fire(new t.Event(\"pitch\",r)).fire(new t.Event(\"pitchend\",r)),this.fire(new t.Event(\"moveend\",r))},r.prototype.easeTo=function(e,r){var n=this;this.stop(),!1===(e=t.extend({offset:[0,0],duration:500,easing:t.ease},e)).animate&&(e.duration=0);var i=this.transform,a=this.getZoom(),o=this.getBearing(),s=this.getPitch(),l=\"zoom\"in e?+e.zoom:a,c=\"bearing\"in e?this._normalizeBearing(e.bearing,o):o,u=\"pitch\"in e?+e.pitch:s,h=i.centerPoint.add(t.default$1.convert(e.offset)),f=i.pointLocation(h),p=G.convert(e.center||f);this._normalizeCenter(p);var d,g,v=i.project(f),m=i.project(p).sub(v),y=i.zoomScale(l-a);return e.around&&(d=G.convert(e.around),g=i.locationPoint(d)),this._zooming=l!==a,this._rotating=o!==c,this._pitching=u!==s,this._prepareEase(r,e.noMoveStart),clearTimeout(this._easeEndTimeoutID),this._ease(function(e){if(n._zooming&&(i.zoom=t.number(a,l,e)),n._rotating&&(i.bearing=t.number(o,c,e)),n._pitching&&(i.pitch=t.number(s,u,e)),d)i.setLocationAtPoint(d,g);else{var f=i.zoomScale(i.zoom-a),p=l>a?Math.min(2,y):Math.max(.5,y),x=Math.pow(p,1-e),b=i.unproject(v.add(m.mult(e*x)).mult(f));i.setLocationAtPoint(i.renderWorldCopies?b.wrap():b,h)}n._fireMoveEvents(r)},function(){e.delayEndEvents?n._easeEndTimeoutID=setTimeout(function(){return n._afterEase(r)},e.delayEndEvents):n._afterEase(r)},e),this},r.prototype._prepareEase=function(e,r){this._moving=!0,r||this.fire(new t.Event(\"movestart\",e)),this._zooming&&this.fire(new t.Event(\"zoomstart\",e)),this._rotating&&this.fire(new t.Event(\"rotatestart\",e)),this._pitching&&this.fire(new t.Event(\"pitchstart\",e))},r.prototype._fireMoveEvents=function(e){this.fire(new t.Event(\"move\",e)),this._zooming&&this.fire(new t.Event(\"zoom\",e)),this._rotating&&this.fire(new t.Event(\"rotate\",e)),this._pitching&&this.fire(new t.Event(\"pitch\",e))},r.prototype._afterEase=function(e){var r=this._zooming,n=this._rotating,i=this._pitching;this._moving=!1,this._zooming=!1,this._rotating=!1,this._pitching=!1,r&&this.fire(new t.Event(\"zoomend\",e)),n&&this.fire(new t.Event(\"rotateend\",e)),i&&this.fire(new t.Event(\"pitchend\",e)),this.fire(new t.Event(\"moveend\",e))},r.prototype.flyTo=function(e,r){var n=this;this.stop(),e=t.extend({offset:[0,0],speed:1.2,curve:1.42,easing:t.ease},e);var i=this.transform,a=this.getZoom(),o=this.getBearing(),s=this.getPitch(),l=\"zoom\"in e?t.clamp(+e.zoom,i.minZoom,i.maxZoom):a,c=\"bearing\"in e?this._normalizeBearing(e.bearing,o):o,u=\"pitch\"in e?+e.pitch:s,h=i.zoomScale(l-a),f=i.centerPoint.add(t.default$1.convert(e.offset)),p=i.pointLocation(f),d=G.convert(e.center||p);this._normalizeCenter(d);var g=i.project(p),v=i.project(d).sub(g),m=e.curve,y=Math.max(i.width,i.height),x=y/h,b=v.mag();if(\"minZoom\"in e){var _=t.clamp(Math.min(e.minZoom,a,l),i.minZoom,i.maxZoom),w=y/i.zoomScale(_-a);m=Math.sqrt(w/b*2)}var k=m*m;function A(t){var e=(x*x-y*y+(t?-1:1)*k*k*b*b)/(2*(t?x:y)*k*b);return Math.log(Math.sqrt(e*e+1)-e)}function T(t){return(Math.exp(t)-Math.exp(-t))/2}function M(t){return(Math.exp(t)+Math.exp(-t))/2}var S=A(0),E=function(t){return M(S)/M(S+m*t)},C=function(t){return y*((M(S)*(T(e=S+m*t)/M(e))-T(S))/k)/b;var e},L=(A(1)-S)/m;if(Math.abs(b)<1e-6||!isFinite(L)){if(Math.abs(y-x)<1e-6)return this.easeTo(e,r);var z=x<y?-1:1;L=Math.abs(Math.log(x/y))/m,C=function(){return 0},E=function(t){return Math.exp(z*m*t)}}if(\"duration\"in e)e.duration=+e.duration;else{var O=\"screenSpeed\"in e?+e.screenSpeed/m:+e.speed;e.duration=1e3*L/O}return e.maxDuration&&e.duration>e.maxDuration&&(e.duration=0),this._zooming=!0,this._rotating=o!==c,this._pitching=u!==s,this._prepareEase(r,!1),this._ease(function(e){var l=e*L,h=1/E(l);i.zoom=a+i.scaleZoom(h),n._rotating&&(i.bearing=t.number(o,c,e)),n._pitching&&(i.pitch=t.number(s,u,e));var p=i.unproject(g.add(v.mult(C(l))).mult(h));i.setLocationAtPoint(i.renderWorldCopies?p.wrap():p,f),n._fireMoveEvents(r)},function(){return n._afterEase(r)},e),this},r.prototype.isEasing=function(){return!!this._easeFrameId},r.prototype.stop=function(){if(this._easeFrameId&&(this._cancelRenderFrame(this._easeFrameId),delete this._easeFrameId,delete this._onEaseFrame),this._onEaseEnd){var t=this._onEaseEnd;delete this._onEaseEnd,t.call(this)}return this},r.prototype._ease=function(t,e,r){!1===r.animate||0===r.duration?(t(1),e()):(this._easeStart=a.now(),this._easeOptions=r,this._onEaseFrame=t,this._onEaseEnd=e,this._easeFrameId=this._requestRenderFrame(this._renderFrameCallback))},r.prototype._renderFrameCallback=function(){var t=Math.min((a.now()-this._easeStart)/this._easeOptions.duration,1);this._onEaseFrame(this._easeOptions.easing(t)),t<1?this._easeFrameId=this._requestRenderFrame(this._renderFrameCallback):this.stop()},r.prototype._normalizeBearing=function(e,r){e=t.wrap(e,-180,180);var n=Math.abs(e-r);return Math.abs(e-360-r)<n&&(e-=360),Math.abs(e+360-r)<n&&(e+=360),e},r.prototype._normalizeCenter=function(t){var e=this.transform;if(e.renderWorldCopies&&!e.lngRange){var r=t.lng-e.center.lng;t.lng+=r>180?-360:r<-180?360:0}},r}(t.Evented),nn=function(e){void 0===e&&(e={}),this.options=e,t.bindAll([\"_updateEditLink\",\"_updateData\",\"_updateCompact\"],this)};nn.prototype.getDefaultPosition=function(){return\"bottom-right\"},nn.prototype.onAdd=function(t){var e=this.options&&this.options.compact;return this._map=t,this._container=s.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-attrib\"),e&&this._container.classList.add(\"mapboxgl-compact\"),this._updateAttributions(),this._updateEditLink(),this._map.on(\"sourcedata\",this._updateData),this._map.on(\"moveend\",this._updateEditLink),void 0===e&&(this._map.on(\"resize\",this._updateCompact),this._updateCompact()),this._container},nn.prototype.onRemove=function(){s.remove(this._container),this._map.off(\"sourcedata\",this._updateData),this._map.off(\"moveend\",this._updateEditLink),this._map.off(\"resize\",this._updateCompact),this._map=void 0},nn.prototype._updateEditLink=function(){var t=this._editLink;t||(t=this._editLink=this._container.querySelector(\".mapbox-improve-map\"));var e=[{key:\"owner\",value:this.styleOwner},{key:\"id\",value:this.styleId},{key:\"access_token\",value:v.ACCESS_TOKEN}];if(t){var r=e.reduce(function(t,r,n){return r.value&&(t+=r.key+\"=\"+r.value+(n<e.length-1?\"&\":\"\")),t},\"?\");t.href=\"https://www.mapbox.com/feedback/\"+r+(this._map._hash?this._map._hash.getHashString(!0):\"\")}},nn.prototype._updateData=function(t){t&&\"metadata\"===t.sourceDataType&&(this._updateAttributions(),this._updateEditLink())},nn.prototype._updateAttributions=function(){if(this._map.style){var t=[];if(this._map.style.stylesheet){var e=this._map.style.stylesheet;this.styleOwner=e.owner,this.styleId=e.id}var r=this._map.style.sourceCaches;for(var n in r){var i=r[n].getSource();i.attribution&&t.indexOf(i.attribution)<0&&t.push(i.attribution)}t.sort(function(t,e){return t.length-e.length}),(t=t.filter(function(e,r){for(var n=r+1;n<t.length;n++)if(t[n].indexOf(e)>=0)return!1;return!0})).length?(this._container.innerHTML=t.join(\" | \"),this._container.classList.remove(\"mapboxgl-attrib-empty\")):this._container.classList.add(\"mapboxgl-attrib-empty\"),this._editLink=null}},nn.prototype._updateCompact=function(){this._map.getCanvasContainer().offsetWidth<=640?this._container.classList.add(\"mapboxgl-compact\"):this._container.classList.remove(\"mapboxgl-compact\")};var an=function(){t.bindAll([\"_updateLogo\"],this)};an.prototype.onAdd=function(t){this._map=t,this._container=s.create(\"div\",\"mapboxgl-ctrl\");var e=s.create(\"a\",\"mapboxgl-ctrl-logo\");return e.target=\"_blank\",e.href=\"https://www.mapbox.com/\",e.setAttribute(\"aria-label\",\"Mapbox logo\"),this._container.appendChild(e),this._container.style.display=\"none\",this._map.on(\"sourcedata\",this._updateLogo),this._updateLogo(),this._container},an.prototype.onRemove=function(){s.remove(this._container),this._map.off(\"sourcedata\",this._updateLogo)},an.prototype.getDefaultPosition=function(){return\"bottom-left\"},an.prototype._updateLogo=function(t){t&&\"metadata\"!==t.sourceDataType||(this._container.style.display=this._logoRequired()?\"block\":\"none\")},an.prototype._logoRequired=function(){if(this._map.style){var t=this._map.style.sourceCaches;for(var e in t)if(t[e].getSource().mapbox_logo)return!0;return!1}};var on=function(){this._queue=[],this._id=0,this._cleared=!1,this._currentlyRunning=!1};on.prototype.add=function(t){var e=++this._id;return this._queue.push({callback:t,id:e,cancelled:!1}),e},on.prototype.remove=function(t){for(var e=this._currentlyRunning,r=0,n=e?this._queue.concat(e):this._queue;r<n.length;r+=1){var i=n[r];if(i.id===t)return void(i.cancelled=!0)}},on.prototype.run=function(){var t=this._currentlyRunning=this._queue;this._queue=[];for(var e=0,r=t;e<r.length;e+=1){var n=r[e];if(!n.cancelled&&(n.callback(),this._cleared))break}this._cleared=!1,this._currentlyRunning=!1},on.prototype.clear=function(){this._currentlyRunning&&(this._cleared=!0),this._queue=[]};var sn=t.default.HTMLImageElement,ln=t.default.HTMLElement,cn={center:[0,0],zoom:0,bearing:0,pitch:0,minZoom:0,maxZoom:22,interactive:!0,scrollZoom:!0,boxZoom:!0,dragRotate:!0,dragPan:!0,keyboard:!0,doubleClickZoom:!0,touchZoomRotate:!0,bearingSnap:7,hash:!1,attributionControl:!0,failIfMajorPerformanceCaveat:!1,preserveDrawingBuffer:!1,trackResize:!0,renderWorldCopies:!0,refreshExpiredTiles:!0,maxTileCacheSize:null,transformRequest:null,fadeDuration:300},un=function(r){function n(e){if(null!=(e=t.extend({},cn,e)).minZoom&&null!=e.maxZoom&&e.minZoom>e.maxZoom)throw new Error(\"maxZoom must be greater than minZoom\");var n=new Br(e.minZoom,e.maxZoom,e.renderWorldCopies);r.call(this,n,e),this._interactive=e.interactive,this._maxTileCacheSize=e.maxTileCacheSize,this._failIfMajorPerformanceCaveat=e.failIfMajorPerformanceCaveat,this._preserveDrawingBuffer=e.preserveDrawingBuffer,this._trackResize=e.trackResize,this._bearingSnap=e.bearingSnap,this._refreshExpiredTiles=e.refreshExpiredTiles,this._fadeDuration=e.fadeDuration,this._crossFadingFactor=1,this._collectResourceTiming=e.collectResourceTiming,this._renderTaskQueue=new on;var i=e.transformRequest;if(this._transformRequest=i?function(t,e){return i(t,e)||{url:t}}:function(t){return{url:t}},\"string\"==typeof e.container){var a=t.default.document.getElementById(e.container);if(!a)throw new Error(\"Container '\"+e.container+\"' not found.\");this._container=a}else{if(!(e.container instanceof ln))throw new Error(\"Invalid type: 'container' must be a String or HTMLElement.\");this._container=e.container}e.maxBounds&&this.setMaxBounds(e.maxBounds),t.bindAll([\"_onWindowOnline\",\"_onWindowResize\",\"_contextLost\",\"_contextRestored\",\"_update\",\"_render\",\"_onData\",\"_onDataLoading\"],this),this._setupContainer(),this._setupPainter(),this.on(\"move\",this._update.bind(this,!1)),this.on(\"zoom\",this._update.bind(this,!0)),void 0!==t.default&&(t.default.addEventListener(\"online\",this._onWindowOnline,!1),t.default.addEventListener(\"resize\",this._onWindowResize,!1)),function(t,e){var r=t.getCanvasContainer(),n=null,i=!1;for(var a in en)t[a]=new en[a](t,e),e.interactive&&e[a]&&t[a].enable(e[a]);s.addEventListener(r,\"mouseout\",function(e){t.fire(new Vr(\"mouseout\",t,e))}),s.addEventListener(r,\"mousedown\",function(r){i=!0;var n=new Vr(\"mousedown\",t,r);t.fire(n),n.defaultPrevented||(e.interactive&&!t.doubleClickZoom.isActive()&&t.stop(),t.boxZoom.onMouseDown(r),t.boxZoom.isActive()||t.dragPan.isActive()||t.dragRotate.onMouseDown(r),t.boxZoom.isActive()||t.dragRotate.isActive()||t.dragPan.onMouseDown(r))}),s.addEventListener(r,\"mouseup\",function(e){var r=t.dragRotate.isActive();n&&!r&&t.fire(new Vr(\"contextmenu\",t,n)),n=null,i=!1,t.fire(new Vr(\"mouseup\",t,e))}),s.addEventListener(r,\"mousemove\",function(e){if(!t.dragPan.isActive()&&!t.dragRotate.isActive()){for(var n=e.toElement||e.target;n&&n!==r;)n=n.parentNode;n===r&&t.fire(new Vr(\"mousemove\",t,e))}}),s.addEventListener(r,\"mouseover\",function(e){for(var n=e.toElement||e.target;n&&n!==r;)n=n.parentNode;n===r&&t.fire(new Vr(\"mouseover\",t,e))}),s.addEventListener(r,\"touchstart\",function(r){var n=new Ur(\"touchstart\",t,r);t.fire(n),n.defaultPrevented||(e.interactive&&t.stop(),t.boxZoom.isActive()||t.dragRotate.isActive()||t.dragPan.onTouchStart(r),t.touchZoomRotate.onStart(r),t.doubleClickZoom.onTouchStart(n))},{passive:!1}),s.addEventListener(r,\"touchmove\",function(e){t.fire(new Ur(\"touchmove\",t,e))},{passive:!1}),s.addEventListener(r,\"touchend\",function(e){t.fire(new Ur(\"touchend\",t,e))}),s.addEventListener(r,\"touchcancel\",function(e){t.fire(new Ur(\"touchcancel\",t,e))}),s.addEventListener(r,\"click\",function(e){t.fire(new Vr(\"click\",t,e))}),s.addEventListener(r,\"dblclick\",function(e){var r=new Vr(\"dblclick\",t,e);t.fire(r),r.defaultPrevented||t.doubleClickZoom.onDblClick(r)}),s.addEventListener(r,\"contextmenu\",function(e){var r=t.dragRotate.isActive();i||r?i&&(n=e):t.fire(new Vr(\"contextmenu\",t,e)),e.preventDefault()}),s.addEventListener(r,\"wheel\",function(e){var r=new qr(\"wheel\",t,e);t.fire(r),r.defaultPrevented||t.scrollZoom.onWheel(e)},{passive:!1})}(this,e),this._hash=e.hash&&(new jr).addTo(this),this._hash&&this._hash._onHashChange()||this.jumpTo({center:e.center,zoom:e.zoom,bearing:e.bearing,pitch:e.pitch}),this.resize(),e.style&&this.setStyle(e.style,{localIdeographFontFamily:e.localIdeographFontFamily}),e.attributionControl&&this.addControl(new nn),this.addControl(new an,e.logoPosition),this.on(\"style.load\",function(){this.transform.unmodified&&this.jumpTo(this.style.stylesheet)}),this.on(\"data\",this._onData),this.on(\"dataloading\",this._onDataLoading)}r&&(n.__proto__=r),n.prototype=Object.create(r&&r.prototype),n.prototype.constructor=n;var i={showTileBoundaries:{configurable:!0},showCollisionBoxes:{configurable:!0},showOverdrawInspector:{configurable:!0},repaint:{configurable:!0},vertices:{configurable:!0}};return n.prototype.addControl=function(t,e){void 0===e&&t.getDefaultPosition&&(e=t.getDefaultPosition()),void 0===e&&(e=\"top-right\");var r=t.onAdd(this),n=this._controlPositions[e];return-1!==e.indexOf(\"bottom\")?n.insertBefore(r,n.firstChild):n.appendChild(r),this},n.prototype.removeControl=function(t){return t.onRemove(this),this},n.prototype.resize=function(e){var r=this._containerDimensions(),n=r[0],i=r[1];return this._resizeCanvas(n,i),this.transform.resize(n,i),this.painter.resize(n,i),this.fire(new t.Event(\"movestart\",e)).fire(new t.Event(\"move\",e)).fire(new t.Event(\"resize\",e)).fire(new t.Event(\"moveend\",e))},n.prototype.getBounds=function(){var e=new Y(this.transform.pointLocation(new t.default$1(0,this.transform.height)),this.transform.pointLocation(new t.default$1(this.transform.width,0)));return(this.transform.angle||this.transform.pitch)&&(e.extend(this.transform.pointLocation(new t.default$1(this.transform.size.x,0))),e.extend(this.transform.pointLocation(new t.default$1(0,this.transform.size.y)))),e},n.prototype.getMaxBounds=function(){return this.transform.latRange&&2===this.transform.latRange.length&&this.transform.lngRange&&2===this.transform.lngRange.length?new Y([this.transform.lngRange[0],this.transform.latRange[0]],[this.transform.lngRange[1],this.transform.latRange[1]]):null},n.prototype.setMaxBounds=function(t){if(t){var e=Y.convert(t);this.transform.lngRange=[e.getWest(),e.getEast()],this.transform.latRange=[e.getSouth(),e.getNorth()],this.transform._constrain(),this._update()}else null==t&&(this.transform.lngRange=null,this.transform.latRange=null,this._update());return this},n.prototype.setMinZoom=function(t){if((t=null==t?0:t)>=0&&t<=this.transform.maxZoom)return this.transform.minZoom=t,this._update(),this.getZoom()<t&&this.setZoom(t),this;throw new Error(\"minZoom must be between 0 and the current maxZoom, inclusive\")},n.prototype.getMinZoom=function(){return this.transform.minZoom},n.prototype.setMaxZoom=function(t){if((t=null==t?22:t)>=this.transform.minZoom)return this.transform.maxZoom=t,this._update(),this.getZoom()>t&&this.setZoom(t),this;throw new Error(\"maxZoom must be greater than the current minZoom\")},n.prototype.getRenderWorldCopies=function(){return this.transform.renderWorldCopies},n.prototype.setRenderWorldCopies=function(t){return this.transform.renderWorldCopies=t,this._update(),this},n.prototype.getMaxZoom=function(){return this.transform.maxZoom},n.prototype.project=function(t){return this.transform.locationPoint(G.convert(t))},n.prototype.unproject=function(e){return this.transform.pointLocation(t.default$1.convert(e))},n.prototype.isMoving=function(){return this._moving||this.dragPan.isActive()||this.dragRotate.isActive()||this.scrollZoom.isActive()},n.prototype.isZooming=function(){return this._zooming||this.scrollZoom.isActive()},n.prototype.isRotating=function(){return this._rotating||this.dragRotate.isActive()},n.prototype.on=function(t,e,n){var i,a=this;if(void 0===n)return r.prototype.on.call(this,t,e);var o=function(){if(\"mouseenter\"===t||\"mouseover\"===t){var r=!1;return{layer:e,listener:n,delegates:{mousemove:function(i){var o=a.getLayer(e)?a.queryRenderedFeatures(i.point,{layers:[e]}):[];o.length?r||(r=!0,n.call(a,new Vr(t,a,i.originalEvent,{features:o}))):r=!1},mouseout:function(){r=!1}}}}if(\"mouseleave\"===t||\"mouseout\"===t){var o=!1;return{layer:e,listener:n,delegates:{mousemove:function(r){(a.getLayer(e)?a.queryRenderedFeatures(r.point,{layers:[e]}):[]).length?o=!0:o&&(o=!1,n.call(a,new Vr(t,a,r.originalEvent)))},mouseout:function(e){o&&(o=!1,n.call(a,new Vr(t,a,e.originalEvent)))}}}}return{layer:e,listener:n,delegates:(i={},i[t]=function(t){var r=a.getLayer(e)?a.queryRenderedFeatures(t.point,{layers:[e]}):[];r.length&&(t.features=r,n.call(a,t),delete t.features)},i)}}();for(var s in this._delegatedListeners=this._delegatedListeners||{},this._delegatedListeners[t]=this._delegatedListeners[t]||[],this._delegatedListeners[t].push(o),o.delegates)a.on(s,o.delegates[s]);return this},n.prototype.off=function(t,e,n){if(void 0===n)return r.prototype.off.call(this,t,e);if(this._delegatedListeners&&this._delegatedListeners[t])for(var i=this._delegatedListeners[t],a=0;a<i.length;a++){var o=i[a];if(o.layer===e&&o.listener===n){for(var s in o.delegates)this.off(s,o.delegates[s]);return i.splice(a,1),this}}return this},n.prototype.queryRenderedFeatures=function(e,r){var n;return 2===arguments.length?(e=arguments[0],r=arguments[1]):1===arguments.length&&((n=arguments[0])instanceof t.default$1||Array.isArray(n))?(e=arguments[0],r={}):1===arguments.length?(e=void 0,r=arguments[0]):(e=void 0,r={}),this.style?this.style.queryRenderedFeatures(this._makeQueryGeometry(e),r,this.transform):[]},n.prototype._makeQueryGeometry=function(e){var r,n=this;if(void 0===e&&(e=[t.default$1.convert([0,0]),t.default$1.convert([this.transform.width,this.transform.height])]),e instanceof t.default$1||\"number\"==typeof e[0])r=[t.default$1.convert(e)];else{var i=[t.default$1.convert(e[0]),t.default$1.convert(e[1])];r=[i[0],new t.default$1(i[1].x,i[0].y),i[1],new t.default$1(i[0].x,i[1].y),i[0]]}return{viewport:r,worldCoordinate:r.map(function(t){return n.transform.pointCoordinate(t)})}},n.prototype.querySourceFeatures=function(t,e){return this.style.querySourceFeatures(t,e)},n.prototype.setStyle=function(e,r){if((!r||!1!==r.diff&&!r.localIdeographFontFamily)&&this.style&&e&&\"object\"==typeof e)try{return this.style.setState(e)&&this._update(!0),this}catch(e){t.warnOnce(\"Unable to perform style diff: \"+(e.message||e.error||e)+\".  Rebuilding the style from scratch.\")}return this.style&&(this.style.setEventedParent(null),this.style._remove()),e?(this.style=new Je(this,r||{}),this.style.setEventedParent(this,{style:this.style}),\"string\"==typeof e?this.style.loadURL(e):this.style.loadJSON(e),this):(delete this.style,this)},n.prototype.getStyle=function(){if(this.style)return this.style.serialize()},n.prototype.isStyleLoaded=function(){return this.style?this.style.loaded():t.warnOnce(\"There is no style added to the map.\")},n.prototype.addSource=function(t,e){return this.style.addSource(t,e),this._update(!0),this},n.prototype.isSourceLoaded=function(e){var r=this.style&&this.style.sourceCaches[e];if(void 0!==r)return r.loaded();this.fire(new t.ErrorEvent(new Error(\"There is no source with ID '\"+e+\"'\")))},n.prototype.areTilesLoaded=function(){var t=this.style&&this.style.sourceCaches;for(var e in t){var r=t[e]._tiles;for(var n in r){var i=r[n];if(\"loaded\"!==i.state&&\"errored\"!==i.state)return!1}}return!0},n.prototype.addSourceType=function(t,e,r){return this.style.addSourceType(t,e,r)},n.prototype.removeSource=function(t){return this.style.removeSource(t),this._update(!0),this},n.prototype.getSource=function(t){return this.style.getSource(t)},n.prototype.addImage=function(e,r,n){void 0===n&&(n={});var i=n.pixelRatio;void 0===i&&(i=1);var o=n.sdf;if(void 0===o&&(o=!1),r instanceof sn){var s=a.getImageData(r),l=s.width,c=s.height,u=s.data;this.style.addImage(e,{data:new t.RGBAImage({width:l,height:c},u),pixelRatio:i,sdf:o})}else{if(void 0===r.width||void 0===r.height)return this.fire(new t.ErrorEvent(new Error(\"Invalid arguments to map.addImage(). The second argument must be an `HTMLImageElement`, `ImageData`, or object with `width`, `height`, and `data` properties with the same format as `ImageData`\")));var h=r.width,f=r.height,p=r.data;this.style.addImage(e,{data:new t.RGBAImage({width:h,height:f},p.slice(0)),pixelRatio:i,sdf:o})}},n.prototype.hasImage=function(e){return e?!!this.style.getImage(e):(this.fire(new t.ErrorEvent(new Error(\"Missing required image id\"))),!1)},n.prototype.removeImage=function(t){this.style.removeImage(t)},n.prototype.loadImage=function(e,r){t.getImage(this._transformRequest(e,t.ResourceType.Image),r)},n.prototype.addLayer=function(t,e){return this.style.addLayer(t,e),this._update(!0),this},n.prototype.moveLayer=function(t,e){return this.style.moveLayer(t,e),this._update(!0),this},n.prototype.removeLayer=function(t){return this.style.removeLayer(t),this._update(!0),this},n.prototype.getLayer=function(t){return this.style.getLayer(t)},n.prototype.setFilter=function(t,e){return this.style.setFilter(t,e),this._update(!0),this},n.prototype.setLayerZoomRange=function(t,e,r){return this.style.setLayerZoomRange(t,e,r),this._update(!0),this},n.prototype.getFilter=function(t){return this.style.getFilter(t)},n.prototype.setPaintProperty=function(t,e,r){return this.style.setPaintProperty(t,e,r),this._update(!0),this},n.prototype.getPaintProperty=function(t,e){return this.style.getPaintProperty(t,e)},n.prototype.setLayoutProperty=function(t,e,r){return this.style.setLayoutProperty(t,e,r),this._update(!0),this},n.prototype.getLayoutProperty=function(t,e){return this.style.getLayoutProperty(t,e)},n.prototype.setLight=function(t){return this.style.setLight(t),this._update(!0),this},n.prototype.getLight=function(){return this.style.getLight()},n.prototype.getContainer=function(){return this._container},n.prototype.getCanvasContainer=function(){return this._canvasContainer},n.prototype.getCanvas=function(){return this._canvas},n.prototype._containerDimensions=function(){var t=0,e=0;return this._container&&(t=this._container.offsetWidth||400,e=this._container.offsetHeight||300),[t,e]},n.prototype._setupContainer=function(){var t=this._container;t.classList.add(\"mapboxgl-map\"),(this._missingCSSContainer=s.create(\"div\",\"mapboxgl-missing-css\",t)).innerHTML=\"Missing Mapbox GL JS CSS\";var e=this._canvasContainer=s.create(\"div\",\"mapboxgl-canvas-container\",t);this._interactive&&e.classList.add(\"mapboxgl-interactive\"),this._canvas=s.create(\"canvas\",\"mapboxgl-canvas\",e),this._canvas.style.position=\"absolute\",this._canvas.addEventListener(\"webglcontextlost\",this._contextLost,!1),this._canvas.addEventListener(\"webglcontextrestored\",this._contextRestored,!1),this._canvas.setAttribute(\"tabindex\",\"0\"),this._canvas.setAttribute(\"aria-label\",\"Map\");var r=this._containerDimensions();this._resizeCanvas(r[0],r[1]);var n=this._controlContainer=s.create(\"div\",\"mapboxgl-control-container\",t),i=this._controlPositions={};[\"top-left\",\"top-right\",\"bottom-left\",\"bottom-right\"].forEach(function(t){i[t]=s.create(\"div\",\"mapboxgl-ctrl-\"+t,n)})},n.prototype._resizeCanvas=function(e,r){var n=t.default.devicePixelRatio||1;this._canvas.width=n*e,this._canvas.height=n*r,this._canvas.style.width=e+\"px\",this._canvas.style.height=r+\"px\"},n.prototype._setupPainter=function(){var r=t.extend({failIfMajorPerformanceCaveat:this._failIfMajorPerformanceCaveat,preserveDrawingBuffer:this._preserveDrawingBuffer},e.webGLContextAttributes),n=this._canvas.getContext(\"webgl\",r)||this._canvas.getContext(\"experimental-webgl\",r);n?this.painter=new zr(n,this.transform):this.fire(new t.ErrorEvent(new Error(\"Failed to initialize WebGL\")))},n.prototype._contextLost=function(e){e.preventDefault(),this._frameId&&(a.cancelFrame(this._frameId),this._frameId=null),this.fire(new t.Event(\"webglcontextlost\",{originalEvent:e}))},n.prototype._contextRestored=function(e){this._setupPainter(),this.resize(),this._update(),this.fire(new t.Event(\"webglcontextrestored\",{originalEvent:e}))},n.prototype.loaded=function(){return!this._styleDirty&&!this._sourcesDirty&&!(!this.style||!this.style.loaded())},n.prototype._update=function(t){this.style&&(this._styleDirty=this._styleDirty||t,this._sourcesDirty=!0,this._rerender())},n.prototype._requestRenderFrame=function(t){return this._update(),this._renderTaskQueue.add(t)},n.prototype._cancelRenderFrame=function(t){this._renderTaskQueue.remove(t)},n.prototype._render=function(){this._renderTaskQueue.run();var e=!1;if(this.style&&this._styleDirty){this._styleDirty=!1;var r=this.transform.zoom,n=a.now();this.style.zoomHistory.update(r,n);var i=new t.default$16(r,{now:n,fadeDuration:this._fadeDuration,zoomHistory:this.style.zoomHistory,transition:this.style.getTransition()}),o=i.crossFadingFactor();1===o&&o===this._crossFadingFactor||(e=!0,this._crossFadingFactor=o),this.style.update(i)}return this.style&&this._sourcesDirty&&(this._sourcesDirty=!1,this.style._updateSources(this.transform)),this._placementDirty=this.style&&this.style._updatePlacement(this.painter.transform,this.showCollisionBoxes,this._fadeDuration),this.painter.render(this.style,{showTileBoundaries:this.showTileBoundaries,showOverdrawInspector:this._showOverdrawInspector,rotating:this.isRotating(),zooming:this.isZooming(),fadeDuration:this._fadeDuration}),this.fire(new t.Event(\"render\")),this.loaded()&&!this._loaded&&(this._loaded=!0,this.fire(new t.Event(\"load\"))),this.style&&(this.style.hasTransitions()||e)&&(this._styleDirty=!0),(this._sourcesDirty||this._repaint||this._styleDirty||this._placementDirty)&&this._rerender(),this},n.prototype.remove=function(){this._hash&&this._hash.remove(),a.cancelFrame(this._frameId),this._renderTaskQueue.clear(),this._frameId=null,this.setStyle(null),void 0!==t.default&&(t.default.removeEventListener(\"resize\",this._onWindowResize,!1),t.default.removeEventListener(\"online\",this._onWindowOnline,!1));var e=this.painter.context.gl.getExtension(\"WEBGL_lose_context\");e&&e.loseContext(),hn(this._canvasContainer),hn(this._controlContainer),hn(this._missingCSSContainer),this._container.classList.remove(\"mapboxgl-map\"),this.fire(new t.Event(\"remove\"))},n.prototype._rerender=function(){var t=this;this.style&&!this._frameId&&(this._frameId=a.frame(function(){t._frameId=null,t._render()}))},n.prototype._onWindowOnline=function(){this._update()},n.prototype._onWindowResize=function(){this._trackResize&&this.stop().resize()._update()},i.showTileBoundaries.get=function(){return!!this._showTileBoundaries},i.showTileBoundaries.set=function(t){this._showTileBoundaries!==t&&(this._showTileBoundaries=t,this._update())},i.showCollisionBoxes.get=function(){return!!this._showCollisionBoxes},i.showCollisionBoxes.set=function(t){this._showCollisionBoxes!==t&&(this._showCollisionBoxes=t,t?this.style._generateCollisionBoxes():this._update())},i.showOverdrawInspector.get=function(){return!!this._showOverdrawInspector},i.showOverdrawInspector.set=function(t){this._showOverdrawInspector!==t&&(this._showOverdrawInspector=t,this._update())},i.repaint.get=function(){return!!this._repaint},i.repaint.set=function(t){this._repaint=t,this._update()},i.vertices.get=function(){return!!this._vertices},i.vertices.set=function(t){this._vertices=t,this._update()},n.prototype._onData=function(e){this._update(\"style\"===e.dataType),this.fire(new t.Event(e.dataType+\"data\",e))},n.prototype._onDataLoading=function(e){this.fire(new t.Event(e.dataType+\"dataloading\",e))},Object.defineProperties(n.prototype,i),n}(rn);function hn(t){t.parentNode&&t.parentNode.removeChild(t)}var fn={showCompass:!0,showZoom:!0},pn=function(e){var r=this;this.options=t.extend({},fn,e),this._container=s.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-group\"),this._container.addEventListener(\"contextmenu\",function(t){return t.preventDefault()}),this.options.showZoom&&(this._zoomInButton=this._createButton(\"mapboxgl-ctrl-icon mapboxgl-ctrl-zoom-in\",\"Zoom In\",function(){return r._map.zoomIn()}),this._zoomOutButton=this._createButton(\"mapboxgl-ctrl-icon mapboxgl-ctrl-zoom-out\",\"Zoom Out\",function(){return r._map.zoomOut()})),this.options.showCompass&&(t.bindAll([\"_rotateCompassArrow\"],this),this._compass=this._createButton(\"mapboxgl-ctrl-icon mapboxgl-ctrl-compass\",\"Reset North\",function(){return r._map.resetNorth()}),this._compassArrow=s.create(\"span\",\"mapboxgl-ctrl-compass-arrow\",this._compass))};function dn(t,e,r){if(t=new G(t.lng,t.lat),e){var n=new G(t.lng-360,t.lat),i=new G(t.lng+360,t.lat),a=r.locationPoint(t).distSqr(e);r.locationPoint(n).distSqr(e)<a?t=n:r.locationPoint(i).distSqr(e)<a&&(t=i)}for(;Math.abs(t.lng-r.center.lng)>180;){var o=r.locationPoint(t);if(o.x>=0&&o.y>=0&&o.x<=r.width&&o.y<=r.height)break;t.lng>r.center.lng?t.lng-=360:t.lng+=360}return t}pn.prototype._rotateCompassArrow=function(){var t=\"rotate(\"+this._map.transform.angle*(180/Math.PI)+\"deg)\";this._compassArrow.style.transform=t},pn.prototype.onAdd=function(t){return this._map=t,this.options.showCompass&&(this._map.on(\"rotate\",this._rotateCompassArrow),this._rotateCompassArrow(),this._handler=new Wr(t,{button:\"left\",element:this._compass}),this._handler.enable()),this._container},pn.prototype.onRemove=function(){s.remove(this._container),this.options.showCompass&&(this._map.off(\"rotate\",this._rotateCompassArrow),this._handler.disable(),delete this._handler),delete this._map},pn.prototype._createButton=function(t,e,r){var n=s.create(\"button\",t,this._container);return n.type=\"button\",n.setAttribute(\"aria-label\",e),n.addEventListener(\"click\",r),n};var gn={center:\"translate(-50%,-50%)\",top:\"translate(-50%,0)\",\"top-left\":\"translate(0,0)\",\"top-right\":\"translate(-100%,0)\",bottom:\"translate(-50%,-100%)\",\"bottom-left\":\"translate(0,-100%)\",\"bottom-right\":\"translate(-100%,-100%)\",left:\"translate(0,-50%)\",right:\"translate(-100%,-50%)\"};function vn(t,e,r){var n=t.classList;for(var i in gn)n.remove(\"mapboxgl-\"+r+\"-anchor-\"+i);n.add(\"mapboxgl-\"+r+\"-anchor-\"+e)}var mn=function(e){if((arguments[0]instanceof t.default.HTMLElement||2===arguments.length)&&(e=t.extend({element:e},arguments[1])),t.bindAll([\"_update\",\"_onMapClick\"],this),this._anchor=e&&e.anchor||\"center\",this._color=e&&e.color||\"#3FB1CE\",e&&e.element)this._element=e.element,this._offset=t.default$1.convert(e&&e.offset||[0,0]);else{this._defaultMarker=!0,this._element=s.create(\"div\");var r=s.createNS(\"http://www.w3.org/2000/svg\",\"svg\");r.setAttributeNS(null,\"height\",\"41px\"),r.setAttributeNS(null,\"width\",\"27px\"),r.setAttributeNS(null,\"viewBox\",\"0 0 27 41\");var n=s.createNS(\"http://www.w3.org/2000/svg\",\"g\");n.setAttributeNS(null,\"stroke\",\"none\"),n.setAttributeNS(null,\"stroke-width\",\"1\"),n.setAttributeNS(null,\"fill\",\"none\"),n.setAttributeNS(null,\"fill-rule\",\"evenodd\");var i=s.createNS(\"http://www.w3.org/2000/svg\",\"g\");i.setAttributeNS(null,\"fill-rule\",\"nonzero\");var a=s.createNS(\"http://www.w3.org/2000/svg\",\"g\");a.setAttributeNS(null,\"transform\",\"translate(3.0, 29.0)\"),a.setAttributeNS(null,\"fill\",\"#000000\");for(var o=0,l=[{rx:\"10.5\",ry:\"5.25002273\"},{rx:\"10.5\",ry:\"5.25002273\"},{rx:\"9.5\",ry:\"4.77275007\"},{rx:\"8.5\",ry:\"4.29549936\"},{rx:\"7.5\",ry:\"3.81822308\"},{rx:\"6.5\",ry:\"3.34094679\"},{rx:\"5.5\",ry:\"2.86367051\"},{rx:\"4.5\",ry:\"2.38636864\"}];o<l.length;o+=1){var c=l[o],u=s.createNS(\"http://www.w3.org/2000/svg\",\"ellipse\");u.setAttributeNS(null,\"opacity\",\"0.04\"),u.setAttributeNS(null,\"cx\",\"10.5\"),u.setAttributeNS(null,\"cy\",\"5.80029008\"),u.setAttributeNS(null,\"rx\",c.rx),u.setAttributeNS(null,\"ry\",c.ry),a.appendChild(u)}var h=s.createNS(\"http://www.w3.org/2000/svg\",\"g\");h.setAttributeNS(null,\"fill\",this._color);var f=s.createNS(\"http://www.w3.org/2000/svg\",\"path\");f.setAttributeNS(null,\"d\",\"M27,13.5 C27,19.074644 20.250001,27.000002 14.75,34.500002 C14.016665,35.500004 12.983335,35.500004 12.25,34.500002 C6.7499993,27.000002 0,19.222562 0,13.5 C0,6.0441559 6.0441559,0 13.5,0 C20.955844,0 27,6.0441559 27,13.5 Z\"),h.appendChild(f);var p=s.createNS(\"http://www.w3.org/2000/svg\",\"g\");p.setAttributeNS(null,\"opacity\",\"0.25\"),p.setAttributeNS(null,\"fill\",\"#000000\");var d=s.createNS(\"http://www.w3.org/2000/svg\",\"path\");d.setAttributeNS(null,\"d\",\"M13.5,0 C6.0441559,0 0,6.0441559 0,13.5 C0,19.222562 6.7499993,27 12.25,34.5 C13,35.522727 14.016664,35.500004 14.75,34.5 C20.250001,27 27,19.074644 27,13.5 C27,6.0441559 20.955844,0 13.5,0 Z M13.5,1 C20.415404,1 26,6.584596 26,13.5 C26,15.898657 24.495584,19.181431 22.220703,22.738281 C19.945823,26.295132 16.705119,30.142167 13.943359,33.908203 C13.743445,34.180814 13.612715,34.322738 13.5,34.441406 C13.387285,34.322738 13.256555,34.180814 13.056641,33.908203 C10.284481,30.127985 7.4148684,26.314159 5.015625,22.773438 C2.6163816,19.232715 1,15.953538 1,13.5 C1,6.584596 6.584596,1 13.5,1 Z\"),p.appendChild(d);var g=s.createNS(\"http://www.w3.org/2000/svg\",\"g\");g.setAttributeNS(null,\"transform\",\"translate(6.0, 7.0)\"),g.setAttributeNS(null,\"fill\",\"#FFFFFF\");var v=s.createNS(\"http://www.w3.org/2000/svg\",\"g\");v.setAttributeNS(null,\"transform\",\"translate(8.0, 8.0)\");var m=s.createNS(\"http://www.w3.org/2000/svg\",\"circle\");m.setAttributeNS(null,\"fill\",\"#000000\"),m.setAttributeNS(null,\"opacity\",\"0.25\"),m.setAttributeNS(null,\"cx\",\"5.5\"),m.setAttributeNS(null,\"cy\",\"5.5\"),m.setAttributeNS(null,\"r\",\"5.4999962\");var y=s.createNS(\"http://www.w3.org/2000/svg\",\"circle\");y.setAttributeNS(null,\"fill\",\"#FFFFFF\"),y.setAttributeNS(null,\"cx\",\"5.5\"),y.setAttributeNS(null,\"cy\",\"5.5\"),y.setAttributeNS(null,\"r\",\"5.4999962\"),v.appendChild(m),v.appendChild(y),i.appendChild(a),i.appendChild(h),i.appendChild(p),i.appendChild(g),i.appendChild(v),r.appendChild(i),this._element.appendChild(r),this._offset=t.default$1.convert(e&&e.offset||[0,-14])}this._element.classList.add(\"mapboxgl-marker\"),this._popup=null};mn.prototype.addTo=function(t){return this.remove(),this._map=t,t.getCanvasContainer().appendChild(this._element),t.on(\"move\",this._update),t.on(\"moveend\",this._update),this._update(),this._map.on(\"click\",this._onMapClick),this},mn.prototype.remove=function(){return this._map&&(this._map.off(\"click\",this._onMapClick),this._map.off(\"move\",this._update),this._map.off(\"moveend\",this._update),delete this._map),s.remove(this._element),this._popup&&this._popup.remove(),this},mn.prototype.getLngLat=function(){return this._lngLat},mn.prototype.setLngLat=function(t){return this._lngLat=G.convert(t),this._pos=null,this._popup&&this._popup.setLngLat(this._lngLat),this._update(),this},mn.prototype.getElement=function(){return this._element},mn.prototype.setPopup=function(t){if(this._popup&&(this._popup.remove(),this._popup=null),t){if(!(\"offset\"in t.options)){var e=Math.sqrt(Math.pow(13.5,2)/2);t.options.offset=this._defaultMarker?{top:[0,0],\"top-left\":[0,0],\"top-right\":[0,0],bottom:[0,-38.1],\"bottom-left\":[e,-1*(24.6+e)],\"bottom-right\":[-e,-1*(24.6+e)],left:[13.5,-24.6],right:[-13.5,-24.6]}:this._offset}this._popup=t,this._lngLat&&this._popup.setLngLat(this._lngLat)}return this},mn.prototype._onMapClick=function(t){var e=t.originalEvent.target,r=this._element;this._popup&&(e===r||r.contains(e))&&this.togglePopup()},mn.prototype.getPopup=function(){return this._popup},mn.prototype.togglePopup=function(){var t=this._popup;return t?(t.isOpen()?t.remove():t.addTo(this._map),this):this},mn.prototype._update=function(t){this._map&&(this._map.transform.renderWorldCopies&&(this._lngLat=dn(this._lngLat,this._pos,this._map.transform)),this._pos=this._map.project(this._lngLat)._add(this._offset),t&&\"moveend\"!==t.type||(this._pos=this._pos.round()),s.setTransform(this._element,gn[this._anchor]+\" translate(\"+this._pos.x+\"px, \"+this._pos.y+\"px)\"),vn(this._element,this._anchor,\"marker\"))},mn.prototype.getOffset=function(){return this._offset},mn.prototype.setOffset=function(e){return this._offset=t.default$1.convert(e),this._update(),this};var yn,xn={positionOptions:{enableHighAccuracy:!1,maximumAge:0,timeout:6e3},fitBoundsOptions:{maxZoom:15},trackUserLocation:!1,showUserLocation:!0},bn=function(e){function r(r){e.call(this),this.options=t.extend({},xn,r),t.bindAll([\"_onSuccess\",\"_onError\",\"_finish\",\"_setupUI\",\"_updateCamera\",\"_updateMarker\"],this)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.onAdd=function(e){var r;return this._map=e,this._container=s.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-group\"),r=this._setupUI,void 0!==yn?r(yn):void 0!==t.default.navigator.permissions?t.default.navigator.permissions.query({name:\"geolocation\"}).then(function(t){yn=\"denied\"!==t.state,r(yn)}):(yn=!!t.default.navigator.geolocation,r(yn)),this._container},r.prototype.onRemove=function(){void 0!==this._geolocationWatchID&&(t.default.navigator.geolocation.clearWatch(this._geolocationWatchID),this._geolocationWatchID=void 0),this.options.showUserLocation&&this._userLocationDotMarker.remove(),s.remove(this._container),this._map=void 0},r.prototype._onSuccess=function(e){if(this.options.trackUserLocation)switch(this._lastKnownPosition=e,this._watchState){case\"WAITING_ACTIVE\":case\"ACTIVE_LOCK\":case\"ACTIVE_ERROR\":this._watchState=\"ACTIVE_LOCK\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active\");break;case\"BACKGROUND\":case\"BACKGROUND_ERROR\":this._watchState=\"BACKGROUND\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background\")}this.options.showUserLocation&&\"OFF\"!==this._watchState&&this._updateMarker(e),this.options.trackUserLocation&&\"ACTIVE_LOCK\"!==this._watchState||this._updateCamera(e),this.options.showUserLocation&&this._dotElement.classList.remove(\"mapboxgl-user-location-dot-stale\"),this.fire(new t.Event(\"geolocate\",e)),this._finish()},r.prototype._updateCamera=function(t){var e=new G(t.coords.longitude,t.coords.latitude),r=t.coords.accuracy;this._map.fitBounds(e.toBounds(r),this.options.fitBoundsOptions,{geolocateSource:!0})},r.prototype._updateMarker=function(t){t?this._userLocationDotMarker.setLngLat([t.coords.longitude,t.coords.latitude]).addTo(this._map):this._userLocationDotMarker.remove()},r.prototype._onError=function(e){if(this.options.trackUserLocation)if(1===e.code)this._watchState=\"OFF\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background-error\"),void 0!==this._geolocationWatchID&&this._clearWatch();else switch(this._watchState){case\"WAITING_ACTIVE\":this._watchState=\"ACTIVE_ERROR\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active-error\");break;case\"ACTIVE_LOCK\":this._watchState=\"ACTIVE_ERROR\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\");break;case\"BACKGROUND\":this._watchState=\"BACKGROUND_ERROR\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\")}\"OFF\"!==this._watchState&&this.options.showUserLocation&&this._dotElement.classList.add(\"mapboxgl-user-location-dot-stale\"),this.fire(new t.Event(\"error\",e)),this._finish()},r.prototype._finish=function(){this._timeoutId&&clearTimeout(this._timeoutId),this._timeoutId=void 0},r.prototype._setupUI=function(e){var r=this;!1!==e&&(this._container.addEventListener(\"contextmenu\",function(t){return t.preventDefault()}),this._geolocateButton=s.create(\"button\",\"mapboxgl-ctrl-icon mapboxgl-ctrl-geolocate\",this._container),this._geolocateButton.type=\"button\",this._geolocateButton.setAttribute(\"aria-label\",\"Geolocate\"),this.options.trackUserLocation&&(this._geolocateButton.setAttribute(\"aria-pressed\",\"false\"),this._watchState=\"OFF\"),this.options.showUserLocation&&(this._dotElement=s.create(\"div\",\"mapboxgl-user-location-dot\"),this._userLocationDotMarker=new mn(this._dotElement),this.options.trackUserLocation&&(this._watchState=\"OFF\")),this._geolocateButton.addEventListener(\"click\",this.trigger.bind(this)),this._setup=!0,this.options.trackUserLocation&&this._map.on(\"movestart\",function(e){e.geolocateSource||\"ACTIVE_LOCK\"!==r._watchState||(r._watchState=\"BACKGROUND\",r._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background\"),r._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),r.fire(new t.Event(\"trackuserlocationend\")))}))},r.prototype.trigger=function(){if(!this._setup)return t.warnOnce(\"Geolocate control triggered before added to a map\"),!1;if(this.options.trackUserLocation){switch(this._watchState){case\"OFF\":this._watchState=\"WAITING_ACTIVE\",this.fire(new t.Event(\"trackuserlocationstart\"));break;case\"WAITING_ACTIVE\":case\"ACTIVE_LOCK\":case\"ACTIVE_ERROR\":case\"BACKGROUND_ERROR\":this._watchState=\"OFF\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background-error\"),this.fire(new t.Event(\"trackuserlocationend\"));break;case\"BACKGROUND\":this._watchState=\"ACTIVE_LOCK\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._lastKnownPosition&&this._updateCamera(this._lastKnownPosition),this.fire(new t.Event(\"trackuserlocationstart\"))}switch(this._watchState){case\"WAITING_ACTIVE\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active\");break;case\"ACTIVE_LOCK\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active\");break;case\"ACTIVE_ERROR\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active-error\");break;case\"BACKGROUND\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background\");break;case\"BACKGROUND_ERROR\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background-error\")}\"OFF\"===this._watchState&&void 0!==this._geolocationWatchID?this._clearWatch():void 0===this._geolocationWatchID&&(this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.setAttribute(\"aria-pressed\",\"true\"),this._geolocationWatchID=t.default.navigator.geolocation.watchPosition(this._onSuccess,this._onError,this.options.positionOptions))}else t.default.navigator.geolocation.getCurrentPosition(this._onSuccess,this._onError,this.options.positionOptions),this._timeoutId=setTimeout(this._finish,1e4);return!0},r.prototype._clearWatch=function(){t.default.navigator.geolocation.clearWatch(this._geolocationWatchID),this._geolocationWatchID=void 0,this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.setAttribute(\"aria-pressed\",\"false\"),this.options.showUserLocation&&this._updateMarker(null)},r}(t.Evented),_n={maxWidth:100,unit:\"metric\"},wn=function(e){this.options=t.extend({},_n,e),t.bindAll([\"_onMove\",\"setUnit\"],this)};function kn(t,e,r){var n,i,a,o,s,l,c=r&&r.maxWidth||100,u=t._container.clientHeight/2,h=(n=t.unproject([0,u]),i=t.unproject([c,u]),a=Math.PI/180,o=n.lat*a,s=i.lat*a,l=Math.sin(o)*Math.sin(s)+Math.cos(o)*Math.cos(s)*Math.cos((i.lng-n.lng)*a),6371e3*Math.acos(Math.min(l,1)));if(r&&\"imperial\"===r.unit){var f=3.2808*h;f>5280?An(e,c,f/5280,\"mi\"):An(e,c,f,\"ft\")}else r&&\"nautical\"===r.unit?An(e,c,h/1852,\"nm\"):An(e,c,h,\"m\")}function An(t,e,r,n){var i,a,o,s=(i=r,(a=Math.pow(10,(\"\"+Math.floor(i)).length-1))*(o=(o=i/a)>=10?10:o>=5?5:o>=3?3:o>=2?2:1)),l=s/r;\"m\"===n&&s>=1e3&&(s/=1e3,n=\"km\"),t.style.width=e*l+\"px\",t.innerHTML=s+n}wn.prototype.getDefaultPosition=function(){return\"bottom-left\"},wn.prototype._onMove=function(){kn(this._map,this._container,this.options)},wn.prototype.onAdd=function(t){return this._map=t,this._container=s.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-scale\",t.getContainer()),this._map.on(\"move\",this._onMove),this._onMove(),this._container},wn.prototype.onRemove=function(){s.remove(this._container),this._map.off(\"move\",this._onMove),this._map=void 0},wn.prototype.setUnit=function(t){this.options.unit=t,kn(this._map,this._container,this.options)};var Tn=function(){this._fullscreen=!1,t.bindAll([\"_onClickFullscreen\",\"_changeIcon\"],this),\"onfullscreenchange\"in t.default.document?this._fullscreenchange=\"fullscreenchange\":\"onmozfullscreenchange\"in t.default.document?this._fullscreenchange=\"mozfullscreenchange\":\"onwebkitfullscreenchange\"in t.default.document?this._fullscreenchange=\"webkitfullscreenchange\":\"onmsfullscreenchange\"in t.default.document&&(this._fullscreenchange=\"MSFullscreenChange\"),this._className=\"mapboxgl-ctrl\"};Tn.prototype.onAdd=function(e){return this._map=e,this._mapContainer=this._map.getContainer(),this._container=s.create(\"div\",this._className+\" mapboxgl-ctrl-group\"),this._checkFullscreenSupport()?this._setupUI():(this._container.style.display=\"none\",t.warnOnce(\"This device does not support fullscreen mode.\")),this._container},Tn.prototype.onRemove=function(){s.remove(this._container),this._map=null,t.default.document.removeEventListener(this._fullscreenchange,this._changeIcon)},Tn.prototype._checkFullscreenSupport=function(){return!!(t.default.document.fullscreenEnabled||t.default.document.mozFullScreenEnabled||t.default.document.msFullscreenEnabled||t.default.document.webkitFullscreenEnabled)},Tn.prototype._setupUI=function(){var e=this._fullscreenButton=s.create(\"button\",this._className+\"-icon \"+this._className+\"-fullscreen\",this._container);e.setAttribute(\"aria-label\",\"Toggle fullscreen\"),e.type=\"button\",this._fullscreenButton.addEventListener(\"click\",this._onClickFullscreen),t.default.document.addEventListener(this._fullscreenchange,this._changeIcon)},Tn.prototype._isFullscreen=function(){return this._fullscreen},Tn.prototype._changeIcon=function(){(t.default.document.fullscreenElement||t.default.document.mozFullScreenElement||t.default.document.webkitFullscreenElement||t.default.document.msFullscreenElement)===this._mapContainer!==this._fullscreen&&(this._fullscreen=!this._fullscreen,this._fullscreenButton.classList.toggle(this._className+\"-shrink\"),this._fullscreenButton.classList.toggle(this._className+\"-fullscreen\"))},Tn.prototype._onClickFullscreen=function(){this._isFullscreen()?t.default.document.exitFullscreen?t.default.document.exitFullscreen():t.default.document.mozCancelFullScreen?t.default.document.mozCancelFullScreen():t.default.document.msExitFullscreen?t.default.document.msExitFullscreen():t.default.document.webkitCancelFullScreen&&t.default.document.webkitCancelFullScreen():this._mapContainer.requestFullscreen?this._mapContainer.requestFullscreen():this._mapContainer.mozRequestFullScreen?this._mapContainer.mozRequestFullScreen():this._mapContainer.msRequestFullscreen?this._mapContainer.msRequestFullscreen():this._mapContainer.webkitRequestFullscreen&&this._mapContainer.webkitRequestFullscreen()};var Mn={closeButton:!0,closeOnClick:!0},Sn=function(e){function r(r){e.call(this),this.options=t.extend(Object.create(Mn),r),t.bindAll([\"_update\",\"_onClickClose\"],this)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.addTo=function(e){return this._map=e,this._map.on(\"move\",this._update),this.options.closeOnClick&&this._map.on(\"click\",this._onClickClose),this._update(),this.fire(new t.Event(\"open\")),this},r.prototype.isOpen=function(){return!!this._map},r.prototype.remove=function(){return this._content&&s.remove(this._content),this._container&&(s.remove(this._container),delete this._container),this._map&&(this._map.off(\"move\",this._update),this._map.off(\"click\",this._onClickClose),delete this._map),this.fire(new t.Event(\"close\")),this},r.prototype.getLngLat=function(){return this._lngLat},r.prototype.setLngLat=function(t){return this._lngLat=G.convert(t),this._pos=null,this._update(),this},r.prototype.setText=function(e){return this.setDOMContent(t.default.document.createTextNode(e))},r.prototype.setHTML=function(e){var r,n=t.default.document.createDocumentFragment(),i=t.default.document.createElement(\"body\");for(i.innerHTML=e;r=i.firstChild;)n.appendChild(r);return this.setDOMContent(n)},r.prototype.setDOMContent=function(t){return this._createContent(),this._content.appendChild(t),this._update(),this},r.prototype._createContent=function(){this._content&&s.remove(this._content),this._content=s.create(\"div\",\"mapboxgl-popup-content\",this._container),this.options.closeButton&&(this._closeButton=s.create(\"button\",\"mapboxgl-popup-close-button\",this._content),this._closeButton.type=\"button\",this._closeButton.setAttribute(\"aria-label\",\"Close popup\"),this._closeButton.innerHTML=\"&#215;\",this._closeButton.addEventListener(\"click\",this._onClickClose))},r.prototype._update=function(){if(this._map&&this._lngLat&&this._content){this._container||(this._container=s.create(\"div\",\"mapboxgl-popup\",this._map.getContainer()),this._tip=s.create(\"div\",\"mapboxgl-popup-tip\",this._container),this._container.appendChild(this._content)),this._map.transform.renderWorldCopies&&(this._lngLat=dn(this._lngLat,this._pos,this._map.transform));var e=this._pos=this._map.project(this._lngLat),r=this.options.anchor,n=function e(r){if(r){if(\"number\"==typeof r){var n=Math.round(Math.sqrt(.5*Math.pow(r,2)));return{center:new t.default$1(0,0),top:new t.default$1(0,r),\"top-left\":new t.default$1(n,n),\"top-right\":new t.default$1(-n,n),bottom:new t.default$1(0,-r),\"bottom-left\":new t.default$1(n,-n),\"bottom-right\":new t.default$1(-n,-n),left:new t.default$1(r,0),right:new t.default$1(-r,0)}}if(r instanceof t.default$1||Array.isArray(r)){var i=t.default$1.convert(r);return{center:i,top:i,\"top-left\":i,\"top-right\":i,bottom:i,\"bottom-left\":i,\"bottom-right\":i,left:i,right:i}}return{center:t.default$1.convert(r.center||[0,0]),top:t.default$1.convert(r.top||[0,0]),\"top-left\":t.default$1.convert(r[\"top-left\"]||[0,0]),\"top-right\":t.default$1.convert(r[\"top-right\"]||[0,0]),bottom:t.default$1.convert(r.bottom||[0,0]),\"bottom-left\":t.default$1.convert(r[\"bottom-left\"]||[0,0]),\"bottom-right\":t.default$1.convert(r[\"bottom-right\"]||[0,0]),left:t.default$1.convert(r.left||[0,0]),right:t.default$1.convert(r.right||[0,0])}}return e(new t.default$1(0,0))}(this.options.offset);if(!r){var i,a=this._container.offsetWidth,o=this._container.offsetHeight;i=e.y+n.bottom.y<o?[\"top\"]:e.y>this._map.transform.height-o?[\"bottom\"]:[],e.x<a/2?i.push(\"left\"):e.x>this._map.transform.width-a/2&&i.push(\"right\"),r=0===i.length?\"bottom\":i.join(\"-\")}var l=e.add(n[r]).round();s.setTransform(this._container,gn[r]+\" translate(\"+l.x+\"px,\"+l.y+\"px)\"),vn(this._container,r,\"popup\")}},r.prototype._onClickClose=function(){this.remove()},r}(t.Evented),En={version:\"0.45.0\",supported:e,workerCount:Math.max(Math.floor(a.hardwareConcurrency/2),1),setRTLTextPlugin:t.setRTLTextPlugin,Map:un,NavigationControl:pn,GeolocateControl:bn,AttributionControl:nn,ScaleControl:wn,FullscreenControl:Tn,Popup:Sn,Marker:mn,Style:Je,LngLat:G,LngLatBounds:Y,Point:t.default$1,Evented:t.Evented,config:v,get accessToken(){return v.ACCESS_TOKEN},set accessToken(t){v.ACCESS_TOKEN=t},workerUrl:\"\"};return En}),n})}).call(this,\"undefined\"!=typeof global?global:\"undefined\"!=typeof self?self:\"undefined\"!=typeof window?window:{})},{}],420:[function(t,e,r){\"use strict\";e.exports=function(t){for(var e=1<<t+1,r=new Array(e),n=0;n<e;++n)r[n]=a(t,n);return r};var n=t(\"convex-hull\");function i(t,e,r){for(var n=new Array(t),i=0;i<t;++i)n[i]=0,i===e&&(n[i]+=.5),i===r&&(n[i]+=.5);return n}function a(t,e){if(0===e||e===(1<<t+1)-1)return[];for(var r=[],a=[],o=0;o<=t;++o)if(e&1<<o){r.push(i(t,o-1,o-1)),a.push(null);for(var s=0;s<=t;++s)~e&1<<s&&(r.push(i(t,o-1,s-1)),a.push([o,s]))}var l=n(r),c=[];t:for(o=0;o<l.length;++o){var u=l[o],h=[];for(s=0;s<u.length;++s){if(!a[u[s]])continue t;h.push(a[u[s]].slice())}c.push(h)}return c}},{\"convex-hull\":121}],421:[function(t,e,r){var n=t(\"./normalize\"),i=t(\"gl-mat4/create\"),a=t(\"gl-mat4/clone\"),o=t(\"gl-mat4/determinant\"),s=t(\"gl-mat4/invert\"),l=t(\"gl-mat4/transpose\"),c={length:t(\"gl-vec3/length\"),normalize:t(\"gl-vec3/normalize\"),dot:t(\"gl-vec3/dot\"),cross:t(\"gl-vec3/cross\")},u=i(),h=i(),f=[0,0,0,0],p=[[0,0,0],[0,0,0],[0,0,0]],d=[0,0,0];function g(t,e,r,n,i){t[0]=e[0]*n+r[0]*i,t[1]=e[1]*n+r[1]*i,t[2]=e[2]*n+r[2]*i}e.exports=function(t,e,r,i,v,m){if(e||(e=[0,0,0]),r||(r=[0,0,0]),i||(i=[0,0,0]),v||(v=[0,0,0,1]),m||(m=[0,0,0,1]),!n(u,t))return!1;if(a(h,u),h[3]=0,h[7]=0,h[11]=0,h[15]=1,Math.abs(o(h)<1e-8))return!1;var y,x,b,_,w,k,A,T=u[3],M=u[7],S=u[11],E=u[12],C=u[13],L=u[14],z=u[15];if(0!==T||0!==M||0!==S){if(f[0]=T,f[1]=M,f[2]=S,f[3]=z,!s(h,h))return!1;l(h,h),y=v,b=h,_=(x=f)[0],w=x[1],k=x[2],A=x[3],y[0]=b[0]*_+b[4]*w+b[8]*k+b[12]*A,y[1]=b[1]*_+b[5]*w+b[9]*k+b[13]*A,y[2]=b[2]*_+b[6]*w+b[10]*k+b[14]*A,y[3]=b[3]*_+b[7]*w+b[11]*k+b[15]*A}else v[0]=v[1]=v[2]=0,v[3]=1;if(e[0]=E,e[1]=C,e[2]=L,function(t,e){t[0][0]=e[0],t[0][1]=e[1],t[0][2]=e[2],t[1][0]=e[4],t[1][1]=e[5],t[1][2]=e[6],t[2][0]=e[8],t[2][1]=e[9],t[2][2]=e[10]}(p,u),r[0]=c.length(p[0]),c.normalize(p[0],p[0]),i[0]=c.dot(p[0],p[1]),g(p[1],p[1],p[0],1,-i[0]),r[1]=c.length(p[1]),c.normalize(p[1],p[1]),i[0]/=r[1],i[1]=c.dot(p[0],p[2]),g(p[2],p[2],p[0],1,-i[1]),i[2]=c.dot(p[1],p[2]),g(p[2],p[2],p[1],1,-i[2]),r[2]=c.length(p[2]),c.normalize(p[2],p[2]),i[1]/=r[2],i[2]/=r[2],c.cross(d,p[1],p[2]),c.dot(p[0],d)<0)for(var O=0;O<3;O++)r[O]*=-1,p[O][0]*=-1,p[O][1]*=-1,p[O][2]*=-1;return 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nextTangent.x);\\n\\n\\tvec2 startJoinDirection = normalize(prevTangent - currTangent);\\n\\tvec2 endJoinDirection = normalize(currTangent - nextTangent);\\n\\n\\t// collapsed/unidirectional segment cases\\n\\t// FIXME: there should be more elegant solution\\n\\tvec2 prevTanDiff = abs(prevTangent - currTangent);\\n\\tvec2 nextTanDiff = abs(nextTangent - currTangent);\\n\\tif (max(prevTanDiff.x, prevTanDiff.y) < MIN_DIFF) {\\n\\t\\tstartJoinDirection = currNormal;\\n\\t}\\n\\tif (max(nextTanDiff.x, nextTanDiff.y) < MIN_DIFF) {\\n\\t\\tendJoinDirection = currNormal;\\n\\t}\\n\\tif (aCoord == bCoord) {\\n\\t\\tendJoinDirection = startJoinDirection;\\n\\t\\tcurrNormal = prevNormal;\\n\\t\\tcurrTangent = prevTangent;\\n\\t}\\n\\n\\ttangent = currTangent;\\n\\n\\t//calculate join shifts relative to normals\\n\\tfloat startJoinShift = dot(currNormal, startJoinDirection);\\n\\tfloat endJoinShift = dot(currNormal, endJoinDirection);\\n\\n\\tfloat startMiterRatio = abs(1. / startJoinShift);\\n\\tfloat endMiterRatio = abs(1. / endJoinShift);\\n\\n\\tvec2 startJoin = startJoinDirection * startMiterRatio;\\n\\tvec2 endJoin = endJoinDirection * endMiterRatio;\\n\\n\\tvec2 startTopJoin, startBotJoin, endTopJoin, endBotJoin;\\n\\tstartTopJoin = sign(startJoinShift) * startJoin * .5;\\n\\tstartBotJoin = -startTopJoin;\\n\\n\\tendTopJoin = sign(endJoinShift) * endJoin * .5;\\n\\tendBotJoin = -endTopJoin;\\n\\n\\tvec2 aTopCoord = aCoord + normalWidth * startTopJoin;\\n\\tvec2 bTopCoord = bCoord + normalWidth * endTopJoin;\\n\\tvec2 aBotCoord = aCoord + normalWidth * startBotJoin;\\n\\tvec2 bBotCoord = bCoord + normalWidth * endBotJoin;\\n\\n\\t//miter anti-clipping\\n\\tfloat baClipping = distToLine(bCoord, aCoord, aBotCoord) / dot(normalize(normalWidth * endBotJoin), normalize(normalWidth.yx * vec2(-startBotJoin.y, startBotJoin.x)));\\n\\tfloat abClipping = distToLine(aCoord, bCoord, bTopCoord) / dot(normalize(normalWidth * startBotJoin), normalize(normalWidth.yx * vec2(-endBotJoin.y, endBotJoin.x)));\\n\\n\\t//prevent close to reverse direction switch\\n\\tbool prevReverse = dot(currTangent, prevTangent) <= REVERSE_THRESHOLD && abs(dot(currTangent, prevNormal)) * min(length(prevDiff), length(currDiff)) <  length(normalWidth * currNormal);\\n\\tbool nextReverse = dot(currTangent, nextTangent) <= REVERSE_THRESHOLD && abs(dot(currTangent, nextNormal)) * min(length(nextDiff), length(currDiff)) <  length(normalWidth * currNormal);\\n\\n\\tif (prevReverse) {\\n\\t\\t//make join rectangular\\n\\t\\tvec2 miterShift = normalWidth * startJoinDirection * miterLimit * .5;\\n\\t\\tfloat normalAdjust = 1. - min(miterLimit / startMiterRatio, 1.);\\n\\t\\taBotCoord = aCoord + miterShift - normalAdjust * normalWidth * currNormal * .5;\\n\\t\\taTopCoord = aCoord + miterShift + normalAdjust * normalWidth * currNormal * .5;\\n\\t}\\n\\telse if (!nextReverse && baClipping > 0. && baClipping < length(normalWidth * endBotJoin)) {\\n\\t\\t//handle miter clipping\\n\\t\\tbTopCoord -= normalWidth * endTopJoin;\\n\\t\\tbTopCoord += normalize(endTopJoin * normalWidth) * baClipping;\\n\\t}\\n\\n\\tif (nextReverse) {\\n\\t\\t//make join rectangular\\n\\t\\tvec2 miterShift = normalWidth * endJoinDirection * miterLimit * .5;\\n\\t\\tfloat normalAdjust = 1. - min(miterLimit / endMiterRatio, 1.);\\n\\t\\tbBotCoord = bCoord + miterShift - normalAdjust * normalWidth * currNormal * .5;\\n\\t\\tbTopCoord = bCoord + miterShift + normalAdjust * normalWidth * currNormal * .5;\\n\\t}\\n\\telse if (!prevReverse && abClipping > 0. && abClipping < length(normalWidth * startBotJoin)) {\\n\\t\\t//handle miter clipping\\n\\t\\taBotCoord -= normalWidth * startBotJoin;\\n\\t\\taBotCoord += normalize(startBotJoin * normalWidth) * abClipping;\\n\\t}\\n\\n\\tvec2 aTopPosition = (aTopCoord) * adjustedScale + translate;\\n\\tvec2 aBotPosition = (aBotCoord) * adjustedScale + translate;\\n\\n\\tvec2 bTopPosition = (bTopCoord) * adjustedScale + translate;\\n\\tvec2 bBotPosition = (bBotCoord) * adjustedScale + translate;\\n\\n\\t//position is normalized 0..1 coord on the screen\\n\\tvec2 position = (aTopPosition * lineTop + aBotPosition * lineBot) * lineStart + (bTopPosition * lineTop + bBotPosition * lineBot) * lineEnd;\\n\\n\\tstartCoord = aCoord * scaleRatio + translate * viewport.zw + viewport.xy;\\n\\tendCoord = bCoord * scaleRatio + translate * viewport.zw + viewport.xy;\\n\\n\\tgl_Position = vec4(position  * 2.0 - 1.0, depth, 1);\\n\\n\\tenableStartMiter = step(dot(currTangent, prevTangent), .5);\\n\\tenableEndMiter = step(dot(currTangent, nextTangent), .5);\\n\\n\\t//bevel miter cutoffs\\n\\tif (miterMode == 1.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tvec2 startMiterWidth = vec2(startJoinDirection) * thickness * miterLimit * .5;\\n\\t\\t\\tstartCutoff = vec4(aCoord, aCoord);\\n\\t\\t\\tstartCutoff.zw += vec2(-startJoinDirection.y, startJoinDirection.x) / scaleRatio;\\n\\t\\t\\tstartCutoff = startCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tstartCutoff += viewport.xyxy;\\n\\t\\t\\tstartCutoff += startMiterWidth.xyxy;\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tvec2 endMiterWidth = vec2(endJoinDirection) * thickness * miterLimit * .5;\\n\\t\\t\\tendCutoff = vec4(bCoord, bCoord);\\n\\t\\t\\tendCutoff.zw += vec2(-endJoinDirection.y, endJoinDirection.x)  / scaleRatio;\\n\\t\\t\\tendCutoff = endCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tendCutoff += viewport.xyxy;\\n\\t\\t\\tendCutoff += endMiterWidth.xyxy;\\n\\t\\t}\\n\\t}\\n\\n\\t//round miter cutoffs\\n\\telse if (miterMode == 2.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tvec2 startMiterWidth = vec2(startJoinDirection) * thickness * abs(dot(startJoinDirection, currNormal)) * .5;\\n\\t\\t\\tstartCutoff = vec4(aCoord, aCoord);\\n\\t\\t\\tstartCutoff.zw += vec2(-startJoinDirection.y, startJoinDirection.x) / scaleRatio;\\n\\t\\t\\tstartCutoff = startCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tstartCutoff += viewport.xyxy;\\n\\t\\t\\tstartCutoff += startMiterWidth.xyxy;\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tvec2 endMiterWidth = vec2(endJoinDirection) * thickness * abs(dot(endJoinDirection, currNormal)) * .5;\\n\\t\\t\\tendCutoff = vec4(bCoord, bCoord);\\n\\t\\t\\tendCutoff.zw += vec2(-endJoinDirection.y, endJoinDirection.x)  / scaleRatio;\\n\\t\\t\\tendCutoff = endCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tendCutoff += viewport.xyxy;\\n\\t\\t\\tendCutoff += endMiterWidth.xyxy;\\n\\t\\t}\\n\\t}\\n}\\n\"]),frag:o([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform sampler2D dashPattern;\\nuniform float dashSize, pixelRatio, thickness, opacity, id, miterMode;\\n\\nvarying vec4 fragColor;\\nvarying vec2 tangent;\\nvarying vec4 startCutoff, endCutoff;\\nvarying vec2 startCoord, endCoord;\\nvarying float enableStartMiter, enableEndMiter;\\n\\nfloat distToLine(vec2 p, vec2 a, vec2 b) {\\n\\tvec2 diff = b - a;\\n\\tvec2 perp = normalize(vec2(-diff.y, diff.x));\\n\\treturn dot(p - a, perp);\\n}\\n\\nvoid main() {\\n\\tfloat alpha = 1., distToStart, distToEnd;\\n\\tfloat cutoff = thickness * .5;\\n\\n\\t//bevel miter\\n\\tif (miterMode == 1.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tdistToStart = distToLine(gl_FragCoord.xy, startCutoff.xy, startCutoff.zw);\\n\\t\\t\\tif (distToStart < -1.) {\\n\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\treturn;\\n\\t\\t\\t}\\n\\t\\t\\talpha *= min(max(distToStart + 1., 0.), 1.);\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tdistToEnd = distToLine(gl_FragCoord.xy, endCutoff.xy, endCutoff.zw);\\n\\t\\t\\tif (distToEnd < -1.) {\\n\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\treturn;\\n\\t\\t\\t}\\n\\t\\t\\talpha *= min(max(distToEnd + 1., 0.), 1.);\\n\\t\\t}\\n\\t}\\n\\n\\t// round miter\\n\\telse if (miterMode == 2.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tdistToStart = distToLine(gl_FragCoord.xy, startCutoff.xy, startCutoff.zw);\\n\\t\\t\\tif (distToStart < 0.) {\\n\\t\\t\\t\\tfloat radius = length(gl_FragCoord.xy - startCoord);\\n\\n\\t\\t\\t\\tif(radius > cutoff + .5) {\\n\\t\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\t\\treturn;\\n\\t\\t\\t\\t}\\n\\n\\t\\t\\t\\talpha -= smoothstep(cutoff - .5, cutoff + .5, radius);\\n\\t\\t\\t}\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tdistToEnd = distToLine(gl_FragCoord.xy, endCutoff.xy, endCutoff.zw);\\n\\t\\t\\tif (distToEnd < 0.) {\\n\\t\\t\\t\\tfloat radius = length(gl_FragCoord.xy - endCoord);\\n\\n\\t\\t\\t\\tif(radius > cutoff + .5) {\\n\\t\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\t\\treturn;\\n\\t\\t\\t\\t}\\n\\n\\t\\t\\t\\talpha -= smoothstep(cutoff - .5, cutoff + .5, radius);\\n\\t\\t\\t}\\n\\t\\t}\\n\\t}\\n\\n\\tfloat t = fract(dot(tangent, gl_FragCoord.xy) / dashSize) * .5 + .25;\\n\\tfloat dash = texture2D(dashPattern, vec2(t, .5)).r;\\n\\n\\tgl_FragColor = fragColor;\\n\\tgl_FragColor.a *= alpha * opacity * dash;\\n}\\n\"]),attributes:{lineEnd:{buffer:r,divisor:0,stride:8,offset:0},lineTop:{buffer:r,divisor:0,stride:8,offset:4},aColor:{buffer:t.prop(\"colorBuffer\"),stride:4,offset:0,divisor:1},bColor:{buffer:t.prop(\"colorBuffer\"),stride:4,offset:4,divisor:1},prevCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:0,divisor:1},aCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:8,divisor:1},bCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:16,divisor:1},nextCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:24,divisor:1}}},n))}catch(t){e=i}return{fill:t({primitive:\"triangle\",elements:function(t,e){return e.triangles},offset:0,vert:o([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position, positionFract;\\n\\nuniform vec4 color;\\nuniform vec2 scale, scaleFract, translate, translateFract;\\nuniform float pixelRatio, id;\\nuniform vec4 viewport;\\nuniform float opacity;\\n\\nvarying vec4 fragColor;\\n\\nconst float MAX_LINES = 256.;\\n\\nvoid main() {\\n\\tfloat depth = (MAX_LINES - 4. - id) / (MAX_LINES);\\n\\n\\tvec2 position = position * scale + translate\\n       + positionFract * scale + translateFract\\n       + position * scaleFract\\n       + positionFract * scaleFract;\\n\\n\\tgl_Position = vec4(position * 2.0 - 1.0, depth, 1);\\n\\n\\tfragColor = color / 255.;\\n\\tfragColor.a *= opacity;\\n}\\n\"]),frag:o([\"precision highp float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragColor;\\n\\nvoid main() {\\n\\tgl_FragColor = fragColor;\\n}\\n\"]),uniforms:{scale:t.prop(\"scale\"),color:t.prop(\"fill\"),scaleFract:t.prop(\"scaleFract\"),translateFract:t.prop(\"translateFract\"),translate:t.prop(\"translate\"),opacity:t.prop(\"opacity\"),pixelRatio:t.context(\"pixelRatio\"),id:t.prop(\"id\"),viewport:function(t,e){return[e.viewport.x,e.viewport.y,t.viewportWidth,t.viewportHeight]}},attributes:{position:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:8},positionFract:{buffer:t.prop(\"positionFractBuffer\"),stride:8,offset:8}},blend:n.blend,depth:{enable:!1},scissor:n.scissor,stencil:n.stencil,viewport:n.viewport}),rect:i,miter:e}},v.defaults={dashes:null,join:\"miter\",miterLimit:1,thickness:10,cap:\"square\",color:\"black\",opacity:1,overlay:!1,viewport:null,range:null,close:!1,fill:null},v.prototype.render=function(){for(var t,e=[],r=arguments.length;r--;)e[r]=arguments[r];e.length&&(t=this).update.apply(t,e),this.draw()},v.prototype.draw=function(){for(var t=this,e=[],r=arguments.length;r--;)e[r]=arguments[r];return(e.length?e:this.passes).forEach(function(e,r){var n;if(e&&Array.isArray(e))return(n=t).draw.apply(n,e);\"number\"==typeof e&&(e=t.passes[e]),e&&e.count>1&&e.opacity&&(t.regl._refresh(),e.fill&&e.triangles&&e.triangles.length>2&&t.shaders.fill(e),e.thickness&&(e.scale[0]*e.viewport.width>v.precisionThreshold||e.scale[1]*e.viewport.height>v.precisionThreshold?t.shaders.rect(e):\"rect\"===e.join||!e.join&&(e.thickness<=2||e.count>=v.maxPoints)?t.shaders.rect(e):t.shaders.miter(e)))}),this},v.prototype.update=function(t){var e=this;if(t){null!=t.length?\"number\"==typeof t[0]&&(t=[{positions:t}]):Array.isArray(t)||(t=[t]);var r=this.regl,o=this.gl;if(t.forEach(function(t,h){var d=e.passes[h];if(void 0!==t)if(null!==t){if(\"number\"==typeof t[0]&&(t={positions:t}),t=s(t,{positions:\"positions points data coords\",thickness:\"thickness lineWidth lineWidths line-width linewidth width stroke-width strokewidth strokeWidth\",join:\"lineJoin linejoin join type mode\",miterLimit:\"miterlimit miterLimit\",dashes:\"dash dashes dasharray dash-array dashArray\",color:\"color colour stroke colors colours stroke-color strokeColor\",fill:\"fill fill-color fillColor\",opacity:\"alpha opacity\",overlay:\"overlay crease overlap intersect\",close:\"closed close closed-path closePath\",range:\"range dataBox\",viewport:\"viewport viewBox\",hole:\"holes hole hollow\"}),d||(e.passes[h]=d={id:h,scale:null,scaleFract:null,translate:null,translateFract:null,count:0,hole:[],depth:0,dashLength:1,dashTexture:r.texture({channels:1,data:new Uint8Array([255]),width:1,height:1,mag:\"linear\",min:\"linear\"}),colorBuffer:r.buffer({usage:\"dynamic\",type:\"uint8\",data:new Uint8Array}),positionBuffer:r.buffer({usage:\"dynamic\",type:\"float\",data:new Uint8Array}),positionFractBuffer:r.buffer({usage:\"dynamic\",type:\"float\",data:new Uint8Array})},t=a({},v.defaults,t)),null!=t.thickness&&(d.thickness=parseFloat(t.thickness)),null!=t.opacity&&(d.opacity=parseFloat(t.opacity)),null!=t.miterLimit&&(d.miterLimit=parseFloat(t.miterLimit)),null!=t.overlay&&(d.overlay=!!t.overlay,h<v.maxLines&&(d.depth=2*(v.maxLines-1-h%v.maxLines)/v.maxLines-1)),null!=t.join&&(d.join=t.join),null!=t.hole&&(d.hole=t.hole),null!=t.fill&&(d.fill=t.fill?n(t.fill,\"uint8\"):null),null!=t.viewport&&(d.viewport=g(t.viewport)),d.viewport||(d.viewport=g([o.drawingBufferWidth,o.drawingBufferHeight])),null!=t.close&&(d.close=t.close),null===t.positions&&(t.positions=[]),t.positions){var m,y;if(t.positions.x&&t.positions.y){var x=t.positions.x,b=t.positions.y;y=d.count=Math.max(x.length,b.length),m=new Float64Array(2*y);for(var _=0;_<y;_++)m[2*_]=x[_],m[2*_+1]=b[_]}else m=l(t.positions,\"float64\"),y=d.count=Math.floor(m.length/2);var w=d.bounds=i(m,2);if(d.fill){for(var k=[],A={},T=0,M=0,S=0,E=d.count;M<E;M++){var C=m[2*M],L=m[2*M+1];isNaN(C)||isNaN(L)||null==C||null==L?(C=m[2*T],L=m[2*T+1],A[M]=T):T=M,k[S++]=C,k[S++]=L}for(var z=c(k,d.hole||[]),O=0,I=z.length;O<I;O++)null!=A[z[O]]&&(z[O]=A[z[O]]);d.triangles=z}var D=new Float64Array(m);u(D,2,w);var P=new Float64Array(2*y+6);d.close?m[0]===m[2*y-2]&&m[1]===m[2*y-1]?(P[0]=D[2*y-4],P[1]=D[2*y-3]):(P[0]=D[2*y-2],P[1]=D[2*y-1]):(P[0]=D[0],P[1]=D[1]),P.set(D,2),d.close?m[0]===m[2*y-2]&&m[1]===m[2*y-1]?(P[2*y+2]=D[2],P[2*y+3]=D[3],d.count-=1):(P[2*y+2]=D[0],P[2*y+3]=D[1],P[2*y+4]=D[2],P[2*y+5]=D[3]):(P[2*y+2]=D[2*y-2],P[2*y+3]=D[2*y-1],P[2*y+4]=D[2*y-2],P[2*y+5]=D[2*y-1]),d.positionBuffer(f(P)),d.positionFractBuffer(p(P))}if(t.range?d.range=t.range:d.range||(d.range=d.bounds),(t.range||t.positions)&&d.count){var R=d.bounds,F=R[2]-R[0],B=R[3]-R[1],N=d.range[2]-d.range[0],j=d.range[3]-d.range[1];d.scale=[F/N,B/j],d.translate=[-d.range[0]/N+R[0]/N||0,-d.range[1]/j+R[1]/j||0],d.scaleFract=p(d.scale),d.translateFract=p(d.translate)}if(t.dashes){var V,U=0;if(!t.dashes||t.dashes.length<2)U=1,V=new Uint8Array([255,255,255,255,255,255,255,255]);else{U=0;for(var q=0;q<t.dashes.length;++q)U+=t.dashes[q];V=new Uint8Array(U*v.dashMult);for(var H=0,G=255,Y=0;Y<2;Y++)for(var W=0;W<t.dashes.length;++W){for(var X=0,Z=t.dashes[W]*v.dashMult*.5;X<Z;++X)V[H++]=G;G^=255}}d.dashLength=U,d.dashTexture({channels:1,data:V,width:V.length,height:1,mag:\"linear\",min:\"linear\"},0,0)}if(t.color){var $=d.count,J=t.color;J||(J=\"transparent\");var K=new Uint8Array(4*$+4);if(Array.isArray(J)&&\"number\"!=typeof J[0]){for(var Q=0;Q<$;Q++){var tt=n(J[Q],\"uint8\");K.set(tt,4*Q)}K.set(n(J[0],\"uint8\"),4*$)}else for(var et=n(J,\"uint8\"),rt=0;rt<$+1;rt++)K.set(et,4*rt);d.colorBuffer({usage:\"dynamic\",type:\"uint8\",data:K})}}else e.passes[h]=null}),t.length<this.passes.length){for(var h=t.length;h<this.passes.length;h++){var d=e.passes[h];d&&(d.colorBuffer.destroy(),d.positionBuffer.destroy(),d.dashTexture.destroy())}this.passes.length=t.length}for(var m=[],y=0;y<this.passes.length;y++)null!==e.passes[y]&&m.push(e.passes[y]);return this.passes=m,this}},v.prototype.destroy=function(){return this.passes.forEach(function(t){t.colorBuffer.destroy(),t.positionBuffer.destroy(),t.dashTexture.destroy()}),this.passes.length=0,this}},{\"array-bounds\":56,\"array-normalize\":57,\"color-normalize\":111,earcut:163,\"es6-weak-map\":217,\"flatten-vertex-data\":224,glslify:402,\"object-assign\":447,\"parse-rect\":452,\"pick-by-alias\":458,\"to-float32\":523}],485:[function(t,e,r){\"use strict\";function n(t,e){return function(t){if(Array.isArray(t))return t}(t)||function(t,e){var r=[],n=!0,i=!1,a=void 0;try{for(var o,s=t[Symbol.iterator]();!(n=(o=s.next()).done)&&(r.push(o.value),!e||r.length!==e);n=!0);}catch(t){i=!0,a=t}finally{try{n||null==s.return||s.return()}finally{if(i)throw a}}return r}(t,e)||function(){throw new TypeError(\"Invalid attempt to destructure non-iterable instance\")}()}function i(t){return function(t){if(Array.isArray(t)){for(var e=0,r=new Array(t.length);e<t.length;e++)r[e]=t[e];return r}}(t)||function(t){if(Symbol.iterator in Object(t)||\"[object Arguments]\"===Object.prototype.toString.call(t))return Array.from(t)}(t)||function(){throw new TypeError(\"Invalid attempt to spread non-iterable instance\")}()}var a=t(\"color-normalize\"),o=t(\"array-bounds\"),s=t(\"color-id\"),l=t(\"point-cluster\"),c=t(\"object-assign\"),u=t(\"glslify\"),h=t(\"pick-by-alias\"),f=t(\"update-diff\"),p=t(\"flatten-vertex-data\"),d=t(\"is-iexplorer\"),g=t(\"to-float32\"),v=t(\"parse-rect\"),m=y;function y(t,e){var r=this;if(!(this instanceof y))return new y(t,e);\"function\"==typeof t?(e||(e={}),e.regl=t):(e=t,t=null),e&&e.length&&(e.positions=e);var n,i=(t=e.regl)._gl,a=[];this.tooManyColors=d,n=t.texture({data:new Uint8Array(1020),width:255,height:1,type:\"uint8\",format:\"rgba\",wrapS:\"clamp\",wrapT:\"clamp\",mag:\"nearest\",min:\"nearest\"}),c(this,{regl:t,gl:i,groups:[],markerCache:[null],markerTextures:[null],palette:a,paletteIds:{},paletteTexture:n,maxColors:255,maxSize:100,canvas:i.canvas}),this.update(e);var o={uniforms:{pixelRatio:t.context(\"pixelRatio\"),palette:n,paletteSize:function(t,e){return[r.tooManyColors?0:255,n.height]},scale:t.prop(\"scale\"),scaleFract:t.prop(\"scaleFract\"),translate:t.prop(\"translate\"),translateFract:t.prop(\"translateFract\"),opacity:t.prop(\"opacity\"),marker:t.prop(\"markerTexture\")},attributes:{x:function(t,e){return e.xAttr||{buffer:e.positionBuffer,stride:8,offset:0}},y:function(t,e){return e.yAttr||{buffer:e.positionBuffer,stride:8,offset:4}},xFract:function(t,e){return e.xAttr?{constant:[0,0]}:{buffer:e.positionFractBuffer,stride:8,offset:0}},yFract:function(t,e){return e.yAttr?{constant:[0,0]}:{buffer:e.positionFractBuffer,stride:8,offset:4}},size:function(t,e){return e.size.length?{buffer:e.sizeBuffer,stride:2,offset:0}:{constant:[Math.round(255*e.size/r.maxSize)]}},borderSize:function(t,e){return e.borderSize.length?{buffer:e.sizeBuffer,stride:2,offset:1}:{constant:[Math.round(255*e.borderSize/r.maxSize)]}},colorId:function(t,e){return e.color.length?{buffer:e.colorBuffer,stride:r.tooManyColors?8:4,offset:0}:{constant:r.tooManyColors?a.slice(4*e.color,4*e.color+4):[e.color]}},borderColorId:function(t,e){return e.borderColor.length?{buffer:e.colorBuffer,stride:r.tooManyColors?8:4,offset:r.tooManyColors?4:2}:{constant:r.tooManyColors?a.slice(4*e.borderColor,4*e.borderColor+4):[e.borderColor]}},isActive:function(t,e){return!0===e.activation?{constant:[1]}:e.activation?e.activation:{constant:[0]}}},blend:{enable:!0,color:[0,0,0,1],func:{srcRGB:\"src alpha\",dstRGB:\"one minus src alpha\",srcAlpha:\"one minus dst alpha\",dstAlpha:\"one\"}},scissor:{enable:!0,box:t.prop(\"viewport\")},viewport:t.prop(\"viewport\"),stencil:{enable:!1},depth:{enable:!1},elements:t.prop(\"elements\"),count:t.prop(\"count\"),offset:t.prop(\"offset\"),primitive:\"points\"},s=c({},o);s.frag=u([\"precision highp float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragColor, fragBorderColor;\\nvarying float fragWidth, fragBorderColorLevel, fragColorLevel;\\n\\nuniform sampler2D marker;\\nuniform float pixelRatio, opacity;\\n\\nfloat smoothStep(float x, float y) {\\n  return 1.0 / (1.0 + exp(50.0*(x - y)));\\n}\\n\\nvoid main() {\\n  float dist = texture2D(marker, gl_PointCoord).r, delta = fragWidth;\\n\\n  // max-distance alpha\\n  if (dist < 0.003) discard;\\n\\n  // null-border case\\n  if (fragBorderColorLevel == fragColorLevel || fragBorderColor.a == 0.) {\\n    float colorAmt = smoothstep(.5 - delta, .5 + delta, dist);\\n    gl_FragColor = vec4(fragColor.rgb, colorAmt * fragColor.a * opacity);\\n  }\\n  else {\\n    float borderColorAmt = smoothstep(fragBorderColorLevel - delta, fragBorderColorLevel + delta, dist);\\n    float colorAmt = smoothstep(fragColorLevel - delta, fragColorLevel + delta, dist);\\n\\n    vec4 color = fragBorderColor;\\n    color.a *= borderColorAmt;\\n    color = mix(color, fragColor, colorAmt);\\n    color.a *= opacity;\\n\\n    gl_FragColor = color;\\n  }\\n\\n}\\n\"]),s.vert=u([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute float x, y, xFract, yFract;\\nattribute float size, borderSize;\\nattribute vec4 colorId, borderColorId;\\nattribute float isActive;\\n\\nuniform vec2 scale, scaleFract, translate, translateFract, paletteSize;\\nuniform float pixelRatio;\\nuniform sampler2D palette;\\n\\nconst float maxSize = 100.;\\nconst float borderLevel = .5;\\n\\nvarying vec4 fragColor, fragBorderColor;\\nvarying float fragPointSize, fragBorderRadius, fragWidth, fragBorderColorLevel, fragColorLevel;\\n\\nbool isDirect = (paletteSize.x < 1.);\\n\\nvec4 getColor(vec4 id) {\\n  return isDirect ? id / 255. : texture2D(palette,\\n    vec2(\\n      (id.x + .5) / paletteSize.x,\\n      (id.y + .5) / paletteSize.y\\n    )\\n  );\\n}\\n\\nvoid main() {\\n  if (isActive == 0.) return;\\n\\n  vec2 position = vec2(x, y);\\n  vec2 positionFract = vec2(xFract, yFract);\\n\\n  vec4 color = getColor(colorId);\\n  vec4 borderColor = getColor(borderColorId);\\n\\n  float size = size * maxSize / 255.;\\n  float borderSize = borderSize * maxSize / 255.;\\n\\n  gl_PointSize = 2. * size * pixelRatio;\\n  fragPointSize = size * pixelRatio;\\n\\n  vec2 pos = (position + translate) * scale\\n      + (positionFract + translateFract) * scale\\n      + (position + translate) * scaleFract\\n      + (positionFract + translateFract) * scaleFract;\\n\\n  gl_Position = vec4(pos * 2. - 1., 0, 1);\\n\\n  fragColor = color;\\n  fragBorderColor = borderColor;\\n  fragWidth = 1. / gl_PointSize;\\n\\n  fragBorderColorLevel = clamp(borderLevel - borderLevel * borderSize / size, 0., 1.);\\n  fragColorLevel = clamp(borderLevel + (1. - borderLevel) * borderSize / size, 0., 1.);\\n}\"]),this.drawMarker=t(s);var l=c({},o);l.frag=u([\"precision highp float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragColor, fragBorderColor;\\n\\nuniform float opacity;\\nvarying float fragBorderRadius, fragWidth;\\n\\nfloat smoothStep(float edge0, float edge1, float x) {\\n\\tfloat t;\\n\\tt = clamp((x - edge0) / (edge1 - edge0), 0.0, 1.0);\\n\\treturn t * t * (3.0 - 2.0 * t);\\n}\\n\\nvoid main() {\\n\\tfloat radius, alpha = 1.0, delta = fragWidth;\\n\\n\\tradius = length(2.0 * gl_PointCoord.xy - 1.0);\\n\\n\\tif (radius > 1.0 + delta) {\\n\\t\\tdiscard;\\n\\t}\\n\\n\\talpha -= smoothstep(1.0 - delta, 1.0 + delta, radius);\\n\\n\\tfloat borderRadius = fragBorderRadius;\\n\\tfloat ratio = smoothstep(borderRadius - delta, borderRadius + delta, radius);\\n\\tvec4 color = mix(fragColor, fragBorderColor, ratio);\\n\\tcolor.a *= alpha * opacity;\\n\\tgl_FragColor = color;\\n}\\n\"]),l.vert=u([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute float x, y, xFract, yFract;\\nattribute float size, borderSize;\\nattribute vec4 colorId, borderColorId;\\nattribute float isActive;\\n\\nuniform vec2 scale, scaleFract, translate, translateFract;\\nuniform float pixelRatio;\\nuniform sampler2D palette;\\nuniform vec2 paletteSize;\\n\\nconst float maxSize = 100.;\\n\\nvarying vec4 fragColor, fragBorderColor;\\nvarying float fragBorderRadius, fragWidth;\\n\\nbool isDirect = (paletteSize.x < 1.);\\n\\nvec4 getColor(vec4 id) {\\n  return isDirect ? id / 255. : texture2D(palette,\\n    vec2(\\n      (id.x + .5) / paletteSize.x,\\n      (id.y + .5) / paletteSize.y\\n    )\\n  );\\n}\\n\\nvoid main() {\\n  // ignore inactive points\\n  if (isActive == 0.) return;\\n\\n  vec2 position = vec2(x, y);\\n  vec2 positionFract = vec2(xFract, yFract);\\n\\n  vec4 color = getColor(colorId);\\n  vec4 borderColor = getColor(borderColorId);\\n\\n  float size = size * maxSize / 255.;\\n  float borderSize = borderSize * maxSize / 255.;\\n\\n  gl_PointSize = (size + borderSize) * pixelRatio;\\n\\n  vec2 pos = (position + translate) * scale\\n      + (positionFract + translateFract) * scale\\n      + (position + translate) * scaleFract\\n      + (positionFract + translateFract) * scaleFract;\\n\\n  gl_Position = vec4(pos * 2. - 1., 0, 1);\\n\\n  fragBorderRadius = 1. - 2. * borderSize / (size + borderSize);\\n  fragColor = color;\\n  fragBorderColor = borderColor.a == 0. || borderSize == 0. ? vec4(color.rgb, 0.) : borderColor;\\n  fragWidth = 1. / gl_PointSize;\\n}\\n\"]),d&&(l.frag=l.frag.replace(\"smoothstep\",\"smoothStep\"),s.frag=s.frag.replace(\"smoothstep\",\"smoothStep\")),this.drawCircle=t(l)}y.defaults={color:\"black\",borderColor:\"transparent\",borderSize:0,size:12,opacity:1,marker:void 0,viewport:null,range:null,pixelSize:null,count:0,offset:0,bounds:null,positions:[],snap:1e4},y.prototype.render=function(){return arguments.length&&this.update.apply(this,arguments),this.draw(),this},y.prototype.draw=function(){for(var t=this,e=arguments.length,r=new Array(e),n=0;n<e;n++)r[n]=arguments[n];var i=this.groups;if(1===r.length&&Array.isArray(r[0])&&(null===r[0][0]||Array.isArray(r[0][0]))&&(r=r[0]),this.regl._refresh(),r.length)for(var a=0;a<r.length;a++)this.drawItem(a,r[a]);else i.forEach(function(e,r){t.drawItem(r)});return this},y.prototype.drawItem=function(t,e){var r=this.groups,n=r[t];if(\"number\"==typeof e&&(t=e,n=r[e],e=null),n&&n.count&&n.opacity){n.activation[0]&&this.drawCircle(this.getMarkerDrawOptions(0,n,e));for(var a=[],o=1;o<n.activation.length;o++)n.activation[o]&&(!0===n.activation[o]||n.activation[o].data.length)&&a.push.apply(a,i(this.getMarkerDrawOptions(o,n,e)));a.length&&this.drawMarker(a)}},y.prototype.getMarkerDrawOptions=function(t,e,r){var i=e.range,a=e.tree,o=e.viewport,s=e.activation,l=e.selectionBuffer,u=e.count;this.regl;if(!a)return r?[c({},e,{markerTexture:this.markerTextures[t],activation:s[t],count:r.length,elements:r,offset:0})]:[c({},e,{markerTexture:this.markerTextures[t],activation:s[t],offset:0})];var h=[],f=a.range(i,{lod:!0,px:[(i[2]-i[0])/o.width,(i[3]-i[1])/o.height]});if(r){for(var p=s[t].data,d=new Uint8Array(u),g=0;g<r.length;g++){var v=r[g];d[v]=p?p[v]:1}l.subdata(d)}for(var m=f.length;m--;){var y=n(f[m],2),x=y[0],b=y[1];h.push(c({},e,{markerTexture:this.markerTextures[t],activation:r?l:s[t],offset:x,count:b-x}))}return h},y.prototype.update=function(){for(var t=this,e=arguments.length,r=new Array(e),n=0;n<e;n++)r[n]=arguments[n];if(r.length){1===r.length&&Array.isArray(r[0])&&(r=r[0]);var i=this.groups,a=this.gl,s=this.regl,u=this.maxSize,d=this.maxColors,m=this.palette;this.groups=i=r.map(function(e,r){var n=i[r];if(void 0===e)return n;null===e?e={positions:null}:\"function\"==typeof e?e={ondraw:e}:\"number\"==typeof e[0]&&(e={positions:e}),null===(e=h(e,{positions:\"positions data points\",snap:\"snap cluster lod tree\",size:\"sizes size radius\",borderSize:\"borderSizes borderSize border-size bordersize borderWidth borderWidths border-width borderwidth stroke-width strokeWidth strokewidth outline\",color:\"colors color fill fill-color fillColor\",borderColor:\"borderColors borderColor stroke stroke-color strokeColor\",marker:\"markers marker shape\",range:\"range dataBox databox\",viewport:\"viewport viewPort viewBox viewbox\",opacity:\"opacity alpha transparency\",bounds:\"bound bounds boundaries limits\",tooManyColors:\"tooManyColors palette paletteMode optimizePalette enablePalette\"})).positions&&(e.positions=[]),null!=e.tooManyColors&&(t.tooManyColors=e.tooManyColors),n||(i[r]=n={id:r,scale:null,translate:null,scaleFract:null,translateFract:null,activation:[],selectionBuffer:s.buffer({data:new Uint8Array(0),usage:\"stream\",type:\"uint8\"}),sizeBuffer:s.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"uint8\"}),colorBuffer:s.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"uint8\"}),positionBuffer:s.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"float\"}),positionFractBuffer:s.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"float\"})},e=c({},y.defaults,e)),!e.positions||\"marker\"in e||(e.marker=n.marker,delete n.marker),!e.marker||\"positions\"in e||(e.positions=n.positions,delete n.positions);var x=0,b=0;if(f(n,e,[{snap:!0,size:function(t,e){return null==t&&(t=y.defaults.size),x+=t&&t.length?1:0,t},borderSize:function(t,e){return null==t&&(t=y.defaults.borderSize),x+=t&&t.length?1:0,t},opacity:parseFloat,color:function(e,r){return null==e&&(e=y.defaults.color),e=t.updateColor(e),b++,e},borderColor:function(e,r){return null==e&&(e=y.defaults.borderColor),e=t.updateColor(e),b++,e},bounds:function(t,e,r){return\"range\"in r||(r.range=null),t},positions:function(t,e,r){var n=e.snap,i=e.positionBuffer,a=e.positionFractBuffer,c=e.selectionBuffer;if(t.x||t.y)return t.x.length?e.xAttr={buffer:s.buffer(t.x),offset:0,stride:4,count:t.x.length}:e.xAttr={buffer:t.x.buffer,offset:4*t.x.offset||0,stride:4*(t.x.stride||1),count:t.x.count},t.y.length?e.yAttr={buffer:s.buffer(t.y),offset:0,stride:4,count:t.y.length}:e.yAttr={buffer:t.y.buffer,offset:4*t.y.offset||0,stride:4*(t.y.stride||1),count:t.y.count},e.count=Math.max(e.xAttr.count,e.yAttr.count),t;t=p(t,\"float64\");var u=e.count=Math.floor(t.length/2),h=e.bounds=u?o(t,2):null;if(r.range||e.range||(delete e.range,r.range=h),r.marker||e.marker||(delete e.marker,r.marker=null),n&&(!0===n||u>n)?e.tree=l(t,{bounds:h}):n&&n.length&&(e.tree=n),e.tree){var f={primitive:\"points\",usage:\"static\",data:e.tree,type:\"uint32\"};e.elements?e.elements(f):e.elements=s.elements(f)}return i({data:g.float(t),usage:\"dynamic\"}),a({data:g.fract(t),usage:\"dynamic\"}),c({data:new Uint8Array(u),type:\"uint8\",usage:\"stream\"}),t}},{marker:function(e,r,n){var i=r.activation;if(i.forEach(function(t){return t&&t.destroy&&t.destroy()}),i.length=0,e&&\"number\"!=typeof e[0]){for(var a=[],o=0,l=Math.min(e.length,r.count);o<l;o++){var c=t.addMarker(e[o]);a[c]||(a[c]=new Uint8Array(r.count)),a[c][o]=1}for(var u=0;u<a.length;u++)if(a[u]){var h={data:a[u],type:\"uint8\",usage:\"static\"};i[u]?i[u](h):i[u]=s.buffer(h),i[u].data=a[u]}}else{i[t.addMarker(e)]=!0}return e},range:function(t,e,r){var n=e.bounds;if(n)return t||(t=n),e.scale=[1/(t[2]-t[0]),1/(t[3]-t[1])],e.translate=[-t[0],-t[1]],e.scaleFract=g.fract(e.scale),e.translateFract=g.fract(e.translate),t},viewport:function(t){return v(t||[a.drawingBufferWidth,a.drawingBufferHeight])}}]),x){var _=n,w=_.count,k=_.size,A=_.borderSize,T=_.sizeBuffer,M=new Uint8Array(2*w);if(k.length||A.length)for(var S=0;S<w;S++)M[2*S]=Math.round(255*(null==k[S]?k:k[S])/u),M[2*S+1]=Math.round(255*(null==A[S]?A:A[S])/u);T({data:M,usage:\"dynamic\"})}if(b){var E,C=n,L=C.count,z=C.color,O=C.borderColor,I=C.colorBuffer;if(t.tooManyColors){if(z.length||O.length){E=new Uint8Array(8*L);for(var D=0;D<L;D++){var P=z[D];E[8*D]=m[4*P],E[8*D+1]=m[4*P+1],E[8*D+2]=m[4*P+2],E[8*D+3]=m[4*P+3];var R=O[D];E[8*D+4]=m[4*R],E[8*D+5]=m[4*R+1],E[8*D+6]=m[4*R+2],E[8*D+7]=m[4*R+3]}}}else if(z.length||O.length){E=new Uint8Array(4*L+2);for(var F=0;F<L;F++)null!=z[F]&&(E[4*F]=z[F]%d,E[4*F+1]=Math.floor(z[F]/d)),null!=O[F]&&(E[4*F+2]=O[F]%d,E[4*F+3]=Math.floor(O[F]/d))}I({data:E||new Uint8Array(0),type:\"uint8\",usage:\"dynamic\"})}return n})}},y.prototype.addMarker=function(t){var e,r=this.markerTextures,n=this.regl,i=this.markerCache,a=null==t?0:i.indexOf(t);if(a>=0)return a;if(t instanceof Uint8Array||t instanceof Uint8ClampedArray)e=t;else{e=new Uint8Array(t.length);for(var o=0,s=t.length;o<s;o++)e[o]=255*t[o]}var l=Math.floor(Math.sqrt(e.length));return a=r.length,i.push(t),r.push(n.texture({channels:1,data:e,radius:l,mag:\"linear\",min:\"linear\"})),a},y.prototype.updateColor=function(t){var e=this.paletteIds,r=this.palette,n=this.maxColors;Array.isArray(t)||(t=[t]);var i=[];if(\"number\"==typeof t[0]){var o=[];if(Array.isArray(t))for(var l=0;l<t.length;l+=4)o.push(t.slice(l,l+4));else for(var c=0;c<t.length;c+=4)o.push(t.subarray(c,c+4));t=o}for(var u=0;u<t.length;u++){var h=t[u];h=a(h,\"uint8\");var f=s(h,!1);if(null==e[f]){var p=r.length;e[f]=Math.floor(p/4),r[p]=h[0],r[p+1]=h[1],r[p+2]=h[2],r[p+3]=h[3]}i[u]=e[f]}return!this.tooManyColors&&r.length>4*n&&(this.tooManyColors=!0),this.updatePalette(r),1===i.length?i[0]:i},y.prototype.updatePalette=function(t){if(!this.tooManyColors){var e=this.maxColors,r=this.paletteTexture,n=Math.ceil(.25*t.length/e);if(n>1)for(var i=.25*(t=t.slice()).length%e;i<n*e;i++)t.push(0,0,0,0);r.height<n&&r.resize(e,n),r.subimage({width:Math.min(.25*t.length,e),height:n,data:t},0,0)}},y.prototype.destroy=function(){return this.groups.forEach(function(t){t.sizeBuffer.destroy(),t.positionBuffer.destroy(),t.positionFractBuffer.destroy(),t.colorBuffer.destroy(),t.activation.forEach(function(t){return t&&t.destroy&&t.destroy()}),t.selectionBuffer.destroy(),t.elements&&t.elements.destroy()}),this.groups.length=0,this.paletteTexture.destroy(),this.markerTextures.forEach(function(t){return t&&t.destroy&&t.destroy()}),this};var x=t(\"object-assign\");e.exports=function(t,e){var r=new m(t,e),n=r.render.bind(r);return x(n,{render:n,update:r.update.bind(r),draw:r.draw.bind(r),destroy:r.destroy.bind(r),regl:r.regl,gl:r.gl,canvas:r.gl.canvas,groups:r.groups,markers:r.markerCache,palette:r.palette}),n}},{\"array-bounds\":56,\"color-id\":109,\"color-normalize\":111,\"flatten-vertex-data\":224,glslify:402,\"is-iexplorer\":412,\"object-assign\":447,\"parse-rect\":452,\"pick-by-alias\":458,\"point-cluster\":462,\"to-float32\":523,\"update-diff\":534}],486:[function(t,e,r){\"use strict\";var n=t(\"regl-scatter2d\"),i=t(\"pick-by-alias\"),a=t(\"array-bounds\"),o=t(\"raf\"),s=t(\"array-range\"),l=t(\"parse-rect\"),c=t(\"flatten-vertex-data\");function u(t,e){if(!(this instanceof u))return new u(t,e);this.traces=[],this.passes={},this.regl=t,this.scatter=n(t),this.canvas=this.scatter.canvas}function h(t,e,r){return(null!=t.id?t.id:t)<<16|(255&e)<<8|255&r}function f(t,e,r){var n,i,a,o,s=t[e],l=t[r];return s.length>2?(s[0],s[2],n=s[1],i=s[3]):s.length?(n=s[0],i=s[1]):(s.x,n=s.y,s.x+s.width,i=s.y+s.height),l.length>2?(a=l[0],o=l[2],l[1],l[3]):l.length?(a=l[0],o=l[1]):(a=l.x,l.y,o=l.x+l.width,l.y+l.height),[a,n,o,i]}function p(t){if(\"number\"==typeof t)return[t,t,t,t];if(2===t.length)return[t[0],t[1],t[0],t[1]];var e=l(t);return[e.x,e.y,e.x+e.width,e.y+e.height]}e.exports=u,u.prototype.render=function(){for(var t,e=this,r=[],n=arguments.length;n--;)r[n]=arguments[n];return r.length&&(t=this).update.apply(t,r),this.regl.attributes.preserveDrawingBuffer?this.draw():(this.dirty?null==this.planned&&(this.planned=o(function(){e.draw(),e.dirty=!0,e.planned=null})):(this.draw(),this.dirty=!0,o(function(){e.dirty=!1})),this)},u.prototype.update=function(){for(var t,e=[],r=arguments.length;r--;)e[r]=arguments[r];if(e.length){for(var n=0;n<e.length;n++)this.updateItem(n,e[n]);this.traces=this.traces.filter(Boolean);for(var i=[],a=0,o=0;o<this.traces.length;o++){for(var s=this.traces[o],l=this.traces[o].passes,c=0;c<l.length;c++)i.push(this.passes[l[c]]);s.passOffset=a,a+=s.passes.length}return(t=this.scatter).update.apply(t,i),this}},u.prototype.updateItem=function(t,e){var r=this.regl;if(null===e)return this.traces[t]=null,this;if(!e)return this;var n,o=i(e,{data:\"data items columns rows values dimensions samples x\",snap:\"snap cluster\",size:\"sizes size radius\",color:\"colors color fill fill-color fillColor\",opacity:\"opacity alpha transparency 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e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return(t=e.year()+(e.year()<0?1:0))%4==3||t%4==-1},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear||n.regionalOptions[\"\"].invalidYear),13},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(13===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return(t=i.year())<0&&t++,i.day()+30*(i.month()-1)+365*(t-1)+Math.floor(t/4)+this.jdEpoch-1},fromJD:function(t){var e=Math.floor(t)+.5-this.jdEpoch,r=Math.floor((e-Math.floor((e+366)/1461))/365)+1;r<=0&&r--,e=Math.floor(t)+.5-this.newDate(r,1,1).toJD();var n=Math.floor(e/30)+1,i=e-30*(n-1)+1;return 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this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),13},daysInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),400},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/8)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]},daysInWeek:function(){return 8},dayOfWeek:function(t,e,r){return(this._validate(t,e,r,n.local.invalidDate).day()+1)%8},weekDay:function(t,e,r){var n=this.dayOfWeek(t,e,r);return n>=2&&n<=6},extraInfo:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return{century:o[Math.floor((i.year()-1)/100)+1]||\"\"}},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return t=i.year()+(i.year()<0?1:0),e=i.month(),(r=i.day())+(e>1?16:0)+(e>2?32*(e-2):0)+400*(t-1)+this.jdEpoch-1},fromJD:function(t){t=Math.floor(t+.5)-Math.floor(this.jdEpoch)-1;var e=Math.floor(t/400)+1;t-=400*(e-1),t+=t>15?16:0;var r=Math.floor(t/32)+1,n=t-32*(r-1)+1;return this.newDate(e<=0?e-1:e,r,n)}});var o={20:\"Fruitbat\",21:\"Anchovy\"};n.calendars.discworld=a},{\"../main\":556,\"object-assign\":447}],545:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new 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e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return this._leapYear(e.year())},_leapYear:function(t){return o(7*(t=t<0?t+1:t)+1,19)<7},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),this._leapYear(t.year?t.year():t)?13:12},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInYear:function(t){return t=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear).year(),this.toJD(-1===t?1:t+1,7,1)-this.toJD(t,7,1)},daysInMonth:function(t,e){return t.year&&(e=t.month(),t=t.year()),this._validate(t,e,this.minDay,n.local.invalidMonth),12===e&&this.leapYear(t)?30:8===e&&5===o(this.daysInYear(t),10)?30:9===e&&3===o(this.daysInYear(t),10)?29:this.daysPerMonth[e-1]},weekDay:function(t,e,r){return 6!==this.dayOfWeek(t,e,r)},extraInfo:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return{yearType:(this.leapYear(i)?\"embolismic\":\"common\")+\" \"+[\"deficient\",\"regular\",\"complete\"][this.daysInYear(i)%10-3]}},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=i.year(),e=i.month(),r=i.day();var a=t<=0?t+1:t,o=this.jdEpoch+this._delay1(a)+this._delay2(a)+r+1;if(e<7){for(var s=7;s<=this.monthsInYear(t);s++)o+=this.daysInMonth(t,s);for(s=1;s<e;s++)o+=this.daysInMonth(t,s)}else for(s=7;s<e;s++)o+=this.daysInMonth(t,s);return o},_delay1:function(t){var e=Math.floor((235*t-234)/19),r=12084+13753*e,n=29*e+Math.floor(r/25920);return o(3*(n+1),7)<3&&n++,n},_delay2:function(t){var e=this._delay1(t-1),r=this._delay1(t);return this._delay1(t+1)-r==356?2:r-e==382?1:0},fromJD:function(t){t=Math.floor(t)+.5;for(var e=Math.floor(98496*(t-this.jdEpoch)/35975351)-1;t>=this.toJD(-1===e?1:e+1,7,1);)e++;for(var r=t<this.toJD(e,1,1)?7:1;t>this.toJD(e,r,this.daysInMonth(e,r));)r++;var n=t-this.toJD(e,r,1)+1;return this.newDate(e,r,n)}}),n.calendars.hebrew=a},{\"../main\":556,\"object-assign\":447}],547:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"Islamic\",jdEpoch:1948439.5,daysPerMonth:[30,29,30,29,30,29,30,29,30,29,30,29],hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,regionalOptions:{\"\":{name:\"Islamic\",epochs:[\"BH\",\"AH\"],monthNames:[\"Muharram\",\"Safar\",\"Rabi' al-awwal\",\"Rabi' al-thani\",\"Jumada al-awwal\",\"Jumada al-thani\",\"Rajab\",\"Sha'aban\",\"Ramadan\",\"Shawwal\",\"Dhu al-Qi'dah\",\"Dhu al-Hijjah\"],monthNamesShort:[\"Muh\",\"Saf\",\"Rab1\",\"Rab2\",\"Jum1\",\"Jum2\",\"Raj\",\"Sha'\",\"Ram\",\"Shaw\",\"DhuQ\",\"DhuH\"],dayNames:[\"Yawm al-ahad\",\"Yawm al-ithnayn\",\"Yawm ath-thulaathaa'\",\"Yawm al-arbi'aa'\",\"Yawm al-kham\\u012bs\",\"Yawm al-jum'a\",\"Yawm as-sabt\"],dayNamesShort:[\"Aha\",\"Ith\",\"Thu\",\"Arb\",\"Kha\",\"Jum\",\"Sab\"],dayNamesMin:[\"Ah\",\"It\",\"Th\",\"Ar\",\"Kh\",\"Ju\",\"Sa\"],digits:null,dateFormat:\"yyyy/mm/dd\",firstDay:6,isRTL:!1}},leapYear:function(t){return(11*this._validate(t,this.minMonth,this.minDay,n.local.invalidYear).year()+14)%30<11},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInYear:function(t){return this.leapYear(t)?355:354},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(12===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return 5!==this.dayOfWeek(t,e,r)},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return t=i.year(),e=i.month(),t=t<=0?t+1:t,(r=i.day())+Math.ceil(29.5*(e-1))+354*(t-1)+Math.floor((3+11*t)/30)+this.jdEpoch-1},fromJD:function(t){t=Math.floor(t)+.5;var e=Math.floor((30*(t-this.jdEpoch)+10646)/10631);e=e<=0?e-1:e;var r=Math.min(12,Math.ceil((t-29-this.toJD(e,1,1))/29.5)+1),n=t-this.toJD(e,r,1)+1;return this.newDate(e,r,n)}}),n.calendars.islamic=a},{\"../main\":556,\"object-assign\":447}],548:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"Julian\",jdEpoch:1721423.5,daysPerMonth:[31,28,31,30,31,30,31,31,30,31,30,31],hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,regionalOptions:{\"\":{name:\"Julian\",epochs:[\"BC\",\"AD\"],monthNames:[\"January\",\"February\",\"March\",\"April\",\"May\",\"June\",\"July\",\"August\",\"September\",\"October\",\"November\",\"December\"],monthNamesShort:[\"Jan\",\"Feb\",\"Mar\",\"Apr\",\"May\",\"Jun\",\"Jul\",\"Aug\",\"Sep\",\"Oct\",\"Nov\",\"Dec\"],dayNames:[\"Sunday\",\"Monday\",\"Tuesday\",\"Wednesday\",\"Thursday\",\"Friday\",\"Saturday\"],dayNamesShort:[\"Sun\",\"Mon\",\"Tue\",\"Wed\",\"Thu\",\"Fri\",\"Sat\"],dayNamesMin:[\"Su\",\"Mo\",\"Tu\",\"We\",\"Th\",\"Fr\",\"Sa\"],digits:null,dateFormat:\"mm/dd/yyyy\",firstDay:0,isRTL:!1}},leapYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return(t=e.year()<0?e.year()+1:e.year())%4==0},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(4-(n.dayOfWeek()||7),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(2===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return t=i.year(),e=i.month(),r=i.day(),t<0&&t++,e<=2&&(t--,e+=12),Math.floor(365.25*(t+4716))+Math.floor(30.6001*(e+1))+r-1524.5},fromJD:function(t){var e=Math.floor(t+.5)+1524,r=Math.floor((e-122.1)/365.25),n=Math.floor(365.25*r),i=Math.floor((e-n)/30.6001),a=i-Math.floor(i<14?1:13),o=r-Math.floor(a>2?4716:4715),s=e-n-Math.floor(30.6001*i);return o<=0&&o--,this.newDate(o,a,s)}}),n.calendars.julian=a},{\"../main\":556,\"object-assign\":447}],549:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}function o(t,e){return t-e*Math.floor(t/e)}function s(t,e){return o(t-1,e)+1}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"Mayan\",jdEpoch:584282.5,hasYearZero:!0,minMonth:0,firstMonth:0,minDay:0,regionalOptions:{\"\":{name:\"Mayan\",epochs:[\"\",\"\"],monthNames:[\"0\",\"1\",\"2\",\"3\",\"4\",\"5\",\"6\",\"7\",\"8\",\"9\",\"10\",\"11\",\"12\",\"13\",\"14\",\"15\",\"16\",\"17\"],monthNamesShort:[\"0\",\"1\",\"2\",\"3\",\"4\",\"5\",\"6\",\"7\",\"8\",\"9\",\"10\",\"11\",\"12\",\"13\",\"14\",\"15\",\"16\",\"17\"],dayNames:[\"0\",\"1\",\"2\",\"3\",\"4\",\"5\",\"6\",\"7\",\"8\",\"9\",\"10\",\"11\",\"12\",\"13\",\"14\",\"15\",\"16\",\"17\",\"18\",\"19\"],dayNamesShort:[\"0\",\"1\",\"2\",\"3\",\"4\",\"5\",\"6\",\"7\",\"8\",\"9\",\"10\",\"11\",\"12\",\"13\",\"14\",\"15\",\"16\",\"17\",\"18\",\"19\"],dayNamesMin:[\"0\",\"1\",\"2\",\"3\",\"4\",\"5\",\"6\",\"7\",\"8\",\"9\",\"10\",\"11\",\"12\",\"13\",\"14\",\"15\",\"16\",\"17\",\"18\",\"19\"],digits:null,dateFormat:\"YYYY.m.d\",firstDay:0,isRTL:!1,haabMonths:[\"Pop\",\"Uo\",\"Zip\",\"Zotz\",\"Tzec\",\"Xul\",\"Yaxkin\",\"Mol\",\"Chen\",\"Yax\",\"Zac\",\"Ceh\",\"Mac\",\"Kankin\",\"Muan\",\"Pax\",\"Kayab\",\"Cumku\",\"Uayeb\"],tzolkinMonths:[\"Imix\",\"Ik\",\"Akbal\",\"Kan\",\"Chicchan\",\"Cimi\",\"Manik\",\"Lamat\",\"Muluc\",\"Oc\",\"Chuen\",\"Eb\",\"Ben\",\"Ix\",\"Men\",\"Cib\",\"Caban\",\"Etznab\",\"Cauac\",\"Ahau\"]}},leapYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),!1},formatYear:function(t){t=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear).year();var e=Math.floor(t/400);return t%=400,t+=t<0?400:0,e+\".\"+Math.floor(t/20)+\".\"+t%20},forYear:function(t){if((t=t.split(\".\")).length<3)throw\"Invalid Mayan year\";for(var e=0,r=0;r<t.length;r++){var n=parseInt(t[r],10);if(Math.abs(n)>19||r>0&&n<0)throw\"Invalid Mayan year\";e=20*e+n}return e},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),18},weekOfYear:function(t,e,r){return this._validate(t,e,r,n.local.invalidDate),0},daysInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),360},daysInMonth:function(t,e){return this._validate(t,e,this.minDay,n.local.invalidMonth),20},daysInWeek:function(){return 5},dayOfWeek:function(t,e,r){return this._validate(t,e,r,n.local.invalidDate).day()},weekDay:function(t,e,r){return this._validate(t,e,r,n.local.invalidDate),!0},extraInfo:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate).toJD(),a=this._toHaab(i),o=this._toTzolkin(i);return{haabMonthName:this.local.haabMonths[a[0]-1],haabMonth:a[0],haabDay:a[1],tzolkinDayName:this.local.tzolkinMonths[o[0]-1],tzolkinDay:o[0],tzolkinTrecena:o[1]}},_toHaab:function(t){var e=o((t-=this.jdEpoch)+8+340,365);return[Math.floor(e/20)+1,o(e,20)]},_toTzolkin:function(t){return[s((t-=this.jdEpoch)+20,20),s(t+4,13)]},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return i.day()+20*i.month()+360*i.year()+this.jdEpoch},fromJD:function(t){t=Math.floor(t)+.5-this.jdEpoch;var e=Math.floor(t/360);t%=360,t+=t<0?360:0;var r=Math.floor(t/20),n=t%20;return this.newDate(e,r,n)}}),n.calendars.mayan=a},{\"../main\":556,\"object-assign\":447}],550:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar;var o=n.instance(\"gregorian\");i(a.prototype,{name:\"Nanakshahi\",jdEpoch:2257673.5,daysPerMonth:[31,31,31,31,31,30,30,30,30,30,30,30],hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,regionalOptions:{\"\":{name:\"Nanakshahi\",epochs:[\"BN\",\"AN\"],monthNames:[\"Chet\",\"Vaisakh\",\"Jeth\",\"Harh\",\"Sawan\",\"Bhadon\",\"Assu\",\"Katak\",\"Maghar\",\"Poh\",\"Magh\",\"Phagun\"],monthNamesShort:[\"Che\",\"Vai\",\"Jet\",\"Har\",\"Saw\",\"Bha\",\"Ass\",\"Kat\",\"Mgr\",\"Poh\",\"Mgh\",\"Pha\"],dayNames:[\"Somvaar\",\"Mangalvar\",\"Budhvaar\",\"Veervaar\",\"Shukarvaar\",\"Sanicharvaar\",\"Etvaar\"],dayNamesShort:[\"Som\",\"Mangal\",\"Budh\",\"Veer\",\"Shukar\",\"Sanichar\",\"Et\"],dayNamesMin:[\"So\",\"Ma\",\"Bu\",\"Ve\",\"Sh\",\"Sa\",\"Et\"],digits:null,dateFormat:\"dd-mm-yyyy\",firstDay:0,isRTL:!1}},leapYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear||n.regionalOptions[\"\"].invalidYear);return o.leapYear(e.year()+(e.year()<1?1:0)+1469)},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(1-(n.dayOfWeek()||7),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(12===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidMonth);(t=i.year())<0&&t++;for(var a=i.day(),s=1;s<i.month();s++)a+=this.daysPerMonth[s-1];return a+o.toJD(t+1468,3,13)},fromJD:function(t){t=Math.floor(t+.5);for(var e=Math.floor((t-(this.jdEpoch-1))/366);t>=this.toJD(e+1,1,1);)e++;for(var r=t-Math.floor(this.toJD(e,1,1)+.5)+1,n=1;r>this.daysInMonth(e,n);)r-=this.daysInMonth(e,n),n++;return this.newDate(e,n,r)}}),n.calendars.nanakshahi=a},{\"../main\":556,\"object-assign\":447}],551:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"Nepali\",jdEpoch:1700709.5,daysPerMonth:[31,31,32,32,31,30,30,29,30,29,30,30],hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,daysPerYear:365,regionalOptions:{\"\":{name:\"Nepali\",epochs:[\"BBS\",\"ABS\"],monthNames:[\"Baisakh\",\"Jestha\",\"Ashadh\",\"Shrawan\",\"Bhadra\",\"Ashwin\",\"Kartik\",\"Mangsir\",\"Paush\",\"Mangh\",\"Falgun\",\"Chaitra\"],monthNamesShort:[\"Bai\",\"Je\",\"As\",\"Shra\",\"Bha\",\"Ash\",\"Kar\",\"Mang\",\"Pau\",\"Ma\",\"Fal\",\"Chai\"],dayNames:[\"Aaitabaar\",\"Sombaar\",\"Manglbaar\",\"Budhabaar\",\"Bihibaar\",\"Shukrabaar\",\"Shanibaar\"],dayNamesShort:[\"Aaita\",\"Som\",\"Mangl\",\"Budha\",\"Bihi\",\"Shukra\",\"Shani\"],dayNamesMin:[\"Aai\",\"So\",\"Man\",\"Bu\",\"Bi\",\"Shu\",\"Sha\"],digits:null,dateFormat:\"dd/mm/yyyy\",firstDay:1,isRTL:!1}},leapYear:function(t){return this.daysInYear(t)!==this.daysPerYear},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInYear:function(t){if(t=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear).year(),\"undefined\"==typeof this.NEPALI_CALENDAR_DATA[t])return this.daysPerYear;for(var e=0,r=this.minMonth;r<=12;r++)e+=this.NEPALI_CALENDAR_DATA[t][r];return e},daysInMonth:function(t,e){return t.year&&(e=t.month(),t=t.year()),this._validate(t,e,this.minDay,n.local.invalidMonth),\"undefined\"==typeof this.NEPALI_CALENDAR_DATA[t]?this.daysPerMonth[e-1]:this.NEPALI_CALENDAR_DATA[t][e]},weekDay:function(t,e,r){return 6!==this.dayOfWeek(t,e,r)},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=i.year(),e=i.month(),r=i.day();var a=n.instance(),o=0,s=e,l=t;this._createMissingCalendarData(t);var c=t-(s>9||9===s&&r>=this.NEPALI_CALENDAR_DATA[l][0]?56:57);for(9!==e&&(o=r,s--);9!==s;)s<=0&&(s=12,l--),o+=this.NEPALI_CALENDAR_DATA[l][s],s--;return 9===e?(o+=r-this.NEPALI_CALENDAR_DATA[l][0])<0&&(o+=a.daysInYear(c)):o+=this.NEPALI_CALENDAR_DATA[l][9]-this.NEPALI_CALENDAR_DATA[l][0],a.newDate(c,1,1).add(o,\"d\").toJD()},fromJD:function(t){var e=n.instance().fromJD(t),r=e.year(),i=e.dayOfYear(),a=r+56;this._createMissingCalendarData(a);for(var o=9,s=this.NEPALI_CALENDAR_DATA[a][0],l=this.NEPALI_CALENDAR_DATA[a][o]-s+1;i>l;)++o>12&&(o=1,a++),l+=this.NEPALI_CALENDAR_DATA[a][o];var c=this.NEPALI_CALENDAR_DATA[a][o]-(l-i);return this.newDate(a,o,c)},_createMissingCalendarData:function(t){var e=this.daysPerMonth.slice(0);e.unshift(17);for(var r=t-1;r<t+2;r++)\"undefined\"==typeof 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e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return 682*((e.year()-(e.year()>0?474:473))%2820+474+38)%2816<682},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-(n.dayOfWeek()+1)%7,\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(12===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return 5!==this.dayOfWeek(t,e,r)},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=i.year(),e=i.month(),r=i.day();var a=t-(t>=0?474:473),s=474+o(a,2820);return r+(e<=7?31*(e-1):30*(e-1)+6)+Math.floor((682*s-110)/2816)+365*(s-1)+1029983*Math.floor(a/2820)+this.jdEpoch-1},fromJD:function(t){var e=(t=Math.floor(t)+.5)-this.toJD(475,1,1),r=Math.floor(e/1029983),n=o(e,1029983),i=2820;if(1029982!==n){var a=Math.floor(n/366),s=o(n,366);i=Math.floor((2134*a+2816*s+2815)/1028522)+a+1}var l=i+2820*r+474;l=l<=0?l-1:l;var 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i=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);t=this._t2gYear(i.year());return a.weekOfYear(t,i.month(),i.day())},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(2===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=this._t2gYear(i.year());return a.toJD(t,i.month(),i.day())},fromJD:function(t){var e=a.fromJD(t),r=this._g2tYear(e.year());return this.newDate(r,e.month(),e.day())},_t2gYear:function(t){return t+this.yearsOffset+(t>=-this.yearsOffset&&t<=-1?1:0)},_g2tYear:function(t){return t-this.yearsOffset-(t>=1&&t<=this.yearsOffset?1:0)}}),n.calendars.taiwan=o},{\"../main\":556,\"object-assign\":447}],554:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\"),a=n.instance();function 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n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"UmmAlQura\",hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,regionalOptions:{\"\":{name:\"Umm al-Qura\",epochs:[\"BH\",\"AH\"],monthNames:[\"Al-Muharram\",\"Safar\",\"Rabi' al-awwal\",\"Rabi' Al-Thani\",\"Jumada Al-Awwal\",\"Jumada Al-Thani\",\"Rajab\",\"Sha'aban\",\"Ramadan\",\"Shawwal\",\"Dhu al-Qi'dah\",\"Dhu al-Hijjah\"],monthNamesShort:[\"Muh\",\"Saf\",\"Rab1\",\"Rab2\",\"Jum1\",\"Jum2\",\"Raj\",\"Sha'\",\"Ram\",\"Shaw\",\"DhuQ\",\"DhuH\"],dayNames:[\"Yawm al-Ahad\",\"Yawm al-Ithnain\",\"Yawm al-Thal\\u0101th\\u0101\\u2019\",\"Yawm al-Arba\\u2018\\u0101\\u2019\",\"Yawm al-Kham\\u012bs\",\"Yawm al-Jum\\u2018a\",\"Yawm al-Sabt\"],dayNamesMin:[\"Ah\",\"Ith\",\"Th\",\"Ar\",\"Kh\",\"Ju\",\"Sa\"],digits:null,dateFormat:\"yyyy/mm/dd\",firstDay:6,isRTL:!0}},leapYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return 355===this.daysInYear(e.year())},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInYear:function(t){for(var e=0,r=1;r<=12;r++)e+=this.daysInMonth(t,r);return e},daysInMonth:function(t,e){for(var r=this._validate(t,e,this.minDay,n.local.invalidMonth).toJD()-24e5+.5,i=0,a=0;a<o.length;a++){if(o[a]>r)return o[i]-o[i-1];i++}return 30},weekDay:function(t,e,r){return 5!==this.dayOfWeek(t,e,r)},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate),a=12*(i.year()-1)+i.month()-15292;return i.day()+o[a-1]-1+24e5-.5},fromJD:function(t){for(var e=t-24e5+.5,r=0,n=0;n<o.length&&!(o[n]>e);n++)r++;var i=r+15292,a=Math.floor((i-1)/12),s=a+1,l=i-12*a,c=e-o[r-1]+1;return this.newDate(s,l,c)},isValid:function(t,e,r){var i=n.baseCalendar.prototype.isValid.apply(this,arguments);return i&&(i=(t=null!=t.year?t.year:t)>=1276&&t<=1500),i},_validate:function(t,e,r,i){var a=n.baseCalendar.prototype._validate.apply(this,arguments);if(a.year<1276||a.year>1500)throw i.replace(/\\{0\\}/,this.local.name);return a}}),n.calendars.ummalqura=a;var 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n=t(\"object-assign\");function i(){this.regionalOptions=[],this.regionalOptions[\"\"]={invalidCalendar:\"Calendar {0} not found\",invalidDate:\"Invalid {0} date\",invalidMonth:\"Invalid {0} month\",invalidYear:\"Invalid {0} year\",differentCalendars:\"Cannot mix {0} and {1} dates\"},this.local=this.regionalOptions[\"\"],this.calendars={},this._localCals={}}function a(t,e,r,n){if(this._calendar=t,this._year=e,this._month=r,this._day=n,0===this._calendar._validateLevel&&!this._calendar.isValid(this._year,this._month,this._day))throw(c.local.invalidDate||c.regionalOptions[\"\"].invalidDate).replace(/\\{0\\}/,this._calendar.local.name)}function o(t,e){return\"000000\".substring(0,e-(t=\"\"+t).length)+t}function s(){this.shortYearCutoff=\"+10\"}function l(t){this.local=this.regionalOptions[t]||this.regionalOptions[\"\"]}n(i.prototype,{instance:function(t,e){t=(t||\"gregorian\").toLowerCase(),e=e||\"\";var r=this._localCals[t+\"-\"+e];if(!r&&this.calendars[t]&&(r=new this.calendars[t](e),this._localCals[t+\"-\"+e]=r),!r)throw(this.local.invalidCalendar||this.regionalOptions[\"\"].invalidCalendar).replace(/\\{0\\}/,t);return r},newDate:function(t,e,r,n,i){return(n=(null!=t&&t.year?t.calendar():\"string\"==typeof n?this.instance(n,i):n)||this.instance()).newDate(t,e,r)},substituteDigits:function(t){return function(e){return(e+\"\").replace(/[0-9]/g,function(e){return t[e]})}},substituteChineseDigits:function(t,e){return function(r){for(var n=\"\",i=0;r>0;){var a=r%10;n=(0===a?\"\":t[a]+e[i])+n,i++,r=Math.floor(r/10)}return 0===n.indexOf(t[1]+e[1])&&(n=n.substr(1)),n||t[0]}}}),n(a.prototype,{newDate:function(t,e,r){return this._calendar.newDate(null==t?this:t,e,r)},year:function(t){return 0===arguments.length?this._year:this.set(t,\"y\")},month:function(t){return 0===arguments.length?this._month:this.set(t,\"m\")},day:function(t){return 0===arguments.length?this._day:this.set(t,\"d\")},date:function(t,e,r){if(!this._calendar.isValid(t,e,r))throw(c.local.invalidDate||c.regionalOptions[\"\"].invalidDate).replace(/\\{0\\}/,this._calendar.local.name);return this._year=t,this._month=e,this._day=r,this},leapYear:function(){return this._calendar.leapYear(this)},epoch:function(){return this._calendar.epoch(this)},formatYear:function(){return this._calendar.formatYear(this)},monthOfYear:function(){return this._calendar.monthOfYear(this)},weekOfYear:function(){return this._calendar.weekOfYear(this)},daysInYear:function(){return this._calendar.daysInYear(this)},dayOfYear:function(){return this._calendar.dayOfYear(this)},daysInMonth:function(){return this._calendar.daysInMonth(this)},dayOfWeek:function(){return this._calendar.dayOfWeek(this)},weekDay:function(){return this._calendar.weekDay(this)},extraInfo:function(){return this._calendar.extraInfo(this)},add:function(t,e){return this._calendar.add(this,t,e)},set:function(t,e){return this._calendar.set(this,t,e)},compareTo:function(t){if(this._calendar.name!==t._calendar.name)throw(c.local.differentCalendars||c.regionalOptions[\"\"].differentCalendars).replace(/\\{0\\}/,this._calendar.local.name).replace(/\\{1\\}/,t._calendar.local.name);var e=this._year!==t._year?this._year-t._year:this._month!==t._month?this.monthOfYear()-t.monthOfYear():this._day-t._day;return 0===e?0:e<0?-1:1},calendar:function(){return this._calendar},toJD:function(){return this._calendar.toJD(this)},fromJD:function(t){return this._calendar.fromJD(t)},toJSDate:function(){return this._calendar.toJSDate(this)},fromJSDate:function(t){return this._calendar.fromJSDate(t)},toString:function(){return(this.year()<0?\"-\":\"\")+o(Math.abs(this.year()),4)+\"-\"+o(this.month(),2)+\"-\"+o(this.day(),2)}}),n(s.prototype,{_validateLevel:0,newDate:function(t,e,r){return null==t?this.today():(t.year&&(this._validate(t,e,r,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate),r=t.day(),e=t.month(),t=t.year()),new a(this,t,e,r))},today:function(){return this.fromJSDate(new Date)},epoch:function(t){return this._validate(t,this.minMonth,this.minDay,c.local.invalidYear||c.regionalOptions[\"\"].invalidYear).year()<0?this.local.epochs[0]:this.local.epochs[1]},formatYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,c.local.invalidYear||c.regionalOptions[\"\"].invalidYear);return(e.year()<0?\"-\":\"\")+o(Math.abs(e.year()),4)},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,c.local.invalidYear||c.regionalOptions[\"\"].invalidYear),12},monthOfYear:function(t,e){var r=this._validate(t,e,this.minDay,c.local.invalidMonth||c.regionalOptions[\"\"].invalidMonth);return(r.month()+this.monthsInYear(r)-this.firstMonth)%this.monthsInYear(r)+this.minMonth},fromMonthOfYear:function(t,e){var r=(e+this.firstMonth-2*this.minMonth)%this.monthsInYear(t)+this.minMonth;return this._validate(t,r,this.minDay,c.local.invalidMonth||c.regionalOptions[\"\"].invalidMonth),r},daysInYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,c.local.invalidYear||c.regionalOptions[\"\"].invalidYear);return this.leapYear(e)?366:365},dayOfYear:function(t,e,r){var n=this._validate(t,e,r,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate);return n.toJD()-this.newDate(n.year(),this.fromMonthOfYear(n.year(),this.minMonth),this.minDay).toJD()+1},daysInWeek:function(){return 7},dayOfWeek:function(t,e,r){var n=this._validate(t,e,r,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate);return(Math.floor(this.toJD(n))+2)%this.daysInWeek()},extraInfo:function(t,e,r){return this._validate(t,e,r,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate),{}},add:function(t,e,r){return this._validate(t,this.minMonth,this.minDay,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate),this._correctAdd(t,this._add(t,e,r),e,r)},_add:function(t,e,r){if(this._validateLevel++,\"d\"===r||\"w\"===r){var n=t.toJD()+e*(\"w\"===r?this.daysInWeek():1),i=t.calendar().fromJD(n);return this._validateLevel--,[i.year(),i.month(),i.day()]}try{var a=t.year()+(\"y\"===r?e:0),o=t.monthOfYear()+(\"m\"===r?e:0);i=t.day();\"y\"===r?(t.month()!==this.fromMonthOfYear(a,o)&&(o=this.newDate(a,t.month(),this.minDay).monthOfYear()),o=Math.min(o,this.monthsInYear(a)),i=Math.min(i,this.daysInMonth(a,this.fromMonthOfYear(a,o)))):\"m\"===r&&(!function(t){for(;o<t.minMonth;)a--,o+=t.monthsInYear(a);for(var e=t.monthsInYear(a);o>e-1+t.minMonth;)a++,o-=e,e=t.monthsInYear(a)}(this),i=Math.min(i,this.daysInMonth(a,this.fromMonthOfYear(a,o))));var s=[a,this.fromMonthOfYear(a,o),i];return this._validateLevel--,s}catch(t){throw 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mt,yt=function(r,n){C.selectAll(\".annotation-arrow-g\").remove();var u=S.x.head,h=S.y.head,f=S.x.tail+r,d=S.y.tail+n,m=S.x.text+r,y=S.y.text+n,x=o.rotationXYMatrix(E,m,y),w=o.apply2DTransform(x),M=o.apply2DTransform2(x),z=+F.attr(\"width\"),O=+F.attr(\"height\"),D=m-.5*z,P=D+z,R=y-.5*O,B=R+O,N=[[D,R,D,B],[D,B,P,B],[P,B,P,R],[P,R,D,R]].map(M);if(!N.reduce(function(t,e){return t^!!o.segmentsIntersect(u,h,u+1e6,h+1e6,e[0],e[1],e[2],e[3])},!1)){N.forEach(function(t){var e=o.segmentsIntersect(f,d,u,h,t[0],t[1],t[2],t[3]);e&&(f=e.x,d=e.y)});var j=e.arrowwidth,V=e.arrowcolor,U=e.arrowside,q=C.append(\"g\").style({opacity:l.opacity(V)}).classed(\"annotation-arrow-g\",!0),H=q.append(\"path\").attr(\"d\",\"M\"+f+\",\"+d+\"L\"+u+\",\"+h).style(\"stroke-width\",j+\"px\").call(l.stroke,l.rgb(V));if(g(H,U,e),_.annotationPosition&&H.node().parentNode&&!a){var G=u,Y=h;if(e.standoff){var W=Math.sqrt(Math.pow(u-f,2)+Math.pow(h-d,2));G+=e.standoff*(f-u)/W,Y+=e.standoff*(d-h)/W}var 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t=c.ensureSingleById(n.select(\"body\"),\"svg\",\"js-plotly-tester\",function(t){t.attr(h.svgAttrs).style({position:\"absolute\",left:\"-10000px\",top:\"-10000px\",width:\"9000px\",height:\"9000px\",\"z-index\":\"1\"})}),e=c.ensureSingle(t,\"path\",\"js-reference-point\",function(t){t.attr(\"d\",\"M0,0H1V1H0Z\").style({\"stroke-width\":0,fill:\"black\"})});v.tester=t,v.testref=e},v.savedBBoxes={};var O=0;function I(t){var e=t.getAttribute(\"data-unformatted\");if(null!==e)return e+t.getAttribute(\"data-math\")+t.getAttribute(\"text-anchor\")+t.getAttribute(\"style\")}function D(t,e){if(!t)return null;var r=e._context;return\"url('\"+(r._exportedPlot?\"\":r._baseUrl||\"\")+\"#\"+t+\"')\"}v.bBox=function(t,e,r){var i,a,o;if(r||(r=I(t)),r){if(i=v.savedBBoxes[r])return c.extendFlat({},i)}else if(1===t.childNodes.length){var s=t.childNodes[0];if(r=I(s)){var l=+s.getAttribute(\"x\")||0,h=+s.getAttribute(\"y\")||0,f=s.getAttribute(\"transform\");if(!f){var p=v.bBox(s,!1,r);return l&&(p.left+=l,p.right+=l),h&&(p.top+=h,p.bottom+=h),p}if(r+=\"~\"+l+\"~\"+h+\"~\"+f,i=v.savedBBoxes[r])return c.extendFlat({},i)}}e?a=t:(o=v.tester.node(),a=t.cloneNode(!0),o.appendChild(a)),n.select(a).attr(\"transform\",null).call(u.positionText,0,0);var d=a.getBoundingClientRect(),g=v.testref.node().getBoundingClientRect();e||o.removeChild(a);var m={height:d.height,width:d.width,left:d.left-g.left,top:d.top-g.top,right:d.right-g.left,bottom:d.bottom-g.top};return O>=1e4&&(v.savedBBoxes={},O=0),r&&(v.savedBBoxes[r]=m),O++,c.extendFlat({},m)},v.setClipUrl=function(t,e,r){t.attr(\"clip-path\",D(e,r))},v.getTranslate=function(t){var e=(t[t.attr?\"attr\":\"getAttribute\"](\"transform\")||\"\").replace(/.*\\btranslate\\((-?\\d*\\.?\\d*)[^-\\d]*(-?\\d*\\.?\\d*)[^\\d].*/,function(t,e,r){return[e,r].join(\" \")}).split(\" \");return{x:+e[0]||0,y:+e[1]||0}},v.setTranslate=function(t,e,r){var 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A=/<extra>([\\s\\S]*)<\\/extra>/;function T(t,e,r){var i=r._fullLayout,a=e.hovermode,s=e.rotateLabels,c=e.bgColor,f=e.container,p=e.outerContainer,d=e.commonLabelOpts||{},g=e.fontFamily||v.HOVERFONT,y=e.fontSize||v.HOVERFONTSIZE,x=t[0],b=x.xa,_=x.ya,T=\"y\"===a?\"yLabel\":\"xLabel\",M=x[T],S=(String(M)||\"\").split(\" \")[0],E=p.node().getBoundingClientRect(),C=E.top,z=E.width,O=E.height,I=void 0!==M&&x.distance<=e.hoverdistance&&(\"x\"===a||\"y\"===a);if(I){var D,P,R=!0;for(D=0;D<t.length;D++)if(R&&void 0===t[D].zLabel&&(R=!1),P=t[D].hoverinfo||t[D].trace.hoverinfo){var F=Array.isArray(P)?P:P.split(\"+\");if(-1===F.indexOf(\"all\")&&-1===F.indexOf(a)){I=!1;break}}R&&(I=!1)}var B=f.selectAll(\"g.axistext\").data(I?[0]:[]);B.enter().append(\"g\").classed(\"axistext\",!0),B.exit().remove(),B.each(function(){var 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A=\"right\"===_.side?\"\":\"-\";i.attr(\"d\",\"M0,0L\"+A+w+\",\"+w+\"V\"+(k+v.height/2)+\"h\"+A+(2*k+v.width)+\"V-\"+(k+v.height/2)+\"H\"+A+w+\"V-\"+w+\"Z\"),e.attr(\"transform\",\"translate(\"+(b._offset+(\"right\"===_.side?b._length:0))+\",\"+(_._offset+(x.y0+x.y1)/2)+\")\")}t=t.filter(function(t){return void 0!==t.zLabelVal||(t[T]||\"\").split(\" \")[0]===S})});var N=f.selectAll(\"g.hovertext\").data(t,function(t){return[t.trace.index,t.index,t.x0,t.y0,t.name,t.attr,t.xa,t.ya||\"\"].join(\",\")});return N.enter().append(\"g\").classed(\"hovertext\",!0).each(function(){var t=n.select(this);t.append(\"rect\").call(h.fill,h.addOpacity(c,.8)),t.append(\"text\").classed(\"name\",!0),t.append(\"path\").style(\"stroke-width\",\"1px\"),t.append(\"text\").classed(\"nums\",!0).call(u.font,g,y)}),N.exit().remove(),N.each(function(t){var 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N,j,V=D.node().getBoundingClientRect(),U=t.xa._offset+(t.x0+t.x1)/2,q=t.ya._offset+(t.y0+t.y1)/2,H=Math.abs(t.x1-t.x0),G=Math.abs(t.y1-t.y0),Y=V.width+w+k+R;if(t.ty0=C-V.top,t.bx=V.width+2*k,t.by=Math.max(V.height+2*k,F),t.anchor=\"start\",t.txwidth=V.width,t.tx2width=R,t.offset=0,s)t.pos=U,N=q+G/2+Y<=O,j=q-G/2-Y>=0,\"top\"!==t.idealAlign&&N||!j?N?(q+=G/2,t.anchor=\"start\"):t.anchor=\"middle\":(q-=G/2,t.anchor=\"end\");else if(t.pos=q,N=U+H/2+Y<=z,j=U-H/2-Y>=0,\"left\"!==t.idealAlign&&N||!j)if(N)U+=H/2,t.anchor=\"start\";else{t.anchor=\"middle\";var W=Y/2,X=U+W-z,Z=U-W;X>0&&(U-=X),Z<0&&(U+=-Z)}else U-=H/2,t.anchor=\"end\";D.attr(\"text-anchor\",t.anchor),R&&P.attr(\"text-anchor\",t.anchor),e.attr(\"transform\",\"translate(\"+U+\",\"+q+\")\"+(s?\"rotate(\"+m+\")\":\"\"))}),N}function M(t,e){t.each(function(t){var r=n.select(this);if(t.del)return r.remove();var i=r.select(\"text.nums\"),a=t.anchor,o=\"end\"===a?-1:1,s={start:1,end:-1,middle:0}[a],c=s*(w+k),h=c+s*(t.txwidth+k),f=0,p=t.offset;\"middle\"===a&&(c-=t.tx2width/2,h+=t.txwidth/2+k),e&&(p*=-_,f=t.offset*b),r.select(\"path\").attr(\"d\",\"middle\"===a?\"M-\"+(t.bx/2+t.tx2width/2)+\",\"+(p-t.by/2)+\"h\"+t.bx+\"v\"+t.by+\"h-\"+t.bx+\"Z\":\"M0,0L\"+(o*w+f)+\",\"+(w+p)+\"v\"+(t.by/2-w)+\"h\"+o*t.bx+\"v-\"+t.by+\"H\"+(o*w+f)+\"V\"+(p-w)+\"Z\");var d=c+f,g=p+t.ty0-t.by/2+k,v=t.textAlign||\"auto\";\"auto\"!==v&&(\"left\"===v&&\"start\"!==a?(i.attr(\"text-anchor\",\"start\"),d=\"middle\"===a?-t.bx/2-t.tx2width/2+k:-t.bx-k):\"right\"===v&&\"end\"!==a&&(i.attr(\"text-anchor\",\"end\"),d=\"middle\"===a?t.bx/2-t.tx2width/2-k:t.bx+k)),i.call(l.positionText,d,g),t.tx2width&&(r.select(\"text.name\").call(l.positionText,h+s*k+f,p+t.ty0-t.by/2+k),r.select(\"rect\").call(u.setRect,h+(s-1)*t.tx2width/2+f,p-t.by/2-1,t.tx2width,t.by+2))})}function S(t,e){var r=t.index,n=t.trace||{},a=t.cd[0],s=t.cd[r]||{};function l(t){return t||i(t)&&0===t}var c=Array.isArray(r)?function(t,e){var i=o.castOption(a,r,t);return l(i)?i:o.extractOption({},n,\"\",e)}:function(t,e){return o.extractOption(s,n,t,e)};function u(e,r,n){var i=c(r,n);l(i)&&(t[e]=i)}if(u(\"hoverinfo\",\"hi\",\"hoverinfo\"),u(\"bgcolor\",\"hbg\",\"hoverlabel.bgcolor\"),u(\"borderColor\",\"hbc\",\"hoverlabel.bordercolor\"),u(\"fontFamily\",\"htf\",\"hoverlabel.font.family\"),u(\"fontSize\",\"hts\",\"hoverlabel.font.size\"),u(\"fontColor\",\"htc\",\"hoverlabel.font.color\"),u(\"nameLength\",\"hnl\",\"hoverlabel.namelength\"),u(\"textAlign\",\"hta\",\"hoverlabel.align\"),t.posref=\"y\"===e||\"closest\"===e&&\"h\"===n.orientation?t.xa._offset+(t.x0+t.x1)/2:t.ya._offset+(t.y0+t.y1)/2,t.x0=o.constrain(t.x0,0,t.xa._length),t.x1=o.constrain(t.x1,0,t.xa._length),t.y0=o.constrain(t.y0,0,t.ya._length),t.y1=o.constrain(t.y1,0,t.ya._length),void 0!==t.xLabelVal&&(t.xLabel=\"xLabel\"in 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S,E,C=a.readability(M.color,f)<1.5?h.contrast(f):M.color,L=r.spikemode,z=r.spikethickness,O=r.spikecolor||C,I=r._boundingBox,D=(I.top+I.bottom)/2<T?I.bottom:I.top;-1===L.indexOf(\"toaxis\")&&-1===L.indexOf(\"across\")||(-1!==L.indexOf(\"toaxis\")&&(S=D,E=T),-1!==L.indexOf(\"across\")&&(S=r._counterSpan[0],E=r._counterSpan[1]),i.insert(\"line\",\":first-child\").attr({x1:A,x2:A,y1:S,y2:E,\"stroke-width\":z,stroke:O,\"stroke-dasharray\":u.dashStyle(r.spikedash,z)}).classed(\"spikeline\",!0).classed(\"crisp\",!0),i.insert(\"line\",\":first-child\").attr({x1:A,x2:A,y1:S,y2:E,\"stroke-width\":z+2,stroke:f}).classed(\"spikeline\",!0).classed(\"crisp\",!0)),-1!==L.indexOf(\"marker\")&&i.insert(\"circle\",\":first-child\").attr({cx:A,cy:D-(\"top\"!==r.side?z:-z),r:z,fill:O}).classed(\"spikeline\",!0)}}}function C(t,e){return!e||(e.vLinePoint!==t._spikepoints.vLinePoint||e.hLinePoint!==t._spikepoints.hLinePoint)}function L(t,e){return 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n=t(\"./constants\"),i=t(\"../../plots/font_attributes\")({editType:\"none\"});i.family.dflt=n.HOVERFONT,i.size.dflt=n.HOVERFONTSIZE,e.exports={clickmode:{valType:\"flaglist\",flags:[\"event\",\"select\"],dflt:\"event\",editType:\"plot\",extras:[\"none\"]},dragmode:{valType:\"enumerated\",values:[\"zoom\",\"pan\",\"select\",\"lasso\",\"orbit\",\"turntable\",!1],dflt:\"zoom\",editType:\"modebar\"},hovermode:{valType:\"enumerated\",values:[\"x\",\"y\",\"closest\",!1],editType:\"modebar\"},hoverdistance:{valType:\"integer\",min:-1,dflt:20,editType:\"none\"},spikedistance:{valType:\"integer\",min:-1,dflt:20,editType:\"none\"},hoverlabel:{bgcolor:{valType:\"color\",editType:\"none\"},bordercolor:{valType:\"color\",editType:\"none\"},font:i,align:{valType:\"enumerated\",values:[\"left\",\"right\",\"auto\"],dflt:\"auto\",editType:\"none\"},namelength:{valType:\"integer\",min:-1,dflt:15,editType:\"none\"},editType:\"none\"},selectdirection:{valType:\"enumerated\",values:[\"h\",\"v\",\"d\",\"any\"],dflt:\"any\",editType:\"none\"}}},{\"../../plots/font_attributes\":775,\"./constants\":611}],619:[function(t,e,r){\"use 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e._shapeUpperLayer.selectAll(\"path\").remove(),e._shapeLowerLayer.selectAll(\"path\").remove(),e._plots){var n=e._plots[r].shapelayer;n&&n.selectAll(\"path\").remove()}for(var i=0;i<e.shapes.length;i++)e.shapes[i].visible&&p(t,i)},drawOne:p}},{\"../../lib\":701,\"../../lib/setcursor\":721,\"../../plot_api/plot_template\":739,\"../../plots/cartesian/axes\":749,\"../../registry\":829,\"../color\":578,\"../dragelement\":596,\"../drawing\":599,\"./constants\":656,\"./helpers\":659}],659:[function(t,e,r){\"use strict\";var n=t(\"./constants\"),i=t(\"../../lib\");r.rangeToShapePosition=function(t){return\"log\"===t.type?t.r2d:function(t){return t}},r.shapePositionToRange=function(t){return\"log\"===t.type?t.d2r:function(t){return t}},r.decodeDate=function(t){return function(e){return e.replace&&(e=e.replace(\"_\",\" \")),t(e)}},r.encodeDate=function(t){return function(e){return t(e).replace(\" \",\"_\")}},r.extractPathCoords=function(t,e){var r=[];return t.match(n.segmentRE).forEach(function(t){var a=e[t.charAt(0)].drawn;if(void 0!==a){var o=t.substr(1).match(n.paramRE);!o||o.length<a||r.push(i.cleanNumber(o[a]))}}),r},r.getDataToPixel=function(t,e,n){var i,a=t._fullLayout._size;if(e){var o=r.shapePositionToRange(e);i=function(t){return e._offset+e.r2p(o(t,!0))},\"date\"===e.type&&(i=r.decodeDate(i))}else i=n?function(t){return a.t+a.h*(1-t)}:function(t){return a.l+a.w*t};return i},r.getPixelToData=function(t,e,n){var i,a=t._fullLayout._size;if(e){var o=r.rangeToShapePosition(e);i=function(t){return o(e.p2r(t-e._offset))}}else i=n?function(t){return 1-(t-a.t)/a.h}:function(t){return(t-a.l)/a.w};return i},r.roundPositionForSharpStrokeRendering=function(t,e){var r=1===Math.round(e%2),n=Math.round(t);return r?n+.5:n}},{\"../../lib\":701,\"./constants\":656}],660:[function(t,e,r){\"use strict\";var n=t(\"./draw\");e.exports={moduleType:\"component\",name:\"shapes\",layoutAttributes:t(\"./attributes\"),supplyLayoutDefaults:t(\"./defaults\"),includeBasePlot:t(\"../../plots/cartesian/include_components\")(\"shapes\"),calcAutorange:t(\"./calc_autorange\"),draw:n.draw,drawOne:n.drawOne}},{\"../../plots/cartesian/include_components\":759,\"./attributes\":654,\"./calc_autorange\":655,\"./defaults\":657,\"./draw\":658}],661:[function(t,e,r){\"use strict\";var n=t(\"../../plots/font_attributes\"),i=t(\"../../plots/pad_attributes\"),a=t(\"../../lib/extend\").extendDeepAll,o=t(\"../../plot_api/edit_types\").overrideAll,s=t(\"../../plots/animation_attributes\"),l=t(\"../../plot_api/plot_template\").templatedArray,c=t(\"./constants\"),u=l(\"step\",{visible:{valType:\"boolean\",dflt:!0},method:{valType:\"enumerated\",values:[\"restyle\",\"relayout\",\"animate\",\"update\",\"skip\"],dflt:\"restyle\"},args:{valType:\"info_array\",freeLength:!0,items:[{valType:\"any\"},{valType:\"any\"},{valType:\"any\"}]},label:{valType:\"string\"},value:{valType:\"string\"},execute:{valType:\"boolean\",dflt:!0}});e.exports=o(l(\"slider\",{visible:{valType:\"boolean\",dflt:!0},active:{valType:\"number\",min:0,dflt:0},steps:u,lenmode:{valType:\"enumerated\",values:[\"fraction\",\"pixels\"],dflt:\"fraction\"},len:{valType:\"number\",min:0,dflt:1},x:{valType:\"number\",min:-2,max:3,dflt:0},pad:a(i({editType:\"arraydraw\"}),{},{t:{dflt:20}}),xanchor:{valType:\"enumerated\",values:[\"auto\",\"left\",\"center\",\"right\"],dflt:\"left\"},y:{valType:\"number\",min:-2,max:3,dflt:0},yanchor:{valType:\"enumerated\",values:[\"auto\",\"top\",\"middle\",\"bottom\"],dflt:\"top\"},transition:{duration:{valType:\"number\",min:0,dflt:150},easing:{valType:\"enumerated\",values:s.transition.easing.values,dflt:\"cubic-in-out\"}},currentvalue:{visible:{valType:\"boolean\",dflt:!0},xanchor:{valType:\"enumerated\",values:[\"left\",\"center\",\"right\"],dflt:\"left\"},offset:{valType:\"number\",dflt:10},prefix:{valType:\"string\"},suffix:{valType:\"string\"},font:n({})},font:n({}),activebgcolor:{valType:\"color\",dflt:c.gripBgActiveColor},bgcolor:{valType:\"color\",dflt:c.railBgColor},bordercolor:{valType:\"color\",dflt:c.railBorderColor},borderwidth:{valType:\"number\",min:0,dflt:c.railBorderWidth},ticklen:{valType:\"number\",min:0,dflt:c.tickLength},tickcolor:{valType:\"color\",dflt:c.tickColor},tickwidth:{valType:\"number\",min:0,dflt:1},minorticklen:{valType:\"number\",min:0,dflt:c.minorTickLength}}),\"arraydraw\",\"from-root\")},{\"../../lib/extend\":691,\"../../plot_api/edit_types\":732,\"../../plot_api/plot_template\":739,\"../../plots/animation_attributes\":744,\"../../plots/font_attributes\":775,\"../../plots/pad_attributes\":809,\"./constants\":662}],662:[function(t,e,r){\"use strict\";e.exports={name:\"sliders\",containerClassName:\"slider-container\",groupClassName:\"slider-group\",inputAreaClass:\"slider-input-area\",railRectClass:\"slider-rail-rect\",railTouchRectClass:\"slider-rail-touch-rect\",gripRectClass:\"slider-grip-rect\",tickRectClass:\"slider-tick-rect\",inputProxyClass:\"slider-input-proxy\",labelsClass:\"slider-labels\",labelGroupClass:\"slider-label-group\",labelClass:\"slider-label\",currentValueClass:\"slider-current-value\",railHeight:5,menuIndexAttrName:\"slider-active-index\",autoMarginIdRoot:\"slider-\",minWidth:30,minHeight:30,textPadX:40,arrowOffsetX:4,railRadius:2,railWidth:5,railBorder:4,railBorderWidth:1,railBorderColor:\"#bec8d9\",railBgColor:\"#f8fafc\",railInset:8,stepInset:10,gripRadius:10,gripWidth:20,gripHeight:20,gripBorder:20,gripBorderWidth:1,gripBorderColor:\"#bec8d9\",gripBgColor:\"#f6f8fa\",gripBgActiveColor:\"#dbdde0\",labelPadding:8,labelOffset:0,tickWidth:1,tickColor:\"#333\",tickOffset:25,tickLength:7,minorTickOffset:25,minorTickColor:\"#333\",minorTickLength:4,currentValuePadding:8,currentValueInset:0}},{}],663:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../../plots/array_container_defaults\"),a=t(\"./attributes\"),o=t(\"./constants\").name,s=a.steps;function l(t,e,r){function o(r,i){return n.coerce(t,e,a,r,i)}for(var s=i(t,e,{name:\"steps\",handleItemDefaults:c}),l=0,u=0;u<s.length;u++)s[u].visible&&l++;if(l<2?e.visible=!1:o(\"visible\")){e._stepCount=l;var h=e._visibleSteps=n.filterVisible(s);(s[o(\"active\")]||{}).visible||(e.active=h[0]._index),o(\"x\"),o(\"y\"),n.noneOrAll(t,e,[\"x\",\"y\"]),o(\"xanchor\"),o(\"yanchor\"),o(\"len\"),o(\"lenmode\"),o(\"pad.t\"),o(\"pad.r\"),o(\"pad.b\"),o(\"pad.l\"),n.coerceFont(o,\"font\",r.font),o(\"currentvalue.visible\")&&(o(\"currentvalue.xanchor\"),o(\"currentvalue.prefix\"),o(\"currentvalue.suffix\"),o(\"currentvalue.offset\"),n.coerceFont(o,\"currentvalue.font\",e.font)),o(\"transition.duration\"),o(\"transition.easing\"),o(\"bgcolor\"),o(\"activebgcolor\"),o(\"bordercolor\"),o(\"borderwidth\"),o(\"ticklen\"),o(\"tickwidth\"),o(\"tickcolor\"),o(\"minorticklen\")}}function c(t,e){function r(r,i){return n.coerce(t,e,s,r,i)}if(\"skip\"===t.method||Array.isArray(t.args)?r(\"visible\"):e.visible=!1){r(\"method\"),r(\"args\");var i=r(\"label\",\"step-\"+e._index);r(\"value\",i),r(\"execute\")}}e.exports=function(t,e){i(t,e,{name:o,handleItemDefaults:l})}},{\"../../lib\":701,\"../../plots/array_container_defaults\":745,\"./attributes\":661,\"./constants\":662}],664:[function(t,e,r){\"use strict\";var n=t(\"d3\"),i=t(\"../../plots/plots\"),a=t(\"../color\"),o=t(\"../drawing\"),s=t(\"../../lib\"),l=t(\"../../lib/svg_text_utils\"),c=t(\"../../plot_api/plot_template\").arrayEditor,u=t(\"./constants\"),h=t(\"../../constants/alignment\"),f=h.LINE_SPACING,p=h.FROM_TL,d=h.FROM_BR;function g(t){return u.autoMarginIdRoot+t._index}function v(t){return t._index}function m(t,e){var r=o.tester.selectAll(\"g.\"+u.labelGroupClass).data(e._visibleSteps);r.enter().append(\"g\").classed(u.labelGroupClass,!0);var a=0,c=0;r.each(function(t){var r=b(n.select(this),{step:t},e).node();if(r){var i=o.bBox(r);c=Math.max(c,i.height),a=Math.max(a,i.width)}}),r.remove();var h=e._dims={};h.inputAreaWidth=Math.max(u.railWidth,u.gripHeight);var f=t._fullLayout._size;h.lx=f.l+f.w*e.x,h.ly=f.t+f.h*(1-e.y),\"fraction\"===e.lenmode?h.outerLength=Math.round(f.w*e.len):h.outerLength=e.len,h.inputAreaStart=0,h.inputAreaLength=Math.round(h.outerLength-e.pad.l-e.pad.r);var v=(h.inputAreaLength-2*u.stepInset)/(e._stepCount-1),m=a+u.labelPadding;if(h.labelStride=Math.max(1,Math.ceil(m/v)),h.labelHeight=c,h.currentValueMaxWidth=0,h.currentValueHeight=0,h.currentValueTotalHeight=0,h.currentValueMaxLines=1,e.currentvalue.visible){var x=o.tester.append(\"g\");r.each(function(t){var r=y(x,e,t.label),n=r.node()&&o.bBox(r.node())||{width:0,height:0},i=l.lineCount(r);h.currentValueMaxWidth=Math.max(h.currentValueMaxWidth,Math.ceil(n.width)),h.currentValueHeight=Math.max(h.currentValueHeight,Math.ceil(n.height)),h.currentValueMaxLines=Math.max(h.currentValueMaxLines,i)}),h.currentValueTotalHeight=h.currentValueHeight+e.currentvalue.offset,x.remove()}h.height=h.currentValueTotalHeight+u.tickOffset+e.ticklen+u.labelOffset+h.labelHeight+e.pad.t+e.pad.b;var _=\"left\";s.isRightAnchor(e)&&(h.lx-=h.outerLength,_=\"right\"),s.isCenterAnchor(e)&&(h.lx-=h.outerLength/2,_=\"center\");var w=\"top\";s.isBottomAnchor(e)&&(h.ly-=h.height,w=\"bottom\"),s.isMiddleAnchor(e)&&(h.ly-=h.height/2,w=\"middle\"),h.outerLength=Math.ceil(h.outerLength),h.height=Math.ceil(h.height),h.lx=Math.round(h.lx),h.ly=Math.round(h.ly);var k={y:e.y,b:h.height*d[w],t:h.height*p[w]};\"fraction\"===e.lenmode?(k.l=0,k.xl=e.x-e.len*p[_],k.r=0,k.xr=e.x+e.len*d[_]):(k.x=e.x,k.l=h.outerLength*p[_],k.r=h.outerLength*d[_]),i.autoMargin(t,g(e),k)}function y(t,e,r){if(e.currentvalue.visible){var n,i,a=e._dims;switch(e.currentvalue.xanchor){case\"right\":n=a.inputAreaLength-u.currentValueInset-a.currentValueMaxWidth,i=\"left\";break;case\"center\":n=.5*a.inputAreaLength,i=\"middle\";break;default:n=u.currentValueInset,i=\"left\"}var c=s.ensureSingle(t,\"text\",u.labelClass,function(t){t.classed(\"user-select-none\",!0).attr({\"text-anchor\":i,\"data-notex\":1})}),h=e.currentvalue.prefix?e.currentvalue.prefix:\"\";if(\"string\"==typeof r)h+=r;else{var p=e.steps[e.active].label,d=e._gd._fullLayout.meta;d&&(p=s.templateString(p,{meta:d})),h+=p}e.currentvalue.suffix&&(h+=e.currentvalue.suffix),c.call(o.font,e.currentvalue.font).text(h).call(l.convertToTspans,e._gd);var g=l.lineCount(c),v=(a.currentValueMaxLines+1-g)*e.currentvalue.font.size*f;return l.positionText(c,n,v),c}}function x(t,e,r){s.ensureSingle(t,\"rect\",u.gripRectClass,function(n){n.call(A,e,t,r).style(\"pointer-events\",\"all\")}).attr({width:u.gripWidth,height:u.gripHeight,rx:u.gripRadius,ry:u.gripRadius}).call(a.stroke,r.bordercolor).call(a.fill,r.bgcolor).style(\"stroke-width\",r.borderwidth+\"px\")}function b(t,e,r){var n=s.ensureSingle(t,\"text\",u.labelClass,function(t){t.classed(\"user-select-none\",!0).attr({\"text-anchor\":\"middle\",\"data-notex\":1})}),i=e.step.label,a=r._gd._fullLayout.meta;return a&&(i=s.templateString(i,{meta:a})),n.call(o.font,r.font).text(i).call(l.convertToTspans,r._gd),n}function _(t,e){var r=s.ensureSingle(t,\"g\",u.labelsClass),i=e._dims,a=r.selectAll(\"g.\"+u.labelGroupClass).data(i.labelSteps);a.enter().append(\"g\").classed(u.labelGroupClass,!0),a.exit().remove(),a.each(function(t){var r=n.select(this);r.call(b,t,e),o.setTranslate(r,S(e,t.fraction),u.tickOffset+e.ticklen+e.font.size*f+u.labelOffset+i.currentValueTotalHeight)})}function w(t,e,r,n,i){var a=Math.round(n*(r._stepCount-1)),o=r._visibleSteps[a]._index;o!==r.active&&k(t,e,r,o,!0,i)}function k(t,e,r,n,a,o){var s=r.active;r.active=n,c(t.layout,u.name,r).applyUpdate(\"active\",n);var l=r.steps[r.active];e.call(M,r,o),e.call(y,r),t.emit(\"plotly_sliderchange\",{slider:r,step:r.steps[r.active],interaction:a,previousActive:s}),l&&l.method&&a&&(e._nextMethod?(e._nextMethod.step=l,e._nextMethod.doCallback=a,e._nextMethod.doTransition=o):(e._nextMethod={step:l,doCallback:a,doTransition:o},e._nextMethodRaf=window.requestAnimationFrame(function(){var r=e._nextMethod.step;r.method&&(r.execute&&i.executeAPICommand(t,r.method,r.args),e._nextMethod=null,e._nextMethodRaf=null)})))}function A(t,e,r){var i=r.node(),o=n.select(e);function s(){return r.data()[0]}t.on(\"mousedown\",function(){var t=s();e.emit(\"plotly_sliderstart\",{slider:t});var l=r.select(\".\"+u.gripRectClass);n.event.stopPropagation(),n.event.preventDefault(),l.call(a.fill,t.activebgcolor);var c=E(t,n.mouse(i)[0]);w(e,r,t,c,!0),t._dragging=!0,o.on(\"mousemove\",function(){var t=s(),a=E(t,n.mouse(i)[0]);w(e,r,t,a,!1)}),o.on(\"mouseup\",function(){var t=s();t._dragging=!1,l.call(a.fill,t.bgcolor),o.on(\"mouseup\",null),o.on(\"mousemove\",null),e.emit(\"plotly_sliderend\",{slider:t,step:t.steps[t.active]})})})}function T(t,e){var r=t.selectAll(\"rect.\"+u.tickRectClass).data(e._visibleSteps),i=e._dims;r.enter().append(\"rect\").classed(u.tickRectClass,!0),r.exit().remove(),r.attr({width:e.tickwidth+\"px\",\"shape-rendering\":\"crispEdges\"}),r.each(function(t,r){var s=r%i.labelStride==0,l=n.select(this);l.attr({height:s?e.ticklen:e.minorticklen}).call(a.fill,e.tickcolor),o.setTranslate(l,S(e,r/(e._stepCount-1))-.5*e.tickwidth,(s?u.tickOffset:u.minorTickOffset)+i.currentValueTotalHeight)})}function M(t,e,r){for(var n=t.select(\"rect.\"+u.gripRectClass),i=0,a=0;a<e._stepCount;a++)if(e._visibleSteps[a]._index===e.active){i=a;break}var o=S(e,i/(e._stepCount-1));if(!e._invokingCommand){var s=n;r&&e.transition.duration>0&&(s=s.transition().duration(e.transition.duration).ease(e.transition.easing)),s.attr(\"transform\",\"translate(\"+(o-.5*u.gripWidth)+\",\"+e._dims.currentValueTotalHeight+\")\")}}function S(t,e){var r=t._dims;return r.inputAreaStart+u.stepInset+(r.inputAreaLength-2*u.stepInset)*Math.min(1,Math.max(0,e))}function E(t,e){var r=t._dims;return Math.min(1,Math.max(0,(e-u.stepInset-r.inputAreaStart)/(r.inputAreaLength-2*u.stepInset-2*r.inputAreaStart)))}function C(t,e,r){var n=r._dims,i=s.ensureSingle(t,\"rect\",u.railTouchRectClass,function(n){n.call(A,e,t,r).style(\"pointer-events\",\"all\")});i.attr({width:n.inputAreaLength,height:Math.max(n.inputAreaWidth,u.tickOffset+r.ticklen+n.labelHeight)}).call(a.fill,r.bgcolor).attr(\"opacity\",0),o.setTranslate(i,0,n.currentValueTotalHeight)}function L(t,e){var r=e._dims,n=r.inputAreaLength-2*u.railInset,i=s.ensureSingle(t,\"rect\",u.railRectClass);i.attr({width:n,height:u.railWidth,rx:u.railRadius,ry:u.railRadius,\"shape-rendering\":\"crispEdges\"}).call(a.stroke,e.bordercolor).call(a.fill,e.bgcolor).style(\"stroke-width\",e.borderwidth+\"px\"),o.setTranslate(i,u.railInset,.5*(r.inputAreaWidth-u.railWidth)+r.currentValueTotalHeight)}e.exports=function(t){var e=t._fullLayout,r=function(t,e){for(var r=t[u.name],n=[],i=0;i<r.length;i++){var a=r[i];a.visible&&(a._gd=e,n.push(a))}return n}(e,t),a=e._infolayer.selectAll(\"g.\"+u.containerClassName).data(r.length>0?[0]:[]);function 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_=(l[3]-l[1])/(l[2]-l[0]);Math.abs(a*_)>Math.abs(s)?(c.boxEnd[1]=c.boxStart[1]+Math.abs(a)*_*(s>=0?1:-1),c.boxEnd[1]<l[1]?(c.boxEnd[1]=l[1],c.boxEnd[0]=c.boxStart[0]+(l[1]-c.boxStart[1])/Math.abs(_)):c.boxEnd[1]>l[3]&&(c.boxEnd[1]=l[3],c.boxEnd[0]=c.boxStart[0]+(l[3]-c.boxStart[1])/Math.abs(_))):(c.boxEnd[0]=c.boxStart[0]+Math.abs(s)/_*(a>=0?1:-1),c.boxEnd[0]<l[0]?(c.boxEnd[0]=l[0],c.boxEnd[1]=c.boxStart[1]+(l[0]-c.boxStart[0])*Math.abs(_)):c.boxEnd[0]>l[2]&&(c.boxEnd[0]=l[2],c.boxEnd[1]=c.boxStart[1]+(l[2]-c.boxStart[0])*Math.abs(_)))}}else c.boxEnabled?(a=c.boxStart[0]!==c.boxEnd[0],s=c.boxStart[1]!==c.boxEnd[1],a||s?(a&&(v(0,c.boxStart[0],c.boxEnd[0]),t.xaxis.autorange=!1),s&&(v(1,c.boxStart[1],c.boxEnd[1]),t.yaxis.autorange=!1),t.relayoutCallback()):t.glplot.setDirty(),c.boxEnabled=!1,c.boxInited=!1):c.boxInited&&(c.boxInited=!1);break;case\"pan\":c.boxEnabled=!1,c.boxInited=!1,e?(c.panning||(c.dragStart[0]=n,c.dragStart[1]=i),Math.abs(c.dragStart[0]-n)<d&&(n=c.dragStart[0]),Math.abs(c.dragStart[1]-i)<d&&(i=c.dragStart[1]),a=(f-n)*(l[2]-l[0])/(r.viewBox[2]-r.viewBox[0]),s=(p-i)*(l[3]-l[1])/(r.viewBox[3]-r.viewBox[1]),l[0]+=a,l[2]+=a,l[1]+=s,l[3]+=s,t.setRanges(l),c.panning=!0,c.lastInputTime=Date.now(),u(),t.cameraChanged(),t.handleAnnotations()):c.panning&&(c.panning=!1,t.relayoutCallback())}c.lastPos[0]=n,c.lastPos[1]=i}return c.mouseListener=n(e,h),e.addEventListener(\"touchstart\",function(t){var r=a(t.changedTouches[0],e);h(0,r[0],r[1]),h(1,r[0],r[1]),t.preventDefault()},!!s&&{passive:!1}),e.addEventListener(\"touchmove\",function(t){t.preventDefault();var r=a(t.changedTouches[0],e);h(1,r[0],r[1]),t.preventDefault()},!!s&&{passive:!1}),e.addEventListener(\"touchend\",function(t){h(0,c.lastPos[0],c.lastPos[1]),t.preventDefault()},!!s&&{passive:!1}),c.wheelListener=i(e,function(e,n){if(!t.scrollZoom)return!1;var i=t.calcDataBox(),a=r.viewBox,o=c.lastPos[0],s=c.lastPos[1],l=Math.exp(5*n/(a[3]-a[1])),h=o/(a[2]-a[0])*(i[2]-i[0])+i[0],f=s/(a[3]-a[1])*(i[3]-i[1])+i[1];return i[0]=(i[0]-h)*l+h,i[2]=(i[2]-h)*l+h,i[1]=(i[1]-f)*l+f,i[3]=(i[3]-f)*l+f,t.setRanges(i),c.lastInputTime=Date.now(),u(),t.cameraChanged(),t.handleAnnotations(),t.relayoutCallback(),!0},!0),c}},{\"../cartesian/constants\":755,\"has-passive-events\":404,\"mouse-change\":428,\"mouse-event-offset\":429,\"mouse-wheel\":431}],786:[function(t,e,r){\"use strict\";var n=t(\"../cartesian/axes\"),i=t(\"../../lib/str2rgbarray\");function a(t){this.scene=t,this.gl=t.gl,this.pixelRatio=t.pixelRatio,this.screenBox=[0,0,1,1],this.viewBox=[0,0,1,1],this.dataBox=[-1,-1,1,1],this.borderLineEnable=[!1,!1,!1,!1],this.borderLineWidth=[1,1,1,1],this.borderLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.ticks=[[],[]],this.tickEnable=[!0,!0,!1,!1],this.tickPad=[15,15,15,15],this.tickAngle=[0,0,0,0],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickMarkLength=[0,0,0,0],this.tickMarkWidth=[0,0,0,0],this.tickMarkColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labels=[\"x\",\"y\"],this.labelEnable=[!0,!0,!1,!1],this.labelAngle=[0,Math.PI/2,0,3*Math.PI/2],this.labelPad=[15,15,15,15],this.labelSize=[12,12],this.labelFont=[\"sans-serif\",\"sans-serif\"],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.title=\"\",this.titleEnable=!0,this.titleCenter=[0,0,0,0],this.titleAngle=0,this.titleColor=[0,0,0,1],this.titleFont=\"sans-serif\",this.titleSize=18,this.gridLineEnable=[!0,!0],this.gridLineColor=[[0,0,0,.5],[0,0,0,.5]],this.gridLineWidth=[1,1],this.zeroLineEnable=[!0,!0],this.zeroLineWidth=[1,1],this.zeroLineColor=[[0,0,0,1],[0,0,0,1]],this.borderColor=[0,0,0,0],this.backgroundColor=[0,0,0,0],this.static=this.scene.staticPlot}var o=a.prototype,s=[\"xaxis\",\"yaxis\"];o.merge=function(t){var e,r,n,a,o,l,c,u,h,f,p;for(this.titleEnable=!1,this.backgroundColor=i(t.plot_bgcolor),f=0;f<2;++f){var d=(e=s[f]).charAt(0);for(n=(r=t[this.scene[e]._name]).title.text===this.scene.fullLayout._dfltTitle[d]?\"\":r.title.text,p=0;p<=2;p+=2)this.labelEnable[f+p]=!1,this.labels[f+p]=n,this.labelColor[f+p]=i(r.title.font.color),this.labelFont[f+p]=r.title.font.family,this.labelSize[f+p]=r.title.font.size,this.labelPad[f+p]=this.getLabelPad(e,r),this.tickEnable[f+p]=!1,this.tickColor[f+p]=i((r.tickfont||{}).color),this.tickAngle[f+p]=\"auto\"===r.tickangle?0:Math.PI*-r.tickangle/180,this.tickPad[f+p]=this.getTickPad(r),this.tickMarkLength[f+p]=0,this.tickMarkWidth[f+p]=r.tickwidth||0,this.tickMarkColor[f+p]=i(r.tickcolor),this.borderLineEnable[f+p]=!1,this.borderLineColor[f+p]=i(r.linecolor),this.borderLineWidth[f+p]=r.linewidth||0;c=this.hasSharedAxis(r),o=this.hasAxisInDfltPos(e,r)&&!c,l=this.hasAxisInAltrPos(e,r)&&!c,a=r.mirror||!1,u=c?-1!==String(a).indexOf(\"all\"):!!a,h=c?\"allticks\"===a:-1!==String(a).indexOf(\"ticks\"),o?this.labelEnable[f]=!0:l&&(this.labelEnable[f+2]=!0),o?this.tickEnable[f]=r.showticklabels:l&&(this.tickEnable[f+2]=r.showticklabels),(o||u)&&(this.borderLineEnable[f]=r.showline),(l||u)&&(this.borderLineEnable[f+2]=r.showline),(o||h)&&(this.tickMarkLength[f]=this.getTickMarkLength(r)),(l||h)&&(this.tickMarkLength[f+2]=this.getTickMarkLength(r)),this.gridLineEnable[f]=r.showgrid,this.gridLineColor[f]=i(r.gridcolor),this.gridLineWidth[f]=r.gridwidth,this.zeroLineEnable[f]=r.zeroline,this.zeroLineColor[f]=i(r.zerolinecolor),this.zeroLineWidth[f]=r.zerolinewidth}},o.hasSharedAxis=function(t){var e=this.scene,r=e.fullLayout._subplots.gl2d;return 0!==n.findSubplotsWithAxis(r,t).indexOf(e.id)},o.hasAxisInDfltPos=function(t,e){var r=e.side;return\"xaxis\"===t?\"bottom\"===r:\"yaxis\"===t?\"left\"===r:void 0},o.hasAxisInAltrPos=function(t,e){var r=e.side;return\"xaxis\"===t?\"top\"===r:\"yaxis\"===t?\"right\"===r:void 0},o.getLabelPad=function(t,e){var r=e.title.font.size,n=e.showticklabels;return\"xaxis\"===t?\"top\"===e.side?r*(1.5+(n?1:0))-10:r*(1.5+(n?.5:0))-10:\"yaxis\"===t?\"right\"===e.side?10+r*(1.5+(n?1:.5)):10+r*(1.5+(n?.5:0)):void 0},o.getTickPad=function(t){return\"outside\"===t.ticks?10+t.ticklen:15},o.getTickMarkLength=function(t){if(!t.ticks)return 0;var e=t.ticklen;return\"inside\"===t.ticks?-e:e},e.exports=function(t){return new a(t)}},{\"../../lib/str2rgbarray\":724,\"../cartesian/axes\":749}],787:[function(t,e,r){\"use strict\";var n=t(\"../../plot_api/edit_types\").overrideAll,i=t(\"./scene2d\"),a=t(\"../layout_attributes\"),o=t(\"../../constants/xmlns_namespaces\"),s=t(\"../cartesian/constants\"),l=t(\"../cartesian\"),c=t(\"../../components/fx/layout_attributes\"),u=t(\"../get_data\").getSubplotData;r.name=\"gl2d\",r.attr=[\"xaxis\",\"yaxis\"],r.idRoot=[\"x\",\"y\"],r.idRegex=s.idRegex,r.attrRegex=s.attrRegex,r.attributes=t(\"../cartesian/attributes\"),r.supplyLayoutDefaults=function(t,e,r){e._has(\"cartesian\")||l.supplyLayoutDefaults(t,e,r)},r.layoutAttrOverrides=n(l.layoutAttributes,\"plot\",\"from-root\"),r.baseLayoutAttrOverrides=n({plot_bgcolor:a.plot_bgcolor,hoverlabel:c.hoverlabel},\"plot\",\"nested\"),r.plot=function(t){for(var e=t._fullLayout,r=t._fullData,n=e._subplots.gl2d,a=0;a<n.length;a++){var o=n[a],s=e._plots[o],l=u(r,\"gl2d\",o),c=s._scene2d;void 0===c&&(c=new i({id:o,graphDiv:t,container:t.querySelector(\".gl-container\"),staticPlot:t._context.staticPlot,plotGlPixelRatio:t._context.plotGlPixelRatio},e),s._scene2d=c),c.plot(l,t.calcdata,e,t.layout)}},r.clean=function(t,e,r,n){for(var i=n._subplots.gl2d||[],a=0;a<i.length;a++){var o=i[a],s=n._plots[o];if(s._scene2d)0===u(t,\"gl2d\",o).length&&(s._scene2d.destroy(),delete n._plots[o])}l.clean.apply(this,arguments)},r.drawFramework=function(t){t._context.staticPlot||l.drawFramework(t)},r.toSVG=function(t){for(var e=t._fullLayout,r=e._subplots.gl2d,n=0;n<r.length;n++){var i=e._plots[r[n]]._scene2d,a=i.toImage(\"png\");e._glimages.append(\"svg:image\").attr({xmlns:o.svg,\"xlink:href\":a,x:0,y:0,width:\"100%\",height:\"100%\",preserveAspectRatio:\"none\"}),i.destroy()}},r.updateFx=function(t){for(var e=t._fullLayout,r=e._subplots.gl2d,n=0;n<r.length;n++){e._plots[r[n]]._scene2d.updateFx(e.dragmode)}}},{\"../../components/fx/layout_attributes\":618,\"../../constants/xmlns_namespaces\":679,\"../../plot_api/edit_types\":732,\"../cartesian\":760,\"../cartesian/attributes\":747,\"../cartesian/constants\":755,\"../get_data\":784,\"../layout_attributes\":801,\"./scene2d\":788}],788:[function(t,e,r){\"use strict\";var n,i,a=t(\"../../registry\"),o=t(\"../../plots/cartesian/axes\"),s=t(\"../../components/fx\"),l=t(\"gl-plot2d\"),c=t(\"gl-spikes2d\"),u=t(\"gl-select-box\"),h=t(\"webgl-context\"),f=t(\"./convert\"),p=t(\"./camera\"),d=t(\"../../lib/show_no_webgl_msg\"),g=t(\"../cartesian/constraints\"),v=g.enforce,m=g.clean,y=t(\"../cartesian/autorange\").doAutoRange,x=[\"xaxis\",\"yaxis\"],b=t(\"../cartesian/constants\").SUBPLOT_PATTERN;function _(t,e){this.container=t.container,this.graphDiv=t.graphDiv,this.pixelRatio=t.plotGlPixelRatio||window.devicePixelRatio,this.id=t.id,this.staticPlot=!!t.staticPlot,this.scrollZoom=this.graphDiv._context._scrollZoom.cartesian,this.fullData=null,this.updateRefs(e),this.makeFramework(),this.stopped||(this.glplotOptions=f(this),this.glplotOptions.merge(e),this.glplot=l(this.glplotOptions),this.camera=p(this),this.traces={},this.spikes=c(this.glplot),this.selectBox=u(this.glplot,{innerFill:!1,outerFill:!0}),this.lastButtonState=0,this.pickResult=null,this.isMouseOver=!0,this.stopped=!1,this.redraw=this.draw.bind(this),this.redraw())}e.exports=_;var w=_.prototype;w.makeFramework=function(){if(this.staticPlot){if(!(i||(n=document.createElement(\"canvas\"),i=h({canvas:n,preserveDrawingBuffer:!1,premultipliedAlpha:!0,antialias:!0}))))throw new Error(\"Error creating static canvas/context for image server\");this.canvas=n,this.gl=i}else{var t=this.container.querySelector(\".gl-canvas-focus\"),e=h({canvas:t,preserveDrawingBuffer:!0,premultipliedAlpha:!0});if(!e)return d(this),void(this.stopped=!0);this.canvas=t,this.gl=e}var r=this.canvas;r.style.width=\"100%\",r.style.height=\"100%\",r.style.position=\"absolute\",r.style.top=\"0px\",r.style.left=\"0px\",r.style[\"pointer-events\"]=\"none\",this.updateSize(r),r.className+=\" user-select-none\";var a=this.svgContainer=document.createElementNS(\"http://www.w3.org/2000/svg\",\"svg\");a.style.position=\"absolute\",a.style.top=a.style.left=\"0px\",a.style.width=a.style.height=\"100%\",a.style[\"z-index\"]=20,a.style[\"pointer-events\"]=\"none\";var o=this.mouseContainer=document.createElement(\"div\");o.style.position=\"absolute\",o.style[\"pointer-events\"]=\"auto\",this.pickCanvas=this.container.querySelector(\".gl-canvas-pick\");var s=this.container;s.appendChild(a),s.appendChild(o);var l=this;o.addEventListener(\"mouseout\",function(){l.isMouseOver=!1,l.unhover()}),o.addEventListener(\"mouseover\",function(){l.isMouseOver=!0})},w.toImage=function(t){t||(t=\"png\"),this.stopped=!0,this.staticPlot&&this.container.appendChild(n),this.updateSize(this.canvas);var e=this.glplot.gl,r=e.drawingBufferWidth,i=e.drawingBufferHeight;e.clearColor(1,1,1,0),e.clear(e.COLOR_BUFFER_BIT|e.DEPTH_BUFFER_BIT),this.glplot.setDirty(),this.glplot.draw(),e.bindFramebuffer(e.FRAMEBUFFER,null);var a=new Uint8Array(r*i*4);e.readPixels(0,0,r,i,e.RGBA,e.UNSIGNED_BYTE,a);for(var o=0,s=i-1;o<s;++o,--s)for(var l=0;l<r;++l)for(var c=0;c<4;++c){var u=a[4*(r*o+l)+c];a[4*(r*o+l)+c]=a[4*(r*s+l)+c],a[4*(r*s+l)+c]=u}var h=document.createElement(\"canvas\");h.width=r,h.height=i;var f,p=h.getContext(\"2d\"),d=p.createImageData(r,i);switch(d.data.set(a),p.putImageData(d,0,0),t){case\"jpeg\":f=h.toDataURL(\"image/jpeg\");break;case\"webp\":f=h.toDataURL(\"image/webp\");break;default:f=h.toDataURL(\"image/png\")}return this.staticPlot&&this.container.removeChild(n),f},w.updateSize=function(t){t||(t=this.canvas);var e=this.pixelRatio,r=this.fullLayout,n=r.width,i=r.height,a=0|Math.ceil(e*n),o=0|Math.ceil(e*i);return t.width===a&&t.height===o||(t.width=a,t.height=o),t},w.computeTickMarks=function(){this.xaxis.setScale(),this.yaxis.setScale();for(var t=[o.calcTicks(this.xaxis),o.calcTicks(this.yaxis)],e=0;e<2;++e)for(var r=0;r<t[e].length;++r)t[e][r].text=t[e][r].text+\"\";return t},w.updateRefs=function(t){this.fullLayout=t;var e=this.id.match(b),r=\"xaxis\"+e[1],n=\"yaxis\"+e[2];this.xaxis=this.fullLayout[r],this.yaxis=this.fullLayout[n]},w.relayoutCallback=function(){var t=this.graphDiv,e=this.xaxis,r=this.yaxis,n=t.layout,i={},o=i[e._name+\".range\"]=e.range.slice(),s=i[r._name+\".range\"]=r.range.slice();i[e._name+\".autorange\"]=e.autorange,i[r._name+\".autorange\"]=r.autorange,a.call(\"_storeDirectGUIEdit\",t.layout,t._fullLayout._preGUI,i);var l=n[e._name];l.range=o,l.autorange=e.autorange;var c=n[r._name];c.range=s,c.autorange=r.autorange,i.lastInputTime=this.camera.lastInputTime,t.emit(\"plotly_relayout\",i)},w.cameraChanged=function(){var t=this.camera;this.glplot.setDataBox(this.calcDataBox());var e=this.computeTickMarks();(function(t,e){for(var r=0;r<2;++r){var n=t[r],i=e[r];if(n.length!==i.length)return!0;for(var a=0;a<n.length;++a)if(n[a].x!==i[a].x)return!0}return!1})(e,this.glplotOptions.ticks)&&(this.glplotOptions.ticks=e,this.glplotOptions.dataBox=t.dataBox,this.glplot.update(this.glplotOptions),this.handleAnnotations())},w.handleAnnotations=function(){for(var t=this.graphDiv,e=this.fullLayout.annotations,r=0;r<e.length;r++){var n=e[r];n.xref===this.xaxis._id&&n.yref===this.yaxis._id&&a.getComponentMethod(\"annotations\",\"drawOne\")(t,r)}},w.destroy=function(){if(this.glplot){var t=this.traces;t&&Object.keys(t).map(function(e){t[e].dispose(),delete t[e]}),this.glplot.dispose(),this.container.removeChild(this.svgContainer),this.container.removeChild(this.mouseContainer),this.fullData=null,this.glplot=null,this.stopped=!0,this.camera.mouseListener.enabled=!1,this.mouseContainer.removeEventListener(\"wheel\",this.camera.wheelListener),this.camera=null}},w.plot=function(t,e,r){var n=this.glplot;this.updateRefs(r),this.xaxis.clearCalc(),this.yaxis.clearCalc(),this.updateTraces(t,e),this.updateFx(r.dragmode);var i=r.width,a=r.height;this.updateSize(this.canvas);var o=this.glplotOptions;o.merge(r),o.screenBox=[0,0,i,a];var s={_fullLayout:{_axisConstraintGroups:this.graphDiv._fullLayout._axisConstraintGroups,xaxis:this.xaxis,yaxis:this.yaxis}};m(s,this.xaxis),m(s,this.yaxis);var l,c,u=r._size,h=this.xaxis.domain,f=this.yaxis.domain;for(o.viewBox=[u.l+h[0]*u.w,u.b+f[0]*u.h,i-u.r-(1-h[1])*u.w,a-u.t-(1-f[1])*u.h],this.mouseContainer.style.width=u.w*(h[1]-h[0])+\"px\",this.mouseContainer.style.height=u.h*(f[1]-f[0])+\"px\",this.mouseContainer.height=u.h*(f[1]-f[0]),this.mouseContainer.style.left=u.l+h[0]*u.w+\"px\",this.mouseContainer.style.top=u.t+(1-f[1])*u.h+\"px\",c=0;c<2;++c)(l=this[x[c]])._length=o.viewBox[c+2]-o.viewBox[c],y(this.graphDiv,l),l.setScale();v(s),o.ticks=this.computeTickMarks(),o.dataBox=this.calcDataBox(),o.merge(r),n.update(o),this.glplot.draw()},w.calcDataBox=function(){var t=this.xaxis,e=this.yaxis,r=t.range,n=e.range,i=t.r2l,a=e.r2l;return[i(r[0]),a(n[0]),i(r[1]),a(n[1])]},w.setRanges=function(t){var e=this.xaxis,r=this.yaxis,n=e.l2r,i=r.l2r;e.range=[n(t[0]),n(t[2])],r.range=[i(t[1]),i(t[3])]},w.updateTraces=function(t,e){var r,n,i,a=Object.keys(this.traces);this.fullData=t;t:for(r=0;r<a.length;r++){var o=a[r],s=this.traces[o];for(n=0;n<t.length;n++)if((i=t[n]).uid===o&&i.type===s.type)continue t;s.dispose(),delete this.traces[o]}for(r=0;r<t.length;r++){i=t[r];var l=e[r],c=this.traces[i.uid];c?c.update(i,l):(c=i._module.plot(this,i,l),this.traces[i.uid]=c)}this.glplot.objects.sort(function(t,e){return t._trace.index-e._trace.index})},w.updateFx=function(t){\"lasso\"===t||\"select\"===t?(this.pickCanvas.style[\"pointer-events\"]=\"none\",this.mouseContainer.style[\"pointer-events\"]=\"none\"):(this.pickCanvas.style[\"pointer-events\"]=\"auto\",this.mouseContainer.style[\"pointer-events\"]=\"auto\"),this.mouseContainer.style.cursor=\"pan\"===t?\"move\":\"zoom\"===t?\"crosshair\":null},w.emitPointAction=function(t,e){for(var r,n=t.trace.uid,i=t.pointIndex,a=0;a<this.fullData.length;a++)this.fullData[a].uid===n&&(r=this.fullData[a]);var o={x:t.traceCoord[0],y:t.traceCoord[1],curveNumber:r.index,pointNumber:i,data:r._input,fullData:this.fullData,xaxis:this.xaxis,yaxis:this.yaxis};s.appendArrayPointValue(o,r,i),this.graphDiv.emit(e,{points:[o]})},w.draw=function(){if(!this.stopped){requestAnimationFrame(this.redraw);var t=this.glplot,e=this.camera,r=e.mouseListener,n=1===this.lastButtonState&&0===r.buttons,i=this.fullLayout;this.lastButtonState=r.buttons,this.cameraChanged();var a,o=r.x*t.pixelRatio,l=this.canvas.height-t.pixelRatio*r.y;if(e.boxEnabled&&\"zoom\"===i.dragmode){this.selectBox.enabled=!0;for(var c=this.selectBox.selectBox=[Math.min(e.boxStart[0],e.boxEnd[0]),Math.min(e.boxStart[1],e.boxEnd[1]),Math.max(e.boxStart[0],e.boxEnd[0]),Math.max(e.boxStart[1],e.boxEnd[1])],u=0;u<2;u++)e.boxStart[u]===e.boxEnd[u]&&(c[u]=t.dataBox[u],c[u+2]=t.dataBox[u+2]);t.setDirty()}else if(!e.panning&&this.isMouseOver){this.selectBox.enabled=!1;var h=i._size,f=this.xaxis.domain,p=this.yaxis.domain,d=(a=t.pick(o/t.pixelRatio+h.l+f[0]*h.w,l/t.pixelRatio-(h.t+(1-p[1])*h.h)))&&a.object._trace.handlePick(a);if(d&&n&&this.emitPointAction(d,\"plotly_click\"),a&&\"skip\"!==a.object._trace.hoverinfo&&i.hovermode&&d&&(!this.lastPickResult||this.lastPickResult.traceUid!==d.trace.uid||this.lastPickResult.dataCoord[0]!==d.dataCoord[0]||this.lastPickResult.dataCoord[1]!==d.dataCoord[1])){var g=d;this.lastPickResult={traceUid:d.trace?d.trace.uid:null,dataCoord:d.dataCoord.slice()},this.spikes.update({center:a.dataCoord}),g.screenCoord=[((t.viewBox[2]-t.viewBox[0])*(a.dataCoord[0]-t.dataBox[0])/(t.dataBox[2]-t.dataBox[0])+t.viewBox[0])/t.pixelRatio,(this.canvas.height-(t.viewBox[3]-t.viewBox[1])*(a.dataCoord[1]-t.dataBox[1])/(t.dataBox[3]-t.dataBox[1])-t.viewBox[1])/t.pixelRatio],this.emitPointAction(d,\"plotly_hover\");var v=this.fullData[g.trace.index]||{},m=g.pointIndex,y=s.castHoverinfo(v,i,m);if(y&&\"all\"!==y){var x=y.split(\"+\");-1===x.indexOf(\"x\")&&(g.traceCoord[0]=void 0),-1===x.indexOf(\"y\")&&(g.traceCoord[1]=void 0),-1===x.indexOf(\"z\")&&(g.traceCoord[2]=void 0),-1===x.indexOf(\"text\")&&(g.textLabel=void 0),-1===x.indexOf(\"name\")&&(g.name=void 0)}s.loneHover({x:g.screenCoord[0],y:g.screenCoord[1],xLabel:this.hoverFormatter(\"xaxis\",g.traceCoord[0]),yLabel:this.hoverFormatter(\"yaxis\",g.traceCoord[1]),zLabel:g.traceCoord[2],text:g.textLabel,name:g.name,color:s.castHoverOption(v,m,\"bgcolor\")||g.color,borderColor:s.castHoverOption(v,m,\"bordercolor\"),fontFamily:s.castHoverOption(v,m,\"font.family\"),fontSize:s.castHoverOption(v,m,\"font.size\"),fontColor:s.castHoverOption(v,m,\"font.color\"),nameLength:s.castHoverOption(v,m,\"namelength\"),textAlign:s.castHoverOption(v,m,\"align\")},{container:this.svgContainer,gd:this.graphDiv})}}a||this.unhover(),t.draw()}},w.unhover=function(){this.lastPickResult&&(this.spikes.update({}),this.lastPickResult=null,this.graphDiv.emit(\"plotly_unhover\"),s.loneUnhover(this.svgContainer))},w.hoverFormatter=function(t,e){if(void 0!==e){var r=this[t];return o.tickText(r,r.c2l(e),\"hover\").text}}},{\"../../components/fx\":617,\"../../lib/show_no_webgl_msg\":722,\"../../plots/cartesian/axes\":749,\"../../registry\":829,\"../cartesian/autorange\":748,\"../cartesian/constants\":755,\"../cartesian/constraints\":756,\"./camera\":785,\"./convert\":786,\"gl-plot2d\":284,\"gl-select-box\":296,\"gl-spikes2d\":305,\"webgl-context\":541}],789:[function(t,e,r){\"use strict\";var n=t(\"../../plot_api/edit_types\").overrideAll,i=t(\"../../components/fx/layout_attributes\"),a=t(\"./scene\"),o=t(\"../get_data\").getSubplotData,s=t(\"../../lib\"),l=t(\"../../constants/xmlns_namespaces\");r.name=\"gl3d\",r.attr=\"scene\",r.idRoot=\"scene\",r.idRegex=r.attrRegex=s.counterRegex(\"scene\"),r.attributes=t(\"./layout/attributes\"),r.layoutAttributes=t(\"./layout/layout_attributes\"),r.baseLayoutAttrOverrides=n({hoverlabel:i.hoverlabel},\"plot\",\"nested\"),r.supplyLayoutDefaults=t(\"./layout/defaults\"),r.plot=function(t){for(var e=t._fullLayout,r=t._fullData,n=e._subplots.gl3d,i=0;i<n.length;i++){var s=n[i],l=o(r,\"gl3d\",s),c=e[s],u=c.camera,h=c._scene;h||(h=new a({id:s,graphDiv:t,container:t.querySelector(\".gl-container\"),staticPlot:t._context.staticPlot,plotGlPixelRatio:t._context.plotGlPixelRatio,camera:u},e),c._scene=h),h.viewInitial||(h.viewInitial={up:{x:u.up.x,y:u.up.y,z:u.up.z},eye:{x:u.eye.x,y:u.eye.y,z:u.eye.z},center:{x:u.center.x,y:u.center.y,z:u.center.z}}),h.plot(l,e,t.layout)}},r.clean=function(t,e,r,n){for(var i=n._subplots.gl3d||[],a=0;a<i.length;a++){var o=i[a];!e[o]&&n[o]._scene&&(n[o]._scene.destroy(),n._infolayer&&n._infolayer.selectAll(\".annotation-\"+o).remove())}},r.toSVG=function(t){for(var e=t._fullLayout,r=e._subplots.gl3d,n=e._size,i=0;i<r.length;i++){var a=e[r[i]],o=a.domain,s=a._scene,c=s.toImage(\"png\");e._glimages.append(\"svg:image\").attr({xmlns:l.svg,\"xlink:href\":c,x:n.l+n.w*o.x[0],y:n.t+n.h*(1-o.y[1]),width:n.w*(o.x[1]-o.x[0]),height:n.h*(o.y[1]-o.y[0]),preserveAspectRatio:\"none\"}),s.destroy()}},r.cleanId=function(t){if(t.match(/^scene[0-9]*$/)){var e=t.substr(5);return\"1\"===e&&(e=\"\"),\"scene\"+e}},r.updateFx=function(t){for(var e=t._fullLayout,r=e._subplots.gl3d,n=0;n<r.length;n++){e[r[n]]._scene.updateFx(e.dragmode,e.hovermode)}}},{\"../../components/fx/layout_attributes\":618,\"../../constants/xmlns_namespaces\":679,\"../../lib\":701,\"../../plot_api/edit_types\":732,\"../get_data\":784,\"./layout/attributes\":790,\"./layout/defaults\":794,\"./layout/layout_attributes\":795,\"./scene\":799}],790:[function(t,e,r){\"use strict\";e.exports={scene:{valType:\"subplotid\",dflt:\"scene\",editType:\"calc+clearAxisTypes\"}}},{}],791:[function(t,e,r){\"use strict\";var n=t(\"../../../components/color\"),i=t(\"../../cartesian/layout_attributes\"),a=t(\"../../../lib/extend\").extendFlat,o=t(\"../../../plot_api/edit_types\").overrideAll;e.exports=o({visible:i.visible,showspikes:{valType:\"boolean\",dflt:!0},spikesides:{valType:\"boolean\",dflt:!0},spikethickness:{valType:\"number\",min:0,dflt:2},spikecolor:{valType:\"color\",dflt:n.defaultLine},showbackground:{valType:\"boolean\",dflt:!1},backgroundcolor:{valType:\"color\",dflt:\"rgba(204, 204, 204, 0.5)\"},showaxeslabels:{valType:\"boolean\",dflt:!0},color:i.color,categoryorder:i.categoryorder,categoryarray:i.categoryarray,title:i.title,type:a({},i.type,{values:[\"-\",\"linear\",\"log\",\"date\",\"category\"]}),autorange:i.autorange,rangemode:i.rangemode,range:a({},i.range,{items:[{valType:\"any\",editType:\"plot\",impliedEdits:{\"^autorange\":!1}},{valType:\"any\",editType:\"plot\",impliedEdits:{\"^autorange\":!1}}],anim:!1}),tickmode:i.tickmode,nticks:i.nticks,tick0:i.tick0,dtick:i.dtick,tickvals:i.tickvals,ticktext:i.ticktext,ticks:i.ticks,mirror:i.mirror,ticklen:i.ticklen,tickwidth:i.tickwidth,tickcolor:i.tickcolor,showticklabels:i.showticklabels,tickfont:i.tickfont,tickangle:i.tickangle,tickprefix:i.tickprefix,showtickprefix:i.showtickprefix,ticksuffix:i.ticksuffix,showticksuffix:i.showticksuffix,showexponent:i.showexponent,exponentformat:i.exponentformat,separatethousands:i.separatethousands,tickformat:i.tickformat,tickformatstops:i.tickformatstops,hoverformat:i.hoverformat,showline:i.showline,linecolor:i.linecolor,linewidth:i.linewidth,showgrid:i.showgrid,gridcolor:a({},i.gridcolor,{dflt:\"rgb(204, 204, 204)\"}),gridwidth:i.gridwidth,zeroline:i.zeroline,zerolinecolor:i.zerolinecolor,zerolinewidth:i.zerolinewidth,_deprecated:{title:i._deprecated.title,titlefont:i._deprecated.titlefont}},\"plot\",\"from-root\")},{\"../../../components/color\":578,\"../../../lib/extend\":691,\"../../../plot_api/edit_types\":732,\"../../cartesian/layout_attributes\":761}],792:[function(t,e,r){\"use strict\";var n=t(\"tinycolor2\").mix,i=t(\"../../../lib\"),a=t(\"../../../plot_api/plot_template\"),o=t(\"./axis_attributes\"),s=t(\"../../cartesian/type_defaults\"),l=t(\"../../cartesian/axis_defaults\"),c=[\"xaxis\",\"yaxis\",\"zaxis\"];e.exports=function(t,e,r){var u,h;function f(t,e){return i.coerce(u,h,o,t,e)}for(var p=0;p<c.length;p++){var d=c[p];u=t[d]||{},(h=a.newContainer(e,d))._id=d[0]+r.scene,h._name=d,s(u,h,f,r),l(u,h,f,{font:r.font,letter:d[0],data:r.data,showGrid:!0,noTickson:!0,bgColor:r.bgColor,calendar:r.calendar},r.fullLayout),f(\"gridcolor\",n(h.color,r.bgColor,13600/187).toRgbString()),f(\"title.text\",d[0]),h.setScale=i.noop,f(\"showspikes\")&&(f(\"spikesides\"),f(\"spikethickness\"),f(\"spikecolor\",h.color)),f(\"showaxeslabels\"),f(\"showbackground\")&&f(\"backgroundcolor\")}}},{\"../../../lib\":701,\"../../../plot_api/plot_template\":739,\"../../cartesian/axis_defaults\":751,\"../../cartesian/type_defaults\":772,\"./axis_attributes\":791,tinycolor2:522}],793:[function(t,e,r){\"use strict\";var n=t(\"../../../lib/str2rgbarray\"),i=t(\"../../../lib\"),a=[\"xaxis\",\"yaxis\",\"zaxis\"];function o(){this.bounds=[[-10,-10,-10],[10,10,10]],this.ticks=[[],[],[]],this.tickEnable=[!0,!0,!0],this.tickFont=[\"sans-serif\",\"sans-serif\",\"sans-serif\"],this.tickSize=[12,12,12],this.tickAngle=[0,0,0],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickPad=[18,18,18],this.labels=[\"x\",\"y\",\"z\"],this.labelEnable=[!0,!0,!0],this.labelFont=[\"Open Sans\",\"Open Sans\",\"Open Sans\"],this.labelSize=[20,20,20],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labelPad=[30,30,30],this.lineEnable=[!0,!0,!0],this.lineMirror=[!1,!1,!1],this.lineWidth=[1,1,1],this.lineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.lineTickEnable=[!0,!0,!0],this.lineTickMirror=[!1,!1,!1],this.lineTickLength=[10,10,10],this.lineTickWidth=[1,1,1],this.lineTickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.gridEnable=[!0,!0,!0],this.gridWidth=[1,1,1],this.gridColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroEnable=[!0,!0,!0],this.zeroLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroLineWidth=[2,2,2],this.backgroundEnable=[!0,!0,!0],this.backgroundColor=[[.8,.8,.8,.5],[.8,.8,.8,.5],[.8,.8,.8,.5]],this._defaultTickPad=this.tickPad.slice(),this._defaultLabelPad=this.labelPad.slice(),this._defaultLineTickLength=this.lineTickLength.slice()}o.prototype.merge=function(t,e){for(var r=0;r<3;++r){var o=e[a[r]];o.visible?(this.labels[r]=t.meta?i.templateString(o.title.text,{meta:t.meta}):o.title.text,\"font\"in o.title&&(o.title.font.color&&(this.labelColor[r]=n(o.title.font.color)),o.title.font.family&&(this.labelFont[r]=o.title.font.family),o.title.font.size&&(this.labelSize[r]=o.title.font.size)),\"showline\"in o&&(this.lineEnable[r]=o.showline),\"linecolor\"in o&&(this.lineColor[r]=n(o.linecolor)),\"linewidth\"in o&&(this.lineWidth[r]=o.linewidth),\"showgrid\"in o&&(this.gridEnable[r]=o.showgrid),\"gridcolor\"in o&&(this.gridColor[r]=n(o.gridcolor)),\"gridwidth\"in o&&(this.gridWidth[r]=o.gridwidth),\"log\"===o.type?this.zeroEnable[r]=!1:\"zeroline\"in o&&(this.zeroEnable[r]=o.zeroline),\"zerolinecolor\"in o&&(this.zeroLineColor[r]=n(o.zerolinecolor)),\"zerolinewidth\"in o&&(this.zeroLineWidth[r]=o.zerolinewidth),\"ticks\"in o&&o.ticks?this.lineTickEnable[r]=!0:this.lineTickEnable[r]=!1,\"ticklen\"in o&&(this.lineTickLength[r]=this._defaultLineTickLength[r]=o.ticklen),\"tickcolor\"in o&&(this.lineTickColor[r]=n(o.tickcolor)),\"tickwidth\"in o&&(this.lineTickWidth[r]=o.tickwidth),\"tickangle\"in o&&(this.tickAngle[r]=\"auto\"===o.tickangle?-3600:Math.PI*-o.tickangle/180),\"showticklabels\"in o&&(this.tickEnable[r]=o.showticklabels),\"tickfont\"in o&&(o.tickfont.color&&(this.tickColor[r]=n(o.tickfont.color)),o.tickfont.family&&(this.tickFont[r]=o.tickfont.family),o.tickfont.size&&(this.tickSize[r]=o.tickfont.size)),\"mirror\"in o?-1!==[\"ticks\",\"all\",\"allticks\"].indexOf(o.mirror)?(this.lineTickMirror[r]=!0,this.lineMirror[r]=!0):!0===o.mirror?(this.lineTickMirror[r]=!1,this.lineMirror[r]=!0):(this.lineTickMirror[r]=!1,this.lineMirror[r]=!1):this.lineMirror[r]=!1,\"showbackground\"in o&&!1!==o.showbackground?(this.backgroundEnable[r]=!0,this.backgroundColor[r]=n(o.backgroundcolor)):this.backgroundEnable[r]=!1):(this.tickEnable[r]=!1,this.labelEnable[r]=!1,this.lineEnable[r]=!1,this.lineTickEnable[r]=!1,this.gridEnable[r]=!1,this.zeroEnable[r]=!1,this.backgroundEnable[r]=!1)}},e.exports=function(t,e){var r=new o;return r.merge(t,e),r}},{\"../../../lib\":701,\"../../../lib/str2rgbarray\":724}],794:[function(t,e,r){\"use strict\";var n=t(\"../../../lib\"),i=t(\"../../../components/color\"),a=t(\"../../../registry\"),o=t(\"../../subplot_defaults\"),s=t(\"./axis_defaults\"),l=t(\"./layout_attributes\"),c=t(\"../../get_data\").getSubplotData,u=\"gl3d\";function h(t,e,r,n){for(var o=r(\"bgcolor\"),l=i.combine(o,n.paper_bgcolor),h=[\"up\",\"center\",\"eye\"],f=0;f<h.length;f++)r(\"camera.\"+h[f]+\".x\"),r(\"camera.\"+h[f]+\".y\"),r(\"camera.\"+h[f]+\".z\");r(\"camera.projection.type\");var p=!!r(\"aspectratio.x\")&&!!r(\"aspectratio.y\")&&!!r(\"aspectratio.z\"),d=r(\"aspectmode\",p?\"manual\":\"auto\");p||(t.aspectratio=e.aspectratio={x:1,y:1,z:1},\"manual\"===d&&(e.aspectmode=\"auto\"),t.aspectmode=e.aspectmode);var g=c(n.fullData,u,n.id);s(t,e,{font:n.font,scene:n.id,data:g,bgColor:l,calendar:n.calendar,fullLayout:n.fullLayout}),a.getComponentMethod(\"annotations3d\",\"handleDefaults\")(t,e,n);var v=n.getDfltFromLayout(\"dragmode\");if(!1!==v&&!v)if(v=\"orbit\",t.camera&&t.camera.up){var m=t.camera.up.x,y=t.camera.up.y,x=t.camera.up.z;0!==x&&(m&&y&&x?x/Math.sqrt(m*m+y*y+x*x)>.999&&(v=\"turntable\"):v=\"turntable\")}else v=\"turntable\";r(\"dragmode\",v),r(\"hovermode\",n.getDfltFromLayout(\"hovermode\"))}e.exports=function(t,e,r){var i=e._basePlotModules.length>1;o(t,e,r,{type:u,attributes:l,handleDefaults:h,fullLayout:e,font:e.font,fullData:r,getDfltFromLayout:function(e){if(!i)return n.validate(t[e],l[e])?t[e]:void 0},paper_bgcolor:e.paper_bgcolor,calendar:e.calendar})}},{\"../../../components/color\":578,\"../../../lib\":701,\"../../../registry\":829,\"../../get_data\":784,\"../../subplot_defaults\":824,\"./axis_defaults\":792,\"./layout_attributes\":795}],795:[function(t,e,r){\"use strict\";var n=t(\"./axis_attributes\"),i=t(\"../../domain\").attributes,a=t(\"../../../lib/extend\").extendFlat,o=t(\"../../../lib\").counterRegex;function s(t,e,r){return{x:{valType:\"number\",dflt:t,editType:\"camera\"},y:{valType:\"number\",dflt:e,editType:\"camera\"},z:{valType:\"number\",dflt:r,editType:\"camera\"},editType:\"camera\"}}e.exports={_arrayAttrRegexps:[o(\"scene\",\".annotations\",!0)],bgcolor:{valType:\"color\",dflt:\"rgba(0,0,0,0)\",editType:\"plot\"},camera:{up:a(s(0,0,1),{}),center:a(s(0,0,0),{}),eye:a(s(1.25,1.25,1.25),{}),projection:{type:{valType:\"enumerated\",values:[\"perspective\",\"orthographic\"],dflt:\"perspective\",editType:\"calc\"},editType:\"calc\"},editType:\"camera\"},domain:i({name:\"scene\",editType:\"plot\"}),aspectmode:{valType:\"enumerated\",values:[\"auto\",\"cube\",\"data\",\"manual\"],dflt:\"auto\",editType:\"plot\",impliedEdits:{\"aspectratio.x\":void 0,\"aspectratio.y\":void 0,\"aspectratio.z\":void 0}},aspectratio:{x:{valType:\"number\",min:0,editType:\"plot\",impliedEdits:{\"^aspectmode\":\"manual\"}},y:{valType:\"number\",min:0,editType:\"plot\",impliedEdits:{\"^aspectmode\":\"manual\"}},z:{valType:\"number\",min:0,editType:\"plot\",impliedEdits:{\"^aspectmode\":\"manual\"}},editType:\"plot\",impliedEdits:{aspectmode:\"manual\"}},xaxis:n,yaxis:n,zaxis:n,dragmode:{valType:\"enumerated\",values:[\"orbit\",\"turntable\",\"zoom\",\"pan\",!1],editType:\"plot\"},hovermode:{valType:\"enumerated\",values:[\"closest\",!1],dflt:\"closest\",editType:\"modebar\"},uirevision:{valType:\"any\",editType:\"none\"},editType:\"plot\",_deprecated:{cameraposition:{valType:\"info_array\",editType:\"camera\"}}}},{\"../../../lib\":701,\"../../../lib/extend\":691,\"../../domain\":774,\"./axis_attributes\":791}],796:[function(t,e,r){\"use strict\";var n=t(\"../../../lib/str2rgbarray\"),i=[\"xaxis\",\"yaxis\",\"zaxis\"];function a(){this.enabled=[!0,!0,!0],this.colors=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.drawSides=[!0,!0,!0],this.lineWidth=[1,1,1]}a.prototype.merge=function(t){for(var e=0;e<3;++e){var r=t[i[e]];r.visible?(this.enabled[e]=r.showspikes,this.colors[e]=n(r.spikecolor),this.drawSides[e]=r.spikesides,this.lineWidth[e]=r.spikethickness):(this.enabled[e]=!1,this.drawSides[e]=!1)}},e.exports=function(t){var e=new a;return e.merge(t),e}},{\"../../../lib/str2rgbarray\":724}],797:[function(t,e,r){\"use strict\";e.exports=function(t){for(var e=t.axesOptions,r=t.glplot.axesPixels,s=t.fullSceneLayout,l=[[],[],[]],c=0;c<3;++c){var u=s[a[c]];if(u._length=(r[c].hi-r[c].lo)*r[c].pixelsPerDataUnit/t.dataScale[c],Math.abs(u._length)===1/0||isNaN(u._length))l[c]=[];else{u._input_range=u.range.slice(),u.range[0]=r[c].lo/t.dataScale[c],u.range[1]=r[c].hi/t.dataScale[c],u._m=1/(t.dataScale[c]*r[c].pixelsPerDataUnit),u.range[0]===u.range[1]&&(u.range[0]-=1,u.range[1]+=1);var h=u.tickmode;if(\"auto\"===u.tickmode){u.tickmode=\"linear\";var f=u.nticks||i.constrain(u._length/40,4,9);n.autoTicks(u,Math.abs(u.range[1]-u.range[0])/f)}for(var p=n.calcTicks(u),d=0;d<p.length;++d)p[d].x=p[d].x*t.dataScale[c],\"date\"===u.type&&(p[d].text=p[d].text.replace(/\\<br\\>/g,\" \"));l[c]=p,u.tickmode=h}}e.ticks=l;for(var c=0;c<3;++c){o[c]=.5*(t.glplot.bounds[0][c]+t.glplot.bounds[1][c]);for(var d=0;d<2;++d)e.bounds[d][c]=t.glplot.bounds[d][c]}t.contourLevels=function(t){for(var e=new Array(3),r=0;r<3;++r){for(var n=t[r],i=new Array(n.length),a=0;a<n.length;++a)i[a]=n[a].x;e[r]=i}return e}(l)};var n=t(\"../../cartesian/axes\"),i=t(\"../../../lib\"),a=[\"xaxis\",\"yaxis\",\"zaxis\"],o=[0,0,0]},{\"../../../lib\":701,\"../../cartesian/axes\":749}],798:[function(t,e,r){\"use strict\";function n(t,e){var r,n,i=[0,0,0,0];for(r=0;r<4;++r)for(n=0;n<4;++n)i[n]+=t[4*r+n]*e[r];return i}e.exports=function(t,e){return n(t.projection,n(t.view,n(t.model,[e[0],e[1],e[2],1])))}},{}],799:[function(t,e,r){\"use strict\";var n,i,a=t(\"gl-plot3d\").createCamera,o=t(\"gl-plot3d\").createScene,s=t(\"webgl-context\"),l=t(\"has-passive-events\"),c=t(\"../../registry\"),u=t(\"../../lib\"),h=t(\"../../plots/cartesian/axes\"),f=t(\"../../components/fx\"),p=t(\"../../lib/str2rgbarray\"),d=t(\"../../lib/show_no_webgl_msg\"),g=t(\"./project\"),v=t(\"./layout/convert\"),m=t(\"./layout/spikes\"),y=t(\"./layout/tick_marks\");function x(t,e,r,a){if(t.initializeGLCamera(),!function(t,e,r,a,l){var c={canvas:a,gl:l,container:t.container,axes:t.axesOptions,spikes:t.spikeOptions,pickRadius:10,snapToData:!0,autoScale:!0,autoBounds:!1,cameraObject:e,pixelRatio:r};if(t.staticMode){if(!(i||(n=document.createElement(\"canvas\"),i=s({canvas:n,preserveDrawingBuffer:!0,premultipliedAlpha:!0,antialias:!0}))))throw new Error(\"error creating static canvas/context for image server\");c.pixelRatio=t.pixelRatio,c.gl=i,c.canvas=n}try{t.glplot=o(c)}catch(t){return!1}return!0}(t,t.camera,e,r,a))return d(t);var c=t.graphDiv,p=function(t){if(!1!==t.fullSceneLayout.dragmode){var e={};e[t.id+\".camera\"]=A(t.camera),t.saveCamera(c.layout),t.graphDiv.emit(\"plotly_relayout\",e)}};return t.glplot.canvas.addEventListener(\"mouseup\",function(){p(t)}),t.glplot.canvas.addEventListener(\"wheel\",function(){c._context._scrollZoom.gl3d&&p(t)},!!l&&{passive:!1}),t.staticMode||t.glplot.canvas.addEventListener(\"webglcontextlost\",function(e){c&&c.emit&&c.emit(\"plotly_webglcontextlost\",{event:e,layer:t.id})},!1),t.glplot.camera=t.camera,t.glplot.oncontextloss=function(){t.recoverContext()},t.glplot.onrender=function(t){var e,r=t.graphDiv,n=t.svgContainer,i=t.container.getBoundingClientRect(),a=i.width,o=i.height;n.setAttributeNS(null,\"viewBox\",\"0 0 \"+a+\" \"+o),n.setAttributeNS(null,\"width\",a),n.setAttributeNS(null,\"height\",o),y(t),t.glplot.axes.update(t.axesOptions);for(var s,l=Object.keys(t.traces),c=null,p=t.glplot.selection,d=0;d<l.length;++d)\"skip\"!==(e=t.traces[l[d]]).data.hoverinfo&&e.handlePick(p)&&(c=e),e.setContourLevels&&e.setContourLevels();function v(e,r){var n=t.fullSceneLayout[e];return h.tickText(n,n.d2l(r),\"hover\").text}if(null!==c){var m=g(t.glplot.cameraParams,p.dataCoordinate);e=c.data;var x,b=r._fullData[e.index],_=p.index,w={xLabel:v(\"xaxis\",p.traceCoordinate[0]),yLabel:v(\"yaxis\",p.traceCoordinate[1]),zLabel:v(\"zaxis\",p.traceCoordinate[2])},k=f.castHoverinfo(b,t.fullLayout,_),A=(k||\"\").split(\"+\"),T=k&&\"all\"===k;b.hovertemplate||T||(-1===A.indexOf(\"x\")&&(w.xLabel=void 0),-1===A.indexOf(\"y\")&&(w.yLabel=void 0),-1===A.indexOf(\"z\")&&(w.zLabel=void 0),-1===A.indexOf(\"text\")&&(p.textLabel=void 0),-1===A.indexOf(\"name\")&&(c.name=void 0));var M=[];\"cone\"===e.type||\"streamtube\"===e.type?(w.uLabel=v(\"xaxis\",p.traceCoordinate[3]),(T||-1!==A.indexOf(\"u\"))&&M.push(\"u: \"+w.uLabel),w.vLabel=v(\"yaxis\",p.traceCoordinate[4]),(T||-1!==A.indexOf(\"v\"))&&M.push(\"v: \"+w.vLabel),w.wLabel=v(\"zaxis\",p.traceCoordinate[5]),(T||-1!==A.indexOf(\"w\"))&&M.push(\"w: \"+w.wLabel),w.normLabel=p.traceCoordinate[6].toPrecision(3),(T||-1!==A.indexOf(\"norm\"))&&M.push(\"norm: \"+w.normLabel),\"streamtube\"===e.type&&(w.divergenceLabel=p.traceCoordinate[7].toPrecision(3),(T||-1!==A.indexOf(\"divergence\"))&&M.push(\"divergence: \"+w.divergenceLabel)),p.textLabel&&M.push(p.textLabel),x=M.join(\"<br>\")):\"isosurface\"===e.type||\"volume\"===e.type?(w.valueLabel=h.tickText(t.mockAxis,t.mockAxis.d2l(p.traceCoordinate[3]),\"hover\").text,M.push(\"value: \"+w.valueLabel),p.textLabel&&M.push(p.textLabel),x=M.join(\"<br>\")):x=p.textLabel;var S={x:p.traceCoordinate[0],y:p.traceCoordinate[1],z:p.traceCoordinate[2],data:b._input,fullData:b,curveNumber:b.index,pointNumber:_};f.appendArrayPointValue(S,b,_),e._module.eventData&&(S=b._module.eventData(S,p,b,{},_));var E={points:[S]};t.fullSceneLayout.hovermode&&f.loneHover({trace:b,x:(.5+.5*m[0]/m[3])*a,y:(.5-.5*m[1]/m[3])*o,xLabel:w.xLabel,yLabel:w.yLabel,zLabel:w.zLabel,text:x,name:c.name,color:f.castHoverOption(b,_,\"bgcolor\")||c.color,borderColor:f.castHoverOption(b,_,\"bordercolor\"),fontFamily:f.castHoverOption(b,_,\"font.family\"),fontSize:f.castHoverOption(b,_,\"font.size\"),fontColor:f.castHoverOption(b,_,\"font.color\"),nameLength:f.castHoverOption(b,_,\"namelength\"),textAlign:f.castHoverOption(b,_,\"align\"),hovertemplate:u.castOption(b,_,\"hovertemplate\"),hovertemplateLabels:u.extendFlat({},S,w),eventData:[S]},{container:n,gd:r}),p.buttons&&p.distance<5?r.emit(\"plotly_click\",E):r.emit(\"plotly_hover\",E),s=E}else f.loneUnhover(n),r.emit(\"plotly_unhover\",s);t.drawAnnotations(t)}.bind(null,t),t.traces={},t.make4thDimension(),!0}function b(t,e){var r=document.createElement(\"div\"),n=t.container;this.graphDiv=t.graphDiv;var i=document.createElementNS(\"http://www.w3.org/2000/svg\",\"svg\");i.style.position=\"absolute\",i.style.top=i.style.left=\"0px\",i.style.width=i.style.height=\"100%\",i.style[\"z-index\"]=20,i.style[\"pointer-events\"]=\"none\",r.appendChild(i),this.svgContainer=i,r.id=t.id,r.style.position=\"absolute\",r.style.top=r.style.left=\"0px\",r.style.width=r.style.height=\"100%\",n.appendChild(r),this.fullLayout=e,this.id=t.id||\"scene\",this.fullSceneLayout=e[this.id],this.plotArgs=[[],{},{}],this.axesOptions=v(e,e[this.id]),this.spikeOptions=m(e[this.id]),this.container=r,this.staticMode=!!t.staticPlot,this.pixelRatio=this.pixelRatio||t.plotGlPixelRatio||2,this.dataScale=[1,1,1],this.contourLevels=[[],[],[]],this.convertAnnotations=c.getComponentMethod(\"annotations3d\",\"convert\"),this.drawAnnotations=c.getComponentMethod(\"annotations3d\",\"draw\"),x(this,this.pixelRatio)}var _=b.prototype;_.initializeGLCamera=function(){var t=this.fullSceneLayout.camera,e=\"orthographic\"===t.projection.type;this.camera=a(this.container,{center:[t.center.x,t.center.y,t.center.z],eye:[t.eye.x,t.eye.y,t.eye.z],up:[t.up.x,t.up.y,t.up.z],_ortho:e,zoomMin:.01,zoomMax:100,mode:\"orbit\"})},_.recoverContext=function(){var t=this,e=this.glplot.gl,r=this.glplot.canvas,n=this.glplot.camera,i=this.glplot.pixelRatio;this.glplot.dispose(),requestAnimationFrame(function a(){e.isContextLost()?requestAnimationFrame(a):x(t,n,i,r)?t.plot.apply(t,t.plotArgs):u.error(\"Catastrophic and unrecoverable WebGL error. Context lost.\")})};var w=[\"xaxis\",\"yaxis\",\"zaxis\"];function k(t,e,r){for(var n=t.fullSceneLayout,i=0;i<3;i++){var a=w[i],o=a.charAt(0),s=n[a],l=e[o],c=e[o+\"calendar\"],h=e[\"_\"+o+\"length\"];if(u.isArrayOrTypedArray(l))for(var f,p=0;p<(h||l.length);p++)if(u.isArrayOrTypedArray(l[p]))for(var d=0;d<l[p].length;++d)f=s.d2l(l[p][d],0,c),!isNaN(f)&&isFinite(f)&&(r[0][i]=Math.min(r[0][i],f),r[1][i]=Math.max(r[1][i],f));else f=s.d2l(l[p],0,c),!isNaN(f)&&isFinite(f)&&(r[0][i]=Math.min(r[0][i],f),r[1][i]=Math.max(r[1][i],f));else r[0][i]=Math.min(r[0][i],0),r[1][i]=Math.max(r[1][i],h-1)}}function A(t){return{up:{x:t.up[0],y:t.up[1],z:t.up[2]},center:{x:t.center[0],y:t.center[1],z:t.center[2]},eye:{x:t.eye[0],y:t.eye[1],z:t.eye[2]},projection:{type:!0===t._ortho?\"orthographic\":\"perspective\"}}}_.plot=function(t,e,r){if(this.plotArgs=[t,e,r],!this.glplot.contextLost){var n,i,a,o,s,l,c=e[this.id],u=r[this.id];c.bgcolor?this.glplot.clearColor=p(c.bgcolor):this.glplot.clearColor=[0,0,0,0],this.glplot.snapToData=!0,this.fullLayout=e,this.fullSceneLayout=c,this.glplotLayout=c,this.axesOptions.merge(e,c),this.spikeOptions.merge(c),this.setCamera(c.camera),this.updateFx(c.dragmode,c.hovermode),this.camera.enableWheel=this.graphDiv._context._scrollZoom.gl3d,this.glplot.update({}),this.setConvert(s),t?Array.isArray(t)||(t=[t]):t=[];var h=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]];for(a=0;a<t.length;++a)!0===(n=t[a]).visible&&k(this,n,h);!function(t,e){for(var r=t.fullSceneLayout,n=r.annotations||[],i=0;i<3;i++)for(var a=w[i],o=a.charAt(0),s=r[a],l=0;l<n.length;l++){var c=n[l];if(c.visible){var u=s.r2l(c[o]);!isNaN(u)&&isFinite(u)&&(e[0][i]=Math.min(e[0][i],u),e[1][i]=Math.max(e[1][i],u))}}}(this,h);var f=[1,1,1];for(o=0;o<3;++o)h[1][o]===h[0][o]?f[o]=1:f[o]=1/(h[1][o]-h[0][o]);for(this.dataScale=f,this.convertAnnotations(this),a=0;a<t.length;++a)!0===(n=t[a]).visible&&((i=this.traces[n.uid])?i.data.type===n.type?i.update(n):(i.dispose(),i=n._module.plot(this,n),this.traces[n.uid]=i):(i=n._module.plot(this,n),this.traces[n.uid]=i),i.name=n.name);var d=Object.keys(this.traces);t:for(a=0;a<d.length;++a){for(o=0;o<t.length;++o)if(t[o].uid===d[a]&&!0===t[o].visible)continue t;(i=this.traces[d[a]]).dispose(),delete this.traces[d[a]]}this.glplot.objects.sort(function(t,e){return t._trace.data.index-e._trace.data.index});var g=[[0,0,0],[0,0,0]],v=[],m={};for(a=0;a<3;++a){if((l=(s=c[w[a]]).type)in m?(m[l].acc*=f[a],m[l].count+=1):m[l]={acc:f[a],count:1},s.autorange){g[0][a]=1/0,g[1][a]=-1/0;var y=this.glplot.objects,x=this.fullSceneLayout.annotations||[],b=s._name.charAt(0);for(o=0;o<y.length;o++){var _=y[o],A=_.bounds,T=_._trace.data._pad||0;\"ErrorBars\"===_.constructor.name&&s._lowerLogErrorBound?g[0][a]=Math.min(g[0][a],s._lowerLogErrorBound):g[0][a]=Math.min(g[0][a],A[0][a]/f[a]-T),g[1][a]=Math.max(g[1][a],A[1][a]/f[a]+T)}for(o=0;o<x.length;o++){var M=x[o];if(M.visible){var S=s.r2l(M[b]);g[0][a]=Math.min(g[0][a],S),g[1][a]=Math.max(g[1][a],S)}}if(\"rangemode\"in s&&\"tozero\"===s.rangemode&&(g[0][a]=Math.min(g[0][a],0),g[1][a]=Math.max(g[1][a],0)),g[0][a]>g[1][a])g[0][a]=-1,g[1][a]=1;else{var E=g[1][a]-g[0][a];g[0][a]-=E/32,g[1][a]+=E/32}if(\"reversed\"===s.autorange){var C=g[0][a];g[0][a]=g[1][a],g[1][a]=C}}else{var L=s.range;g[0][a]=s.r2l(L[0]),g[1][a]=s.r2l(L[1])}g[0][a]===g[1][a]&&(g[0][a]-=1,g[1][a]+=1),v[a]=g[1][a]-g[0][a],this.glplot.bounds[0][a]=g[0][a]*f[a],this.glplot.bounds[1][a]=g[1][a]*f[a]}var z=[1,1,1];for(a=0;a<3;++a){var O=m[l=(s=c[w[a]]).type];z[a]=Math.pow(O.acc,1/O.count)/f[a]}var I;if(\"auto\"===c.aspectmode)I=Math.max.apply(null,z)/Math.min.apply(null,z)<=4?z:[1,1,1];else if(\"cube\"===c.aspectmode)I=[1,1,1];else if(\"data\"===c.aspectmode)I=z;else{if(\"manual\"!==c.aspectmode)throw new Error(\"scene.js aspectRatio was not one of the enumerated types\");var D=c.aspectratio;I=[D.x,D.y,D.z]}c.aspectratio.x=u.aspectratio.x=I[0],c.aspectratio.y=u.aspectratio.y=I[1],c.aspectratio.z=u.aspectratio.z=I[2],this.glplot.aspect=I;var P=c.domain||null,R=e._size||null;if(P&&R){var F=this.container.style;F.position=\"absolute\",F.left=R.l+P.x[0]*R.w+\"px\",F.top=R.t+(1-P.y[1])*R.h+\"px\",F.width=R.w*(P.x[1]-P.x[0])+\"px\",F.height=R.h*(P.y[1]-P.y[0])+\"px\"}this.glplot.redraw()}},_.destroy=function(){this.glplot&&(this.camera.mouseListener.enabled=!1,this.container.removeEventListener(\"wheel\",this.camera.wheelListener),this.camera=this.glplot.camera=null,this.glplot.dispose(),this.container.parentNode.removeChild(this.container),this.glplot=null)},_.getCamera=function(){return this.glplot.camera.view.recalcMatrix(this.camera.view.lastT()),A(this.glplot.camera)},_.setCamera=function(t){var e;this.glplot.camera.lookAt.apply(this,[[(e=t).eye.x,e.eye.y,e.eye.z],[e.center.x,e.center.y,e.center.z],[e.up.x,e.up.y,e.up.z]]);var r=\"orthographic\"===t.projection.type;if(r!==this.glplot.camera._ortho){this.glplot.redraw();var n=this.glplot.pixelRatio,i=this.glplot.clearColor;this.glplot.gl.clearColor(i[0],i[1],i[2],i[3]),this.glplot.gl.clear(this.glplot.gl.DEPTH_BUFFER_BIT|this.glplot.gl.COLOR_BUFFER_BIT),this.glplot.dispose(),x(this,n),this.glplot.camera._ortho=r}},_.saveCamera=function(t){var e=this.fullLayout,r=this.getCamera(),n=u.nestedProperty(t,this.id+\".camera\"),i=n.get(),a=!1;function o(t,e,r,n){var i=[\"up\",\"center\",\"eye\"],a=[\"x\",\"y\",\"z\"];return e[i[r]]&&t[i[r]][a[n]]===e[i[r]][a[n]]}if(void 0===i)a=!0;else{for(var s=0;s<3;s++)for(var l=0;l<3;l++)if(!o(r,i,s,l)){a=!0;break}(!i.projection||r.projection&&r.projection.type!==i.projection.type)&&(a=!0)}if(a){var h={};h[this.id+\".camera\"]=i,c.call(\"_storeDirectGUIEdit\",t,e._preGUI,h),n.set(r),u.nestedProperty(e,this.id+\".camera\").set(r)}return a},_.updateFx=function(t,e){var r=this.camera;if(r)if(\"orbit\"===t)r.mode=\"orbit\",r.keyBindingMode=\"rotate\";else if(\"turntable\"===t){r.up=[0,0,1],r.mode=\"turntable\",r.keyBindingMode=\"rotate\";var n=this.graphDiv,i=n._fullLayout,a=this.fullSceneLayout.camera,o=a.up.x,s=a.up.y,l=a.up.z;if(l/Math.sqrt(o*o+s*s+l*l)<.999){var h=this.id+\".camera.up\",f={x:0,y:0,z:1},p={};p[h]=f;var d=n.layout;c.call(\"_storeDirectGUIEdit\",d,i._preGUI,p),a.up=f,u.nestedProperty(d,h).set(f)}}else r.keyBindingMode=t;this.fullSceneLayout.hovermode=e},_.toImage=function(t){t||(t=\"png\"),this.staticMode&&this.container.appendChild(n),this.glplot.redraw();var e=this.glplot.gl,r=e.drawingBufferWidth,i=e.drawingBufferHeight;e.bindFramebuffer(e.FRAMEBUFFER,null);var a=new Uint8Array(r*i*4);e.readPixels(0,0,r,i,e.RGBA,e.UNSIGNED_BYTE,a);for(var o=0,s=i-1;o<s;++o,--s)for(var l=0;l<r;++l)for(var c=0;c<4;++c){var u=a[4*(r*o+l)+c];a[4*(r*o+l)+c]=a[4*(r*s+l)+c],a[4*(r*s+l)+c]=u}var h=document.createElement(\"canvas\");h.width=r,h.height=i;var f,p=h.getContext(\"2d\"),d=p.createImageData(r,i);switch(d.data.set(a),p.putImageData(d,0,0),t){case\"jpeg\":f=h.toDataURL(\"image/jpeg\");break;case\"webp\":f=h.toDataURL(\"image/webp\");break;default:f=h.toDataURL(\"image/png\")}return this.staticMode&&this.container.removeChild(n),f},_.setConvert=function(){for(var t=0;t<3;t++){var e=this.fullSceneLayout[w[t]];h.setConvert(e,this.fullLayout),e.setScale=u.noop}},_.make4thDimension=function(){var t=this.graphDiv._fullLayout;this.mockAxis={type:\"linear\",showexponent:\"all\",exponentformat:\"B\"},h.setConvert(this.mockAxis,t)},e.exports=b},{\"../../components/fx\":617,\"../../lib\":701,\"../../lib/show_no_webgl_msg\":722,\"../../lib/str2rgbarray\":724,\"../../plots/cartesian/axes\":749,\"../../registry\":829,\"./layout/convert\":793,\"./layout/spikes\":796,\"./layout/tick_marks\":797,\"./project\":798,\"gl-plot3d\":287,\"has-passive-events\":404,\"webgl-context\":541}],800:[function(t,e,r){\"use strict\";e.exports=function(t,e,r,n){n=n||t.length;for(var i=new Array(n),a=0;a<n;a++)i[a]=[t[a],e[a],r[a]];return i}},{}],801:[function(t,e,r){\"use strict\";var n=t(\"./font_attributes\"),i=t(\"./animation_attributes\"),a=t(\"../components/color/attributes\"),o=t(\"../components/colorscale/layout_attributes\"),s=t(\"./pad_attributes\"),l=t(\"../lib/extend\").extendFlat,c=n({editType:\"calc\"});c.family.dflt='\"Open Sans\", verdana, arial, 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e,r=t.sourcetype,n=t.source,i={type:r};\"geojson\"===r?e=\"data\":\"vector\"===r&&(e=\"string\"==typeof n?\"url\":\"tiles\");return i[e]=n,i}(t);e.addSource(this.idSource,r)}},o.updateLayer=function(t){var e=this.map,r=l(t);this.removeLayer(),this.layerType=t.type,s(t)&&e.addLayer({id:this.idLayer,source:this.idSource,\"source-layer\":t.sourcelayer||\"\",type:t.type,minzoom:t.minzoom,maxzoom:t.maxzoom,layout:r.layout,paint:r.paint},t.below)},o.updateStyle=function(t){if(s(t)){var e=l(t);this.mapbox.setOptions(this.idLayer,\"setLayoutProperty\",e.layout),this.mapbox.setOptions(this.idLayer,\"setPaintProperty\",e.paint)}},o.removeLayer=function(){var t=this.map;t.getLayer(this.idLayer)&&t.removeLayer(this.idLayer)},o.dispose=function(){var t=this.map;t.removeLayer(this.idLayer),t.removeSource(this.idSource)},e.exports=function(t,e,r){var n=new a(t,e);return n.update(r),n}},{\"../../lib\":701,\"./convert_text_opts\":803}],806:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../../components/color\").defaultLine,a=t(\"../domain\").attributes,o=t(\"../font_attributes\"),s=t(\"../../traces/scatter/attributes\").textposition,l=t(\"../../plot_api/edit_types\").overrideAll,c=t(\"../../plot_api/plot_template\").templatedArray,u=o({});u.family.dflt=\"Open Sans Regular, Arial Unicode MS 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e=s.div.getBoundingClientRect();t.clientX=t.point.x+e.left,t.clientY=t.point.y+e.top,t.target.getBoundingClientRect=function(){return e},s.xaxis.p2c=function(){return t.lngLat.lng},s.yaxis.p2c=function(){return t.lngLat.lat},i.hover(l,t,s.id)}),p.on(\"dragstart\",x),p.on(\"zoomstart\",x),p.on(\"dblclick\",function(){var t=l._fullLayout[s.id];o.call(\"_storeDirectGUIEdit\",l.layout,l._fullLayout._preGUI,s.getViewEdits(t));var e=s.viewInitial;p.setCenter(m(e.center)),p.setZoom(e.zoom),p.setBearing(e.bearing),p.setPitch(e.pitch);var r=s.getView();t._input.center=t.center=r.center,t._input.zoom=t.zoom=r.zoom,t._input.bearing=t.bearing=r.bearing,t._input.pitch=t.pitch=r.pitch,l.emit(\"plotly_doubleclick\",null),l.emit(\"plotly_relayout\",s.getViewEdits(r))}),s.clearSelect=function(){l._fullLayout._zoomlayer.selectAll(\".select-outline\").remove()},s.onClickInPanFn=function(t){return function(e){var r=l._fullLayout.clickmode;r.indexOf(\"select\")>-1&&c(e.originalEvent,l,[s.xaxis],[s.yaxis],s.id,t),r.indexOf(\"event\")>-1&&i.click(l,e.originalEvent)}}}function x(){i.loneUnhover(e._toppaper)}},d.updateMap=function(t,e,r,n){var i=this,a=i.map,o=e[this.id];i.rejectOnError(n);var s=g(o.style);i.styleObj.id!==s.id?(i.styleObj=s,a.setStyle(s.style),a.once(\"styledata\",function(){i.traceHash={},i.updateData(t),i.updateLayout(e),i.resolveOnRender(r)})):(i.updateData(t),i.updateLayout(e),i.resolveOnRender(r))},d.updateData=function(t){var e,r,n,i,a=this.traceHash;for(n=0;n<t.length;n++){var o=t[n];(e=a[(r=o[0].trace).uid])?e.update(o):r._module&&(a[r.uid]=r._module.plot(this,o))}var s=Object.keys(a);t:for(n=0;n<s.length;n++){var l=s[n];for(i=0;i<t.length;i++)if(l===(r=t[i][0].trace).uid)continue t;(e=a[l]).dispose(),delete a[l]}},d.updateLayout=function(t){var 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O=n.range.apply(this,C);if(O=O.map(function(t,e){return parseFloat(t.toPrecision(12))}),s=n.scale.linear().domain(C.slice(0,2)).range(\"clockwise\"===f.direction?[0,360]:[360,0]),u.layout.angularAxis.domain=s.domain(),u.layout.angularAxis.endPadding=M?E:0,\"undefined\"==typeof(t=n.select(this).select(\"svg.chart-root\"))||t.empty()){var I=(new DOMParser).parseFromString(\"<svg xmlns='http://www.w3.org/2000/svg' class='chart-root'>' + '<g class='outer-group'>' + '<g class='chart-group'>' + '<circle class='background-circle'></circle>' + '<g class='geometry-group'></g>' + '<g class='radial axis-group'>' + '<circle class='outside-circle'></circle>' + '</g>' + '<g class='angular axis-group'></g>' + '<g class='guides-group'><line></line><circle r='0'></circle></g>' + '</g>' + '<g class='legend-group'></g>' + '<g class='tooltips-group'></g>' + '<g class='title-group'><text></text></g>' + '</g>' + 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e%(f.minorTicks+1)!=0?\"\":f.angularAxis.rewriteTicks(this.textContent,e)});var K=n.max(R.selectAll(\".angular-tick text\")[0].map(function(t,e){return t.getCTM().e+t.getBBox().width}));P.attr({transform:\"translate(\"+[x+K,f.margin.top]+\")\"});var Q=t.select(\"g.geometry-group\").selectAll(\"g\").size()>0,tt=t.select(\"g.geometry-group\").selectAll(\"g.geometry\").data(p);if(tt.enter().append(\"g\").attr({class:function(t,e){return\"geometry geometry\"+e}}),tt.exit().remove(),p[0]||Q){var et=[];p.forEach(function(t,e){var n={};n.radialScale=r,n.angularScale=s,n.container=tt.filter(function(t,r){return r==e}),n.geometry=t.geometry,n.orientation=f.orientation,n.direction=f.direction,n.index=e,et.push({data:t,geometryConfig:n})});var rt=n.nest().key(function(t,e){return\"undefined\"!=typeof t.data.groupId||\"unstacked\"}).entries(et),nt=[];rt.forEach(function(t,e){\"unstacked\"===t.key?nt=nt.concat(t.values.map(function(t,e){return[t]})):nt.push(t.values)}),nt.forEach(function(t,e){var r;r=Array.isArray(t)?t[0].geometryConfig.geometry:t.geometryConfig.geometry;var n=t.map(function(t,e){return i(o[r].defaultConfig(),t)});o[r]().config(n)()})}var it,at,ot=t.select(\".guides-group\"),st=t.select(\".tooltips-group\"),lt=o.tooltipPanel().config({container:st,fontSize:8})(),ct=o.tooltipPanel().config({container:st,fontSize:8})(),ut=o.tooltipPanel().config({container:st,hasTick:!0})();if(!A){var ht=ot.select(\"line\").attr({x1:0,y1:0,y2:0}).style({stroke:\"grey\",\"pointer-events\":\"none\"});R.on(\"mousemove.angular-guide\",function(t,e){var r=o.util.getMousePos(Y).angle;ht.attr({x2:-x,transform:\"rotate(\"+r+\")\"}).style({opacity:.5});var n=(r+180+360-f.orientation)%360;it=s.invert(n);var i=o.util.convertToCartesian(x+12,r+180);lt.text(o.util.round(it)).move([i[0]+_[0],i[1]+_[1]])}).on(\"mouseout.angular-guide\",function(t,e){ot.select(\"line\").style({opacity:0})})}var ft=ot.select(\"circle\").style({stroke:\"grey\",fill:\"none\"});R.on(\"mousemove.radial-guide\",function(t,e){var n=o.util.getMousePos(Y).radius;ft.attr({r:n}).style({opacity:.5}),at=r.invert(o.util.getMousePos(Y).radius);var i=o.util.convertToCartesian(n,f.radialAxis.orientation);ct.text(o.util.round(at)).move([i[0]+_[0],i[1]+_[1]])}).on(\"mouseout.radial-guide\",function(t,e){ft.style({opacity:0}),ut.hide(),lt.hide(),ct.hide()}),t.selectAll(\".geometry-group .mark\").on(\"mouseover.tooltip\",function(e,r){var i=n.select(this),a=this.style.fill,s=\"black\",l=this.style.opacity||1;if(i.attr({\"data-opacity\":l}),a&&\"none\"!==a){i.attr({\"data-fill\":a}),s=n.hsl(a).darker().toString(),i.style({fill:s,opacity:1});var c={t:o.util.round(e[0]),r:o.util.round(e[1])};A&&(c.t=w[e[0]]);var u=\"t: \"+c.t+\", r: \"+c.r,h=this.getBoundingClientRect(),f=t.node().getBoundingClientRect(),p=[h.left+h.width/2-V[0]-f.left,h.top+h.height/2-V[1]-f.top];ut.config({color:s}).text(u),ut.move(p)}else 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e=[];!o.util.arrayEqual(e,t);)e=t,t=[].concat.apply([],t);return t},o.util.deduplicate=function(t){return t.filter(function(t,e,r){return r.indexOf(t)==e})},o.util.convertToCartesian=function(t,e){var r=e*Math.PI/180;return[t*Math.cos(r),t*Math.sin(r)]},o.util.round=function(t,e){var r=e||2,n=Math.pow(10,r);return Math.round(t*n)/n},o.util.getMousePos=function(t){var e=n.mouse(t.node()),r=e[0],i=e[1],a={};return a.x=r,a.y=i,a.pos=e,a.angle=180*(Math.atan2(i,r)+Math.PI)/Math.PI,a.radius=Math.sqrt(r*r+i*i),a},o.util.duplicatesCount=function(t){for(var e,r={},n={},i=0,a=t.length;i<a;i++)(e=t[i])in r?(r[e]++,n[e]=r[e]):r[e]=1;return n},o.util.duplicates=function(t){return Object.keys(o.util.duplicatesCount(t))},o.util.translator=function(t,e,r,n){if(n){var i=r.slice();r=e,e=i}var a=e.reduce(function(t,e){if(\"undefined\"!=typeof t)return t[e]},t);\"undefined\"!=typeof a&&(e.reduce(function(t,r,n){if(\"undefined\"!=typeof t)return n===e.length-1&&delete 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o.PolyChart()},o.DotPlot.defaultConfig=function(){return{geometryConfig:{geometryType:\"dot\",dotType:\"circle\"}}},o.LinePlot=function(){return o.PolyChart()},o.LinePlot.defaultConfig=function(){return{geometryConfig:{geometryType:\"line\"}}},o.Legend=function(){var t=o.Legend.defaultConfig(),e=n.dispatch(\"hover\");function r(){var e=t.legendConfig,a=t.data.map(function(t,r){return[].concat(t).map(function(t,n){var a=i({},e.elements[r]);return a.name=t,a.color=[].concat(e.elements[r].color)[n],a})}),o=n.merge(a);o=o.filter(function(t,r){return e.elements[r]&&(e.elements[r].visibleInLegend||\"undefined\"==typeof e.elements[r].visibleInLegend)}),e.reverseOrder&&(o=o.reverse());var s=e.container;(\"string\"==typeof s||s.nodeName)&&(s=n.select(s));var l=o.map(function(t,e){return t.color}),c=e.fontSize,u=null==e.isContinuous?\"number\"==typeof 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y=f.select(\".legend-marks\").selectAll(\"path.legend-mark\").data(o);y.enter().append(\"path\").classed(\"legend-mark\",!0),y.attr({transform:function(t,e){return\"translate(\"+[c/2,v(e)+c/2]+\")\"},d:function(t,e){var r,i,a,o=t.symbol;return a=3*(i=c),\"line\"===(r=o)?\"M\"+[[-i/2,-i/12],[i/2,-i/12],[i/2,i/12],[-i/2,i/12]]+\"Z\":-1!=n.svg.symbolTypes.indexOf(r)?n.svg.symbol().type(r).size(a)():n.svg.symbol().type(\"square\").size(a)()},fill:function(t,e){return g(e)}}),y.exit().remove()}var x=n.svg.axis().scale(v).orient(\"right\"),b=f.select(\"g.legend-axis\").attr({transform:\"translate(\"+[u?e.colorBandWidth:c,c/2]+\")\"}).call(x);return b.selectAll(\".domain\").style({fill:\"none\",stroke:\"none\"}),b.selectAll(\"line\").style({fill:\"none\",stroke:u?e.textColor:\"none\"}),b.selectAll(\"text\").style({fill:e.textColor,\"font-size\":e.fontSize}).text(function(t,e){return o[e].name}),r}return r.config=function(e){return arguments.length?(i(t,e),this):t},n.rebind(r,e,\"on\"),r},o.Legend.defaultConfig=function(t,e){return{data:[\"a\",\"b\",\"c\"],legendConfig:{elements:[{symbol:\"line\",color:\"red\"},{symbol:\"square\",color:\"yellow\"},{symbol:\"diamond\",color:\"limegreen\"}],height:150,colorBandWidth:30,fontSize:12,container:\"body\",isContinuous:null,textColor:\"grey\",reverseOrder:!1}}},o.tooltipPanel=function(){var t,e,r,a={container:null,hasTick:!1,fontSize:12,color:\"white\",padding:5},s=\"tooltip-\"+o.tooltipPanel.uid++,l=10,c=function(){var n=(t=a.container.selectAll(\"g.\"+s).data([0])).enter().append(\"g\").classed(s,!0).style({\"pointer-events\":\"none\",display:\"none\"});return r=n.append(\"path\").style({fill:\"white\",\"fill-opacity\":.9}).attr({d:\"M0 0\"}),e=n.append(\"text\").attr({dx:a.padding+l,dy:.3*+a.fontSize}),c};return c.text=function(i){var o=n.hsl(a.color).l,s=o>=.5?\"#aaa\":\"white\",u=o>=.5?\"black\":\"white\",h=i||\"\";e.style({fill:u,\"font-size\":a.fontSize+\"px\"}).text(h);var f=a.padding,p=e.node().getBBox(),d={fill:a.color,stroke:s,\"stroke-width\":\"2px\"},g=p.width+2*f+l,v=p.height+2*f;return r.attr({d:\"M\"+[[l,-v/2],[l,-v/4],[a.hasTick?0:l,0],[l,v/4],[l,v/2],[g,v/2],[g,-v/2]].join(\"L\")+\"Z\"}).style(d),t.attr({transform:\"translate(\"+[l,-v/2+2*f]+\")\"}),t.style({display:\"block\"}),c},c.move=function(e){if(t)return t.attr({transform:\"translate(\"+[e[0],e[1]]+\")\"}).style({display:\"block\"}),c},c.hide=function(){if(t)return t.style({display:\"none\"}),c},c.show=function(){if(t)return t.style({display:\"block\"}),c},c.config=function(t){return i(a,t),c},c},o.tooltipPanel.uid=1,o.adapter={},o.adapter.plotly=function(){var t={convert:function(t,e){var r={};if(t.data&&(r.data=t.data.map(function(t,r){var n=i({},t);return[[n,[\"marker\",\"color\"],[\"color\"]],[n,[\"marker\",\"opacity\"],[\"opacity\"]],[n,[\"marker\",\"line\",\"color\"],[\"strokeColor\"]],[n,[\"marker\",\"line\",\"dash\"],[\"strokeDash\"]],[n,[\"marker\",\"line\",\"width\"],[\"strokeSize\"]],[n,[\"marker\",\"symbol\"],[\"dotType\"]],[n,[\"marker\",\"size\"],[\"dotSize\"]],[n,[\"marker\",\"barWidth\"],[\"barWidth\"]],[n,[\"line\",\"interpolation\"],[\"lineInterpolation\"]],[n,[\"showlegend\"],[\"visibleInLegend\"]]].forEach(function(t,r){o.util.translator.apply(null,t.concat(e))}),e||delete n.marker,e&&delete n.groupId,e?(\"LinePlot\"===n.geometry?(n.type=\"scatter\",!0===n.dotVisible?(delete n.dotVisible,n.mode=\"lines+markers\"):n.mode=\"lines\"):\"DotPlot\"===n.geometry?(n.type=\"scatter\",n.mode=\"markers\"):\"AreaChart\"===n.geometry?n.type=\"area\":\"BarChart\"===n.geometry&&(n.type=\"bar\"),delete 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s=i({},t.layout);if([[s,[\"plot_bgcolor\"],[\"backgroundColor\"]],[s,[\"showlegend\"],[\"showLegend\"]],[s,[\"radialaxis\"],[\"radialAxis\"]],[s,[\"angularaxis\"],[\"angularAxis\"]],[s.angularaxis,[\"showline\"],[\"gridLinesVisible\"]],[s.angularaxis,[\"showticklabels\"],[\"labelsVisible\"]],[s.angularaxis,[\"nticks\"],[\"ticksCount\"]],[s.angularaxis,[\"tickorientation\"],[\"tickOrientation\"]],[s.angularaxis,[\"ticksuffix\"],[\"ticksSuffix\"]],[s.angularaxis,[\"range\"],[\"domain\"]],[s.angularaxis,[\"endpadding\"],[\"endPadding\"]],[s.radialaxis,[\"showline\"],[\"gridLinesVisible\"]],[s.radialaxis,[\"tickorientation\"],[\"tickOrientation\"]],[s.radialaxis,[\"ticksuffix\"],[\"ticksSuffix\"]],[s.radialaxis,[\"range\"],[\"domain\"]],[s.angularAxis,[\"showline\"],[\"gridLinesVisible\"]],[s.angularAxis,[\"showticklabels\"],[\"labelsVisible\"]],[s.angularAxis,[\"nticks\"],[\"ticksCount\"]],[s.angularAxis,[\"tickorientation\"],[\"tickOrientation\"]],[s.angularAxis,[\"ticksuffix\"],[\"ticksSuffix\"]],[s.angularAxis,[\"range\"],[\"domain\"]],[s.angularAxis,[\"endpadding\"],[\"endPadding\"]],[s.radialAxis,[\"showline\"],[\"gridLinesVisible\"]],[s.radialAxis,[\"tickorientation\"],[\"tickOrientation\"]],[s.radialAxis,[\"ticksuffix\"],[\"ticksSuffix\"]],[s.radialAxis,[\"range\"],[\"domain\"]],[s.font,[\"outlinecolor\"],[\"outlineColor\"]],[s.legend,[\"traceorder\"],[\"reverseOrder\"]],[s,[\"labeloffset\"],[\"labelOffset\"]],[s,[\"defaultcolorrange\"],[\"defaultColorRange\"]]].forEach(function(t,r){o.util.translator.apply(null,t.concat(e))}),e?(\"undefined\"!=typeof 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n=t(\"d3\"),i=t(\"tinycolor2\"),a=t(\"../../registry\"),o=t(\"../../lib\"),s=t(\"../../components/color\"),l=t(\"../../components/drawing\"),c=t(\"../plots\"),u=t(\"../../plots/cartesian/axes\"),h=t(\"../cartesian/set_convert\"),f=t(\"./set_convert\"),p=t(\"../cartesian/autorange\").doAutoRange,d=t(\"../cartesian/dragbox\"),g=t(\"../../components/dragelement\"),v=t(\"../../components/fx\"),m=t(\"../../components/titles\"),y=t(\"../cartesian/select\").prepSelect,x=t(\"../cartesian/select\").selectOnClick,b=t(\"../cartesian/select\").clearSelect,_=t(\"../../lib/setcursor\"),w=t(\"../../lib/clear_gl_canvases\"),k=t(\"../../plot_api/subroutines\").redrawReglTraces,A=t(\"../../constants/alignment\").MID_SHIFT,T=t(\"./constants\"),M=t(\"./helpers\"),S=o._,E=o.mod,C=o.deg2rad,L=o.rad2deg;function z(t,e){this.id=e,this.gd=t,this._hasClipOnAxisFalse=null,this.vangles=null,this.radialAxisAngle=null,this.traceHash={},this.layers={},this.clipPaths={},this.clipIds={},this.viewInitial={};var r=t._fullLayout,n=\"clip\"+r._uid+e;this.clipIds.forTraces=n+\"-for-traces\",this.clipPaths.forTraces=r._clips.append(\"clipPath\").attr(\"id\",this.clipIds.forTraces),this.clipPaths.forTraces.append(\"path\"),this.framework=r._polarlayer.append(\"g\").attr(\"class\",e),this.radialTickLayout=null,this.angularTickLayout=null}var O=z.prototype;function I(t){var e=t.ticks+String(t.ticklen)+String(t.showticklabels);return\"side\"in t&&(e+=t.side),e}function D(t,e){return e[o.findIndexOfMin(e,function(e){return o.angleDist(t,e)})]}function P(t,e,r){return e?(t.attr(\"display\",null),t.attr(r)):t&&t.attr(\"display\",\"none\"),t}function R(t,e){return\"translate(\"+t+\",\"+e+\")\"}function F(t){return\"rotate(\"+t+\")\"}e.exports=function(t,e){return new z(t,e)},O.plot=function(t,e){var r=e[this.id];this._hasClipOnAxisFalse=!1;for(var 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e=r[t]=n.select(this);switch(t){case\"frontplot\":e.append(\"g\").classed(\"barlayer\",!0),e.append(\"g\").classed(\"scatterlayer\",!0);break;case\"backplot\":e.append(\"g\").classed(\"maplayer\",!0);break;case\"plotbg\":r.bg=e.append(\"path\");break;case\"radial-grid\":case\"angular-grid\":e.style(\"fill\",\"none\");break;case\"radial-line\":e.append(\"line\").style(\"fill\",\"none\");break;case\"angular-line\":e.append(\"path\").style(\"fill\",\"none\")}}),h.order()},O.updateLayout=function(t,e){var r=this.layers,n=t._size,i=e.radialaxis,a=e.angularaxis,o=e.domain.x,c=e.domain.y;this.xOffset=n.l+n.w*o[0],this.yOffset=n.t+n.h*(1-c[1]);var u=this.xLength=n.w*(o[1]-o[0]),h=this.yLength=n.h*(c[1]-c[0]),f=e.sector;this.sectorInRad=f.map(C);var p,d,g,v,m,y=this.sectorBBox=function(t){var e,r,n,i,a=t[0],o=t[1]-a,s=E(a,360),l=s+o,c=Math.cos(C(s)),u=Math.sin(C(s)),h=Math.cos(C(l)),f=Math.sin(C(l));i=s<=90&&l>=90||s>90&&l>=450?1:u<=0&&f<=0?0:Math.max(u,f);e=s<=180&&l>=180||s>180&&l>=540?-1:c>=0&&h>=0?0:Math.min(c,h);r=s<=270&&l>=270||s>270&&l>=630?-1:u>=0&&f>=0?0:Math.min(u,f);n=l>=360?1:c<=0&&h<=0?0:Math.max(c,h);return[e,r,n,i]}(f),x=y[2]-y[0],b=y[3]-y[1],_=h/u,w=Math.abs(b/x);_>w?(p=u,m=(h-(d=u*w))/n.h/2,g=[o[0],o[1]],v=[c[0]+m,c[1]-m]):(d=h,m=(u-(p=h/w))/n.w/2,g=[o[0]+m,o[1]-m],v=[c[0],c[1]]),this.xLength2=p,this.yLength2=d,this.xDomain2=g,this.yDomain2=v;var k=this.xOffset2=n.l+n.w*g[0],A=this.yOffset2=n.t+n.h*(1-v[1]),T=this.radius=p/x,M=this.innerRadius=e.hole*T,S=this.cx=k-T*y[0],L=this.cy=A+T*y[3],z=this.cxx=S-k,O=this.cyy=L-A;this.radialAxis=this.mockAxis(t,e,i,{_id:\"x\",side:{counterclockwise:\"top\",clockwise:\"bottom\"}[i.side],domain:[M/n.w,T/n.w]}),this.angularAxis=this.mockAxis(t,e,a,{side:\"right\",domain:[0,Math.PI],autorange:!1}),this.doAutoRange(t,e),this.updateAngularAxis(t,e),this.updateRadialAxis(t,e),this.updateRadialAxisTitle(t,e),this.xaxis=this.mockCartesianAxis(t,e,{_id:\"x\",domain:g}),this.yaxis=this.mockCartesianAxis(t,e,{_id:\"y\",domain:v});var I=this.pathSubplot();this.clipPaths.forTraces.select(\"path\").attr(\"d\",I).attr(\"transform\",R(z,O)),r.frontplot.attr(\"transform\",R(k,A)).call(l.setClipUrl,this._hasClipOnAxisFalse?null:this.clipIds.forTraces,this.gd),r.bg.attr(\"d\",I).attr(\"transform\",R(S,L)).call(s.fill,e.bgcolor)},O.mockAxis=function(t,e,r,n){var 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n=t(\"../../components/color/attributes\"),i=t(\"../domain\").attributes,a=t(\"../cartesian/layout_attributes\"),o=t(\"../../plot_api/edit_types\").overrideAll,s=t(\"../../lib/extend\").extendFlat,l={title:a.title,color:a.color,tickmode:a.tickmode,nticks:s({},a.nticks,{dflt:6,min:1}),tick0:a.tick0,dtick:a.dtick,tickvals:a.tickvals,ticktext:a.ticktext,ticks:a.ticks,ticklen:a.ticklen,tickwidth:a.tickwidth,tickcolor:a.tickcolor,showticklabels:a.showticklabels,showtickprefix:a.showtickprefix,tickprefix:a.tickprefix,showticksuffix:a.showticksuffix,ticksuffix:a.ticksuffix,showexponent:a.showexponent,exponentformat:a.exponentformat,separatethousands:a.separatethousands,tickfont:a.tickfont,tickangle:a.tickangle,tickformat:a.tickformat,tickformatstops:a.tickformatstops,hoverformat:a.hoverformat,showline:s({},a.showline,{dflt:!0}),linecolor:a.linecolor,linewidth:a.linewidth,showgrid:s({},a.showgrid,{dflt:!0}),gridcolor:a.gridcolor,gridwidth:a.gridwidth,layer:a.layer,min:{valType:\"number\",dflt:0,min:0},_deprecated:{title:a._deprecated.title,titlefont:a._deprecated.titlefont}},c=e.exports=o({domain:i({name:\"ternary\"}),bgcolor:{valType:\"color\",dflt:n.background},sum:{valType:\"number\",dflt:1,min:0},aaxis:l,baxis:l,caxis:l},\"plot\",\"from-root\");c.uirevision={valType:\"any\",editType:\"none\"},c.aaxis.uirevision=c.baxis.uirevision=c.caxis.uirevision={valType:\"any\",editType:\"none\"}},{\"../../components/color/attributes\":577,\"../../lib/extend\":691,\"../../plot_api/edit_types\":732,\"../cartesian/layout_attributes\":761,\"../domain\":774}],827:[function(t,e,r){\"use strict\";var n=t(\"../../components/color\"),i=t(\"../../plot_api/plot_template\"),a=t(\"../../lib\"),o=t(\"../subplot_defaults\"),s=t(\"../cartesian/tick_label_defaults\"),l=t(\"../cartesian/tick_mark_defaults\"),c=t(\"../cartesian/tick_value_defaults\"),u=t(\"../cartesian/line_grid_defaults\"),h=t(\"./layout_attributes\"),f=[\"aaxis\",\"baxis\",\"caxis\"];function p(t,e,r,a){var o,s,l,c=r(\"bgcolor\"),u=r(\"sum\");a.bgColor=n.combine(c,a.paper_bgcolor);for(var h=0;h<f.length;h++)s=t[o=f[h]]||{},(l=i.newContainer(e,o))._name=o,d(s,l,a,e);var p=e.aaxis,g=e.baxis,v=e.caxis;p.min+g.min+v.min>=u&&(p.min=0,g.min=0,v.min=0,t.aaxis&&delete t.aaxis.min,t.baxis&&delete t.baxis.min,t.caxis&&delete t.caxis.min)}function d(t,e,r,n){var i=h[e._name];function o(r,n){return a.coerce(t,e,i,r,n)}o(\"uirevision\",n.uirevision),e.type=\"linear\";var f=o(\"color\"),p=f!==i.color.dflt?f:r.font.color,d=e._name.charAt(0).toUpperCase(),g=\"Component 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n=t(\"d3\"),i=t(\"tinycolor2\"),a=t(\"../../registry\"),o=t(\"../../lib\"),s=o._,l=t(\"../../components/color\"),c=t(\"../../components/drawing\"),u=t(\"../cartesian/set_convert\"),h=t(\"../../lib/extend\").extendFlat,f=t(\"../plots\"),p=t(\"../cartesian/axes\"),d=t(\"../../components/dragelement\"),g=t(\"../../components/fx\"),v=t(\"../../components/titles\"),m=t(\"../cartesian/select\").prepSelect,y=t(\"../cartesian/select\").selectOnClick,x=t(\"../cartesian/select\").clearSelect,b=t(\"../cartesian/constants\");function _(t,e){this.id=t.id,this.graphDiv=t.graphDiv,this.init(e),this.makeFramework(e),this.aTickLayout=null,this.bTickLayout=null,this.cTickLayout=null}e.exports=_;var w=_.prototype;w.init=function(t){this.container=t._ternarylayer,this.defs=t._defs,this.layoutId=t._uid,this.traceHash={},this.layers={}},w.plot=function(t,e){var r=e[this.id],n=e._size;this._hasClipOnAxisFalse=!1;for(var i=0;i<t.length;i++){if(!1===t[i][0].trace.cliponaxis){this._hasClipOnAxisFalse=!0;break}}this.updateLayers(r),this.adjustLayout(r,n),f.generalUpdatePerTraceModule(this.graphDiv,this,t,r),this.layers.plotbg.select(\"path\").call(l.fill,r.bgcolor)},w.makeFramework=function(t){var e=this.graphDiv,r=t[this.id],n=this.clipId=\"clip\"+this.layoutId+this.id,i=this.clipIdRelative=\"clip-relative\"+this.layoutId+this.id;this.clipDef=o.ensureSingleById(t._clips,\"clipPath\",n,function(t){t.append(\"path\").attr(\"d\",\"M0,0Z\")}),this.clipDefRelative=o.ensureSingleById(t._clips,\"clipPath\",i,function(t){t.append(\"path\").attr(\"d\",\"M0,0Z\")}),this.plotContainer=o.ensureSingle(this.container,\"g\",this.id),this.updateLayers(r),c.setClipUrl(this.layers.backplot,n,e),c.setClipUrl(this.layers.grids,n,e)},w.updateLayers=function(t){var e=this.layers,r=[\"draglayer\",\"plotbg\",\"backplot\",\"grids\"];\"below traces\"===t.aaxis.layer&&r.push(\"aaxis\",\"aline\"),\"below 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r,n,i,a,o,s,f=this,p=t.domain,d=(p.x[0]+p.x[1])/2,g=(p.y[0]+p.y[1])/2,v=p.x[1]-p.x[0],m=p.y[1]-p.y[0],y=v*e.w,x=m*e.h,b=t.sum,_=t.aaxis.min,w=t.baxis.min,A=t.caxis.min;y>k*x?i=(a=x)*k:a=(i=y)/k,o=v*i/y,s=m*a/x,r=e.l+e.w*d-i/2,n=e.t+e.h*(1-g)-a/2,f.x0=r,f.y0=n,f.w=i,f.h=a,f.sum=b,f.xaxis={type:\"linear\",range:[_+2*A-b,b-_-2*w],domain:[d-o/2,d+o/2],_id:\"x\"},u(f.xaxis,f.graphDiv._fullLayout),f.xaxis.setScale(),f.xaxis.isPtWithinRange=function(t){return t.a>=f.aaxis.range[0]&&t.a<=f.aaxis.range[1]&&t.b>=f.baxis.range[1]&&t.b<=f.baxis.range[0]&&t.c>=f.caxis.range[1]&&t.c<=f.caxis.range[0]},f.yaxis={type:\"linear\",range:[_,b-w-A],domain:[g-s/2,g+s/2],_id:\"y\"},u(f.yaxis,f.graphDiv._fullLayout),f.yaxis.setScale(),f.yaxis.isPtWithinRange=function(){return!0};var T=f.yaxis.domain[0],M=f.aaxis=h({},t.aaxis,{range:[_,b-w-A],side:\"left\",tickangle:(+t.aaxis.tickangle||0)-30,domain:[T,T+s*k],anchor:\"free\",position:0,_id:\"y\",_length:i});u(M,f.graphDiv._fullLayout),M.setScale();var 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A=b.MINZOOM/2+.87,T=\"m-0.87,.5h\"+A+\"v3h-\"+(A+5.2)+\"l\"+(A/2+2.6)+\",-\"+(.87*A+4.5)+\"l2.6,1.5l-\"+A/2+\",\"+.87*A+\"Z\",M=\"m0.87,.5h-\"+A+\"v3h\"+(A+5.2)+\"l-\"+(A/2+2.6)+\",-\"+(.87*A+4.5)+\"l-2.6,1.5l\"+A/2+\",\"+.87*A+\"Z\",S=\"m0,1l\"+A/2+\",\"+.87*A+\"l2.6,-1.5l-\"+(A/2+2.6)+\",-\"+(.87*A+4.5)+\"l-\"+(A/2+2.6)+\",\"+(.87*A+4.5)+\"l2.6,1.5l\"+A/2+\",-\"+.87*A+\"Z\",E=\"m0.5,0.5h5v-2h-5v-5h-2v5h-5v2h5v5h2Z\",C=!0;function L(t){n.select(t).selectAll(\".zoombox,.js-zoombox-backdrop,.js-zoombox-menu,.zoombox-corners\").remove()}w.initInteractions=function(){var t,e,r,n,u,h,f,p,v,_,w=this,A=w.layers.plotbg.select(\"path\").node(),z=w.graphDiv,O=z._fullLayout._zoomlayer,I={element:A,gd:z,plotinfo:{id:w.id,xaxis:w.xaxis,yaxis:w.yaxis},subplot:w.id,prepFn:function(a,o,s){I.xaxes=[w.xaxis],I.yaxes=[w.yaxis];var c=z._fullLayout.dragmode;I.minDrag=\"lasso\"===c?1:void 0,\"zoom\"===c?(I.moveFn=N,I.clickFn=P,I.doneFn=j,function(a,o,s){var 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n=t(\"../../lib/extend\").extendFlat,i=t(\"../../plots/attributes\"),a=t(\"../../plots/font_attributes\"),o=t(\"../../components/colorscale/attributes\"),s=t(\"../../components/fx/hovertemplate_attributes\"),l=t(\"../../plots/domain\").attributes,c=t(\"../scatter/attributes\").line,u=t(\"../../components/colorbar/attributes\"),h=n({editType:\"calc\"},o(\"line\",{editType:\"calc\"}),{showscale:c.showscale,colorbar:u,shape:{valType:\"enumerated\",values:[\"linear\",\"hspline\"],dflt:\"linear\",editType:\"plot\"},hovertemplate:s({editType:\"plot\",arrayOk:!1},{keys:[\"count\",\"probability\"]})});e.exports={domain:l({name:\"parcats\",trace:!0,editType:\"calc\"}),hoverinfo:n({},i.hoverinfo,{flags:[\"count\",\"probability\"],editType:\"plot\",arrayOk:!1}),hoveron:{valType:\"enumerated\",values:[\"category\",\"color\",\"dimension\"],dflt:\"category\",editType:\"plot\"},hovertemplate:s({editType:\"plot\",arrayOk:!1},{keys:[\"count\",\"probability\",\"category\",\"categorycount\",\"colorcount\",\"bandcolorcount\"]}),arrangement:{valType:\"enumerated\",values:[\"perpendicular\",\"freeform\",\"fixed\"],dflt:\"perpendicular\",editType:\"plot\"},bundlecolors:{valType:\"boolean\",dflt:!0,editType:\"plot\"},sortpaths:{valType:\"enumerated\",values:[\"forward\",\"backward\"],dflt:\"forward\",editType:\"plot\"},labelfont:a({editType:\"calc\"}),tickfont:a({editType:\"calc\"}),dimensions:{_isLinkedToArray:\"dimension\",label:{valType:\"string\",editType:\"calc\"},categoryorder:{valType:\"enumerated\",values:[\"trace\",\"category 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n=t(\"../../plots/get_data\").getModuleCalcData,i=t(\"./plot\");r.name=\"parcats\",r.plot=function(t,e,r,a){var o=n(t.calcdata,\"parcats\");if(o.length){var s=o[0];i(t,s,r,a)}},r.clean=function(t,e,r,n){var i=n._has&&n._has(\"parcats\"),a=e._has&&e._has(\"parcats\");i&&!a&&n._paperdiv.selectAll(\".parcats\").remove()}},{\"../../plots/get_data\":784,\"./plot\":1014}],1010:[function(t,e,r){\"use strict\";var n=t(\"../../lib/gup\").wrap,i=t(\"../../components/colorscale/helpers\").hasColorscale,a=t(\"../../components/colorscale/calc\"),o=t(\"../../lib/filter_unique.js\"),s=t(\"../../components/drawing\"),l=t(\"../../lib\");function c(t,e,r){t.valueInds.push(e),t.count+=r}function u(t,e,r){t.valueInds.push(e),t.count+=r}e.exports=function(t,e){var r=l.filterVisible(e.dimensions);if(0===r.length)return[];var h,f,p,d=r.map(function(t){var e;return\"trace\"===t.categoryorder?e=null:\"array\"===t.categoryorder?e=t.categoryarray:(e=o(t.values).sort(),\"category 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r=t._ticktext.length;r<e.uniqueValues.length;r++)t._ticktext.push(e.uniqueValues[r])}(t,d[e])});var g,v=e.line;v?(i(e,\"line\")&&a(t,e,{vals:e.line.color,containerStr:\"line\",cLetter:\"c\"}),g=s.tryColorscale(v)):g=l.identity;var m,y,x,b,_=r[0].values.length,w={},k=d.map(function(t){return t.inds});for(p=0,m=0;m<_;m++){var A=[];for(y=0;y<k.length;y++)A.push(k[y][m]);f=h[m%h.length],p+=f;var T=(x=m,b=void 0,b=l.isArrayOrTypedArray(v.color)?v.color[x%v.color.length]:v.color,{color:g(b),rawColor:b}),M=A+\"-\"+T.rawColor;void 0===w[M]&&(w[M]={categoryInds:A,color:T.color,rawColor:T.rawColor,valueInds:[],count:0}),u(w[M],m,f)}var S,E=r.map(function(t,e){return r=e,n=t._index,i=t._displayindex,a=t.label,{dimensionInd:r,containerInd:n,displayInd:i,dimensionLabel:a,count:p,categories:[],dragX:null};var r,n,i,a});for(m=0;m<_;m++)for(f=h[m%h.length],y=0;y<E.length;y++){var C=E[y].containerInd,L=d[y].inds[m],z=E[y].categories;if(void 0===z[L]){var O=e.dimensions[C]._categoryarray[L],I=e.dimensions[C]._ticktext[L];z[L]={dimensionInd:y,categoryInd:S=L,categoryValue:O,displayInd:S,categoryLabel:I,valueInds:[],count:0,dragY:null}}c(z[L],m,f)}return n(function(t,e,r){var n=t.map(function(t){return t.categories.length}).reduce(function(t,e){return Math.max(t,e)});return{dimensions:t,paths:e,trace:void 0,maxCats:n,count:r}}(E,w,p))}},{\"../../components/colorscale/calc\":586,\"../../components/colorscale/helpers\":589,\"../../components/drawing\":599,\"../../lib\":701,\"../../lib/filter_unique.js\":692,\"../../lib/gup\":699}],1011:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../../components/colorscale/helpers\").hasColorscale,a=t(\"../../components/colorscale/defaults\"),o=t(\"../../plots/domain\").defaults,s=t(\"../../plots/array_container_defaults\"),l=t(\"./attributes\"),c=t(\"../parcoords/merge_length\");function u(t,e){function r(r,i){return n.coerce(t,e,l.dimensions,r,i)}var i=r(\"values\"),a=r(\"visible\");if(i&&i.length||(a=e.visible=!1),a){r(\"label\"),r(\"displayindex\",e._index);var o,s=t.categoryarray,c=Array.isArray(s)&&s.length>0;c&&(o=\"array\");var u=r(\"categoryorder\",o);\"array\"===u?(r(\"categoryarray\"),r(\"ticktext\")):(delete t.categoryarray,delete t.ticktext),c||\"array\"!==u||(e.categoryorder=\"trace\")}}e.exports=function(t,e,r,h){function f(r,i){return n.coerce(t,e,l,r,i)}var p=s(t,e,{name:\"dimensions\",handleItemDefaults:u}),d=function(t,e,r,o,s){s(\"line.shape\"),s(\"line.hovertemplate\");var l=s(\"line.color\",o.colorway[0]);if(i(t,\"line\")&&n.isArrayOrTypedArray(l)){if(l.length)return s(\"line.colorscale\"),a(t,e,o,s,{prefix:\"line.\",cLetter:\"c\"}),l.length;e.line.color=r}return 1/0}(t,e,r,h,f);o(e,h,f),Array.isArray(p)&&p.length||(e.visible=!1),c(e,p,\"values\",d),f(\"hoveron\"),f(\"hovertemplate\"),f(\"arrangement\"),f(\"bundlecolors\"),f(\"sortpaths\"),f(\"counts\");var g={family:h.font.family,size:Math.round(h.font.size),color:h.font.color};n.coerceFont(f,\"labelfont\",g);var v={family:h.font.family,size:Math.round(h.font.size/1.2),color:h.font.color};n.coerceFont(f,\"tickfont\",v)}},{\"../../components/colorscale/defaults\":588,\"../../components/colorscale/helpers\":589,\"../../lib\":701,\"../../plots/array_container_defaults\":745,\"../../plots/domain\":774,\"../parcoords/merge_length\":1023,\"./attributes\":1008}],1012:[function(t,e,r){\"use strict\";e.exports={attributes:t(\"./attributes\"),supplyDefaults:t(\"./defaults\"),calc:t(\"./calc\"),plot:t(\"./plot\"),colorbar:{container:\"line\",min:\"cmin\",max:\"cmax\"},moduleType:\"trace\",name:\"parcats\",basePlotModule:t(\"./base_plot\"),categories:[\"noOpacity\"],meta:{}}},{\"./attributes\":1008,\"./base_plot\":1009,\"./calc\":1010,\"./defaults\":1011,\"./plot\":1014}],1013:[function(t,e,r){\"use strict\";var n=t(\"d3\"),i=t(\"../../plot_api/plot_api\"),a=t(\"../../components/fx\"),o=t(\"../../lib\"),s=t(\"../../components/drawing\"),l=t(\"tinycolor2\"),c=t(\"../../lib/svg_text_utils\");function u(t,e,r,i){var a=t.map(function(t,e,r){var n,i=r[0],a=e.margin||{l:80,r:80,t:100,b:80},o=i.trace,s=o.domain,l=e.width,c=e.height,u=Math.floor(l*(s.x[1]-s.x[0])),h=Math.floor(c*(s.y[1]-s.y[0])),f=s.x[0]*l+a.l,p=e.height-s.y[1]*e.height+a.t,d=o.line.shape;n=\"all\"===o.hoverinfo?[\"count\",\"probability\"]:(o.hoverinfo||\"\").split(\"+\");var g={trace:o,key:o.uid,model:i,x:f,y:p,width:u,height:h,hoveron:o.hoveron,hoverinfoItems:n,arrangement:o.arrangement,bundlecolors:o.bundlecolors,sortpaths:o.sortpaths,labelfont:o.labelfont,categorylabelfont:o.tickfont,pathShape:d,dragDimension:null,margin:a,paths:[],dimensions:[],graphDiv:t,traceSelection:null,pathSelection:null,dimensionSelection:null};i.dimensions&&(R(g),P(g));return g}.bind(0,e,r)),l=i.selectAll(\"g.parcatslayer\").data([null]);l.enter().append(\"g\").attr(\"class\",\"parcatslayer\").style(\"pointer-events\",\"all\");var u=l.selectAll(\"g.trace.parcats\").data(a,h),v=u.enter().append(\"g\").attr(\"class\",\"trace parcats\");u.attr(\"transform\",function(t){return\"translate(\"+t.x+\", \"+t.y+\")\"}),v.append(\"g\").attr(\"class\",\"paths\");var x=u.select(\"g.paths\").selectAll(\"path.path\").data(function(t){return t.paths},h);x.attr(\"fill\",function(t){return t.model.color});var w=x.enter().append(\"path\").attr(\"class\",\"path\").attr(\"stroke-opacity\",0).attr(\"fill\",function(t){return t.model.color}).attr(\"fill-opacity\",0);y(w),x.attr(\"d\",function(t){return t.svgD}),w.empty()||x.sort(p),x.exit().remove(),x.on(\"mouseover\",d).on(\"mouseout\",g).on(\"click\",m),v.append(\"g\").attr(\"class\",\"dimensions\");var k=u.select(\"g.dimensions\").selectAll(\"g.dimension\").data(function(t){return t.dimensions},h);k.enter().append(\"g\").attr(\"class\",\"dimension\"),k.attr(\"transform\",function(t){return\"translate(\"+t.x+\", 0)\"}),k.exit().remove();var A=k.selectAll(\"g.category\").data(function(t){return t.categories},h),T=A.enter().append(\"g\").attr(\"class\",\"category\");A.attr(\"transform\",function(t){return\"translate(0, \"+t.y+\")\"}),T.append(\"rect\").attr(\"class\",\"catrect\").attr(\"pointer-events\",\"none\"),A.select(\"rect.catrect\").attr(\"fill\",\"none\").attr(\"width\",function(t){return t.width}).attr(\"height\",function(t){return t.height}),b(T);var z=A.selectAll(\"rect.bandrect\").data(function(t){return t.bands},h);z.each(function(){o.raiseToTop(this)}),z.attr(\"fill\",function(t){return t.color});var O=z.enter().append(\"rect\").attr(\"class\",\"bandrect\").attr(\"stroke-opacity\",0).attr(\"fill\",function(t){return t.color}).attr(\"fill-opacity\",0);z.attr(\"fill\",function(t){return t.color}).attr(\"width\",function(t){return t.width}).attr(\"height\",function(t){return t.height}).attr(\"y\",function(t){return t.y}).attr(\"cursor\",function(t){return\"fixed\"===t.parcatsViewModel.arrangement?\"default\":\"perpendicular\"===t.parcatsViewModel.arrangement?\"ns-resize\":\"move\"}),_(O),z.exit().remove(),T.append(\"text\").attr(\"class\",\"catlabel\").attr(\"pointer-events\",\"none\");var I=e._fullLayout.paper_bgcolor;A.select(\"text.catlabel\").attr(\"text-anchor\",function(t){return f(t)?\"start\":\"end\"}).attr(\"alignment-baseline\",\"middle\").style(\"text-shadow\",I+\" -1px  1px 2px, \"+I+\" 1px  1px 2px, \"+I+\"  1px -1px 2px, \"+I+\" -1px -1px 2px\").style(\"fill\",\"rgb(0, 0, 0)\").attr(\"x\",function(t){return f(t)?t.width+5:-5}).attr(\"y\",function(t){return t.height/2}).text(function(t){return t.model.categoryLabel}).each(function(t){s.font(n.select(this),t.parcatsViewModel.categorylabelfont),c.convertToTspans(n.select(this),e)}),T.append(\"text\").attr(\"class\",\"dimlabel\"),A.select(\"text.dimlabel\").attr(\"text-anchor\",\"middle\").attr(\"alignment-baseline\",\"baseline\").attr(\"cursor\",function(t){return\"fixed\"===t.parcatsViewModel.arrangement?\"default\":\"ew-resize\"}).attr(\"x\",function(t){return t.width/2}).attr(\"y\",-5).text(function(t,e){return 0===e?t.parcatsViewModel.model.dimensions[t.model.dimensionInd].dimensionLabel:null}).each(function(t){s.font(n.select(this),t.parcatsViewModel.labelfont)}),A.selectAll(\"rect.bandrect\").on(\"mouseover\",M).on(\"mouseout\",S),A.exit().remove(),k.call(n.behavior.drag().origin(function(t){return{x:t.x,y:0}}).on(\"dragstart\",E).on(\"drag\",C).on(\"dragend\",L)),u.each(function(t){t.traceSelection=n.select(this),t.pathSelection=n.select(this).selectAll(\"g.paths\").selectAll(\"path.path\"),t.dimensionSelection=n.select(this).selectAll(\"g.dimensions\").selectAll(\"g.dimension\")}),u.exit().remove()}function h(t){return t.key}function f(t){var e=t.parcatsViewModel.dimensions.length,r=t.parcatsViewModel.dimensions[e-1].model.dimensionInd;return t.model.dimensionInd===r}function p(t,e){return t.model.rawColor>e.model.rawColor?1:t.model.rawColor<e.model.rawColor?-1:0}function d(t){if(!t.parcatsViewModel.dragDimension&&-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"skip\")){o.raiseToTop(this),x(n.select(this));var e=v(t);if(t.parcatsViewModel.graphDiv.emit(\"plotly_hover\",{points:e,event:n.event}),-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"none\")){var r,i,s,c=n.mouse(this)[0],u=t.parcatsViewModel.graphDiv,h=t.parcatsViewModel.trace,f=u._fullLayout,p=f._paperdiv.node().getBoundingClientRect(),d=t.parcatsViewModel.graphDiv.getBoundingClientRect();for(s=0;s<t.leftXs.length-1;s++)if(t.leftXs[s]+t.dimWidths[s]-2<=c&&c<=t.leftXs[s+1]+2){var g=t.parcatsViewModel.dimensions[s],m=t.parcatsViewModel.dimensions[s+1];r=(g.x+g.width+m.x)/2,i=(t.topYs[s]+t.topYs[s+1]+t.height)/2;break}var y=t.parcatsViewModel.x+r,b=t.parcatsViewModel.y+i,_=l.mostReadable(t.model.color,[\"black\",\"white\"]),w=t.model.count,k=w/t.parcatsViewModel.model.count,A={countLabel:w,probabilityLabel:k.toFixed(3)},T=[];-1!==t.parcatsViewModel.hoverinfoItems.indexOf(\"count\")&&T.push([\"Count:\",A.countLabel].join(\" \")),-1!==t.parcatsViewModel.hoverinfoItems.indexOf(\"probability\")&&T.push([\"P:\",A.probabilityLabel].join(\" \"));var M=T.join(\"<br>\"),S=n.mouse(u)[0];a.loneHover({trace:h,x:y-p.left+d.left,y:b-p.top+d.top,text:M,color:t.model.color,borderColor:\"black\",fontFamily:'Monaco, \"Courier New\", monospace',fontSize:10,fontColor:_,idealAlign:S<y?\"right\":\"left\",hovertemplate:(h.line||{}).hovertemplate,hovertemplateLabels:A,eventData:[{data:h._input,fullData:h,count:w,probability:k}]},{container:f._hoverlayer.node(),outerContainer:f._paper.node(),gd:u})}}}function g(t){if(!t.parcatsViewModel.dragDimension&&(y(n.select(this)),a.loneUnhover(t.parcatsViewModel.graphDiv._fullLayout._hoverlayer.node()),t.parcatsViewModel.pathSelection.sort(p),-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"skip\"))){var e=v(t);t.parcatsViewModel.graphDiv.emit(\"plotly_unhover\",{points:e,event:n.event})}}function v(t){for(var e=[],r=z(t.parcatsViewModel),n=0;n<t.model.valueInds.length;n++){var i=t.model.valueInds[n];e.push({curveNumber:r,pointNumber:i})}return e}function m(t){if(-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"skip\")){var e=v(t);t.parcatsViewModel.graphDiv.emit(\"plotly_click\",{points:e,event:n.event})}}function y(t){t.attr(\"fill\",function(t){return t.model.color}).attr(\"fill-opacity\",.6).attr(\"stroke\",\"lightgray\").attr(\"stroke-width\",.2).attr(\"stroke-opacity\",1)}function x(t){t.attr(\"fill-opacity\",.8).attr(\"stroke\",function(t){return l.mostReadable(t.model.color,[\"black\",\"white\"])}).attr(\"stroke-width\",.3)}function b(t){t.select(\"rect.catrect\").attr(\"stroke\",\"black\").attr(\"stroke-width\",1).attr(\"stroke-opacity\",1)}function _(t){t.attr(\"stroke\",\"black\").attr(\"stroke-width\",.2).attr(\"stroke-opacity\",1).attr(\"fill-opacity\",1)}function w(t){var e=t.parcatsViewModel.pathSelection,r=t.categoryViewModel.model.dimensionInd,n=t.categoryViewModel.model.categoryInd;return e.filter(function(e){return e.model.categoryInds[r]===n&&e.model.color===t.color})}function k(t,e,r){var i=n.select(t).datum().parcatsViewModel.graphDiv,a=n.select(t.parentNode).selectAll(\"rect.bandrect\"),o=[];a.each(function(t){w(t).each(function(t){Array.prototype.push.apply(o,v(t))})}),i.emit(e,{points:o,event:r})}function A(t,e,r){var i=n.select(t).datum(),a=i.parcatsViewModel.graphDiv,o=w(i),s=[];o.each(function(t){Array.prototype.push.apply(s,v(t))}),a.emit(e,{points:s,event:r})}function T(t,e){var r,i,a=n.select(e.parentNode).select(\"rect.catrect\"),o=a.node().getBoundingClientRect(),s=a.datum(),l=s.parcatsViewModel,c=l.model.dimensions[s.model.dimensionInd],u=l.trace,h=o.top+o.height/2;l.dimensions.length>1&&c.displayInd===l.dimensions.length-1?(r=o.left,i=\"left\"):(r=o.left+o.width,i=\"right\");var f=s.model.count,p=s.model.categoryLabel,d=f/s.parcatsViewModel.model.count,g={countLabel:f,categoryLabel:p,probabilityLabel:d.toFixed(3)},v=[];-1!==s.parcatsViewModel.hoverinfoItems.indexOf(\"count\")&&v.push([\"Count:\",g.countLabel].join(\" \")),-1!==s.parcatsViewModel.hoverinfoItems.indexOf(\"probability\")&&v.push([\"P(\"+g.categoryLabel+\"):\",g.probabilityLabel].join(\" \"));var m=v.join(\"<br>\");return{trace:u,x:r-t.left,y:h-t.top,text:m,color:\"lightgray\",borderColor:\"black\",fontFamily:'Monaco, \"Courier New\", 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e=w(t);x(e),e.each(function(){o.raiseToTop(this)})}),n.select(t.parentNode).select(\"rect.catrect\").attr(\"stroke\",\"black\").attr(\"stroke-width\",2.5)}(this),k(this,\"plotly_hover\",n.event)),-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"none\"))\"category\"===c?e=T(s,this):\"color\"===c?e=function(t,e){var r,i,a=e.getBoundingClientRect(),o=n.select(e).datum(),s=o.categoryViewModel,c=s.parcatsViewModel,u=c.model.dimensions[s.model.dimensionInd],h=c.trace,f=a.y+a.height/2;c.dimensions.length>1&&u.displayInd===c.dimensions.length-1?(r=a.left,i=\"left\"):(r=a.left+a.width,i=\"right\");var p=s.model.categoryLabel,d=o.parcatsViewModel.model.count,g=0;o.categoryViewModel.bands.forEach(function(t){t.color===o.color&&(g+=t.count)});var v=s.model.count,m=0;c.pathSelection.each(function(t){t.model.color===o.color&&(m+=t.model.count)});var y=g/d,x=g/m,b=g/v,_={countLabel:d,categoryLabel:p,probabilityLabel:y.toFixed(3)},w=[];-1!==s.parcatsViewModel.hoverinfoItems.indexOf(\"count\")&&w.push([\"Count:\",_.countLabel].join(\" \")),-1!==s.parcatsViewModel.hoverinfoItems.indexOf(\"probability\")&&(w.push(\"P(color \\u2229 \"+p+\"): \"+_.probabilityLabel),w.push(\"P(\"+p+\" | color): \"+x.toFixed(3)),w.push(\"P(color | \"+p+\"): \"+b.toFixed(3)));var k=w.join(\"<br>\"),A=l.mostReadable(o.color,[\"black\",\"white\"]);return{trace:h,x:r-t.left,y:f-t.top,text:k,color:o.color,borderColor:\"black\",fontFamily:'Monaco, \"Courier New\", monospace',fontColor:A,fontSize:10,idealAlign:i,hovertemplate:h.hovertemplate,hovertemplateLabels:_,eventData:[{data:h._input,fullData:h,category:p,count:d,probability:y,categorycount:v,colorcount:m,bandcolorcount:g}]}}(s,this):\"dimension\"===c&&(e=function(t,e){var r=[];return n.select(e.parentNode.parentNode).selectAll(\"g.category\").select(\"rect.catrect\").each(function(){r.push(T(t,this))}),r}(s,this)),e&&a.loneHover(e,{container:i._hoverlayer.node(),outerContainer:i._paper.node(),gd:r})}}function S(t){var e=t.parcatsViewModel;if(!e.dragDimension&&(y(e.pathSelection),b(e.dimensionSelection.selectAll(\"g.category\")),_(e.dimensionSelection.selectAll(\"g.category\").selectAll(\"rect.bandrect\")),a.loneUnhover(e.graphDiv._fullLayout._hoverlayer.node()),e.pathSelection.sort(p),-1===e.hoverinfoItems.indexOf(\"skip\"))){\"color\"===t.parcatsViewModel.hoveron?A(this,\"plotly_unhover\",n.event):k(this,\"plotly_unhover\",n.event)}}function E(t){\"fixed\"!==t.parcatsViewModel.arrangement&&(t.dragDimensionDisplayInd=t.model.displayInd,t.initialDragDimensionDisplayInds=t.parcatsViewModel.model.dimensions.map(function(t){return t.displayInd}),t.dragHasMoved=!1,t.dragCategoryDisplayInd=null,n.select(this).selectAll(\"g.category\").select(\"rect.catrect\").each(function(e){var r=n.mouse(this)[0],i=n.mouse(this)[1];-2<=r&&r<=e.width+2&&-2<=i&&i<=e.height+2&&(t.dragCategoryDisplayInd=e.model.displayInd,t.initialDragCategoryDisplayInds=t.model.categories.map(function(t){return t.displayInd}),e.model.dragY=e.y,o.raiseToTop(this.parentNode),n.select(this.parentNode).selectAll(\"rect.bandrect\").each(function(e){e.y<i&&i<=e.y+e.height&&(t.potentialClickBand=this)}))}),t.parcatsViewModel.dragDimension=t,a.loneUnhover(t.parcatsViewModel.graphDiv._fullLayout._hoverlayer.node()))}function C(t){if(\"fixed\"!==t.parcatsViewModel.arrangement&&(t.dragHasMoved=!0,null!==t.dragDimensionDisplayInd)){var e=t.dragDimensionDisplayInd,r=e-1,i=e+1,a=t.parcatsViewModel.dimensions[e];if(null!==t.dragCategoryDisplayInd){var o=a.categories[t.dragCategoryDisplayInd];o.model.dragY+=n.event.dy;var s=o.model.dragY,l=o.model.displayInd,c=a.categories,u=c[l-1],h=c[l+1];void 0!==u&&s<u.y+u.height/2&&(o.model.displayInd=u.model.displayInd,u.model.displayInd=l),void 0!==h&&s+o.height>h.y+h.height/2&&(o.model.displayInd=h.model.displayInd,h.model.displayInd=l),t.dragCategoryDisplayInd=o.model.displayInd}if(null===t.dragCategoryDisplayInd||\"freeform\"===t.parcatsViewModel.arrangement){a.model.dragX=n.event.x;var f=t.parcatsViewModel.dimensions[r],p=t.parcatsViewModel.dimensions[i];void 0!==f&&a.model.dragX<f.x+f.width&&(a.model.displayInd=f.model.displayInd,f.model.displayInd=e),void 0!==p&&a.model.dragX+a.width>p.x&&(a.model.displayInd=p.model.displayInd,p.model.displayInd=t.dragDimensionDisplayInd),t.dragDimensionDisplayInd=a.model.displayInd}R(t.parcatsViewModel),P(t.parcatsViewModel),I(t.parcatsViewModel),O(t.parcatsViewModel)}}function L(t){if(\"fixed\"!==t.parcatsViewModel.arrangement&&null!==t.dragDimensionDisplayInd){n.select(this).selectAll(\"text\").attr(\"font-weight\",\"normal\");var e={},r=z(t.parcatsViewModel),a=t.parcatsViewModel.model.dimensions.map(function(t){return t.displayInd}),o=t.initialDragDimensionDisplayInds.some(function(t,e){return t!==a[e]});o&&a.forEach(function(r,n){var i=t.parcatsViewModel.model.dimensions[n].containerInd;e[\"dimensions[\"+i+\"].displayindex\"]=r});var s=!1;if(null!==t.dragCategoryDisplayInd){var l=t.model.categories.map(function(t){return t.displayInd});if(s=t.initialDragCategoryDisplayInds.some(function(t,e){return t!==l[e]})){var c=t.model.categories.slice().sort(function(t,e){return t.displayInd-e.displayInd}),u=c.map(function(t){return t.categoryValue}),h=c.map(function(t){return t.categoryLabel});e[\"dimensions[\"+t.model.containerInd+\"].categoryarray\"]=[u],e[\"dimensions[\"+t.model.containerInd+\"].ticktext\"]=[h],e[\"dimensions[\"+t.model.containerInd+\"].categoryorder\"]=\"array\"}}if(-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"skip\")&&!t.dragHasMoved&&t.potentialClickBand&&(\"color\"===t.parcatsViewModel.hoveron?A(t.potentialClickBand,\"plotly_click\",n.event.sourceEvent):k(t.potentialClickBand,\"plotly_click\",n.event.sourceEvent)),t.model.dragX=null,null!==t.dragCategoryDisplayInd)t.parcatsViewModel.dimensions[t.dragDimensionDisplayInd].categories[t.dragCategoryDisplayInd].model.dragY=null,t.dragCategoryDisplayInd=null;t.dragDimensionDisplayInd=null,t.parcatsViewModel.dragDimension=null,t.dragHasMoved=null,t.potentialClickBand=null,R(t.parcatsViewModel),P(t.parcatsViewModel),n.transition().duration(300).ease(\"cubic-in-out\").each(function(){I(t.parcatsViewModel,!0),O(t.parcatsViewModel,!0)}).each(\"end\",function(){(o||s)&&i.restyle(t.parcatsViewModel.graphDiv,e,[r])})}}function z(t){for(var e,r=t.graphDiv._fullData,n=0;n<r.length;n++)if(t.key===r[n].uid){e=n;break}return e}function O(t,e){var r;void 0===e&&(e=!1),t.pathSelection.data(function(t){return t.paths},h),(r=t.pathSelection,e?r.transition():r).attr(\"d\",function(t){return t.svgD})}function I(t,e){function r(t){return e?t.transition():t}void 0===e&&(e=!1),t.dimensionSelection.data(function(t){return t.dimensions},h);var i=t.dimensionSelection.selectAll(\"g.category\").data(function(t){return t.categories},h);r(t.dimensionSelection).attr(\"transform\",function(t){return\"translate(\"+t.x+\", 0)\"}),r(i).attr(\"transform\",function(t){return\"translate(0, \"+t.y+\")\"}),i.select(\".dimlabel\").text(function(t,e){return 0===e?t.parcatsViewModel.model.dimensions[t.model.dimensionInd].dimensionLabel:null}),i.select(\".catlabel\").attr(\"text-anchor\",function(t){return f(t)?\"start\":\"end\"}).attr(\"x\",function(t){return f(t)?t.width+5:-5}).each(function(t){var e,r;f(t)?(e=t.width+5,r=\"start\"):(e=-5,r=\"end\"),n.select(this).selectAll(\"tspan\").attr(\"x\",e).attr(\"text-anchor\",r)});var a=i.selectAll(\"rect.bandrect\").data(function(t){return t.bands},h),s=a.enter().append(\"rect\").attr(\"class\",\"bandrect\").attr(\"cursor\",\"move\").attr(\"stroke-opacity\",0).attr(\"fill\",function(t){return t.color}).attr(\"fill-opacity\",0);a.attr(\"fill\",function(t){return t.color}).attr(\"width\",function(t){return t.width}).attr(\"height\",function(t){return t.height}).attr(\"y\",function(t){return t.y}),_(s),a.each(function(){o.raiseToTop(this)}),a.exit().remove()}function D(t,e,r,i,a){var o,s,l=[],c=[];for(s=0;s<r.length-1;s++)o=n.interpolateNumber(r[s]+t[s],t[s+1]),l.push(o(a)),c.push(o(1-a));var u=\"M \"+t[0]+\",\"+e[0];for(u+=\"l\"+r[0]+\",0 \",s=1;s<r.length;s++)u+=\"C\"+l[s-1]+\",\"+e[s-1]+\" \"+c[s-1]+\",\"+e[s]+\" \"+t[s]+\",\"+e[s],u+=\"l\"+r[s]+\",0 \";for(u+=\"l0,\"+i+\" \",u+=\"l -\"+r[r.length-1]+\",0 \",s=r.length-2;s>=0;s--)u+=\"C\"+c[s]+\",\"+(e[s+1]+i)+\" \"+l[s]+\",\"+(e[s]+i)+\" \"+(t[s]+r[s])+\",\"+(e[s]+i),u+=\"l-\"+r[s]+\",0 \";return u+=\"Z\"}function P(t){var e=t.dimensions,r=t.model,n=e.map(function(t){return t.categories.map(function(t){return t.y})}),i=t.model.dimensions.map(function(t){return t.categories.map(function(t){return t.displayInd})}),a=t.model.dimensions.map(function(t){return t.displayInd}),o=t.dimensions.map(function(t){return t.model.dimensionInd}),s=e.map(function(t){return t.x}),l=e.map(function(t){return t.width}),c=[];for(var u in r.paths)r.paths.hasOwnProperty(u)&&c.push(r.paths[u]);function h(t){var e=t.categoryInds.map(function(t,e){return i[e][t]});return o.map(function(t){return e[t]})}c.sort(function(e,r){var n=h(e),i=h(r);return\"backward\"===t.sortpaths&&(n.reverse(),i.reverse()),n.push(e.valueInds[0]),i.push(r.valueInds[0]),t.bundlecolors&&(n.unshift(e.rawColor),i.unshift(r.rawColor)),n<i?-1:n>i?1:0});for(var f=new Array(c.length),p=e[0].model.count,d=e[0].categories.map(function(t){return t.height}).reduce(function(t,e){return t+e}),g=0;g<c.length;g++){var v,m=c[g];v=p>0?d*(m.count/p):0;for(var y,x=new Array(n.length),b=0;b<m.categoryInds.length;b++){var _=m.categoryInds[b],w=i[b][_],k=a[b];x[k]=n[k][w],n[k][w]+=v;var A=t.dimensions[k].categories[w],T=A.bands.length,M=A.bands[T-1];if(void 0===M||m.rawColor!==M.rawColor){var S=void 0===M?0:M.y+M.height;A.bands.push({key:S,color:m.color,rawColor:m.rawColor,height:v,width:A.width,count:m.count,y:S,categoryViewModel:A,parcatsViewModel:t})}else{var E=A.bands[T-1];E.height+=v,E.count+=m.count}}y=\"hspline\"===t.pathShape?D(s,x,l,v,.5):D(s,x,l,v,0),f[g]={key:m.valueInds[0],model:m,height:v,leftXs:s,topYs:x,dimWidths:l,svgD:y,parcatsViewModel:t}}t.paths=f}function R(t){var e=t.model.dimensions.map(function(t){return{displayInd:t.displayInd,dimensionInd:t.dimensionInd}});e.sort(function(t,e){return t.displayInd-e.displayInd});var r=[];for(var n in e){var i=e[n].dimensionInd,a=t.model.dimensions[i];r.push(F(t,a))}t.dimensions=r}function F(t,e){var r,n=t.model.dimensions.length,i=e.displayInd;r=40+(n>1?(t.width-80-16)/(n-1):0)*i;var a,o,s,l,c,u=[],h=t.model.maxCats,f=e.categories.length,p=e.count,d=t.height-8*(h-1),g=8*(h-f)/2,v=e.categories.map(function(t){return{displayInd:t.displayInd,categoryInd:t.categoryInd}});for(v.sort(function(t,e){return t.displayInd-e.displayInd}),c=0;c<f;c++)l=v[c].categoryInd,o=e.categories[l],a=p>0?o.count/p*d:0,s={key:o.valueInds[0],model:o,width:16,height:a,y:null!==o.dragY?o.dragY:g,bands:[],parcatsViewModel:t},g=g+a+8,u.push(s);return{key:e.dimensionInd,x:null!==e.dragX?e.dragX:r,y:0,width:16,model:e,categories:u,parcatsViewModel:t,dragCategoryDisplayInd:null,dragDimensionDisplayInd:null,initialDragDimensionDisplayInds:null,initialDragCategoryDisplayInds:null,dragHasMoved:null,potentialClickBand:null}}e.exports=function(t,e,r,n){u(r,t,n,e)}},{\"../../components/drawing\":599,\"../../components/fx\":617,\"../../lib\":701,\"../../lib/svg_text_utils\":725,\"../../plot_api/plot_api\":736,d3:155,tinycolor2:522}],1014:[function(t,e,r){\"use strict\";var n=t(\"./parcats\");e.exports=function(t,e,r,i){var a=t._fullLayout,o=a._paper,s=a._size;n(t,o,e,{width:s.w,height:s.h,margin:{t:s.t,r:s.r,b:s.b,l:s.l}},r,i)}},{\"./parcats\":1013}],1015:[function(t,e,r){\"use strict\";var n=t(\"../../components/colorscale/attributes\"),i=t(\"../../components/colorbar/attributes\"),a=t(\"../../plots/cartesian/layout_attributes\"),o=t(\"../../plots/font_attributes\"),s=t(\"../../plots/domain\").attributes,l=t(\"../../lib/extend\").extendFlat,c=t(\"../../plot_api/plot_template\").templatedArray;e.exports={domain:s({name:\"parcoords\",trace:!0,editType:\"calc\"}),labelfont:o({editType:\"calc\"}),tickfont:o({editType:\"calc\"}),rangefont:o({editType:\"calc\"}),dimensions:c(\"dimension\",{label:{valType:\"string\",editType:\"calc\"},tickvals:l({},a.tickvals,{editType:\"calc\"}),ticktext:l({},a.ticktext,{editType:\"calc\"}),tickformat:{valType:\"string\",dflt:\"3s\",editType:\"calc\"},visible:{valType:\"boolean\",dflt:!0,editType:\"calc\"},range:{valType:\"info_array\",items:[{valType:\"number\",editType:\"calc\"},{valType:\"number\",editType:\"calc\"}],editType:\"calc\"},constraintrange:{valType:\"info_array\",freeLength:!0,dimensions:\"1-2\",items:[{valType:\"number\",editType:\"calc\"},{valType:\"number\",editType:\"calc\"}],editType:\"calc\"},multiselect:{valType:\"boolean\",dflt:!0,editType:\"calc\"},values:{valType:\"data_array\",editType:\"calc\"},editType:\"calc\"}),line:l(n(\"line\",{colorscaleDflt:\"Viridis\",autoColorDflt:!1,editTypeOverride:\"calc\"}),{colorbar:i,editType:\"calc\"})}},{\"../../components/colorbar/attributes\":579,\"../../components/colorscale/attributes\":585,\"../../lib/extend\":691,\"../../plot_api/plot_template\":739,\"../../plots/cartesian/layout_attributes\":761,\"../../plots/domain\":774,\"../../plots/font_attributes\":775}],1016:[function(t,e,r){\"use strict\";var n=t(\"./constants\"),i=t(\"d3\"),a=t(\"../../lib/gup\").keyFun,o=t(\"../../lib/gup\").repeat,s=t(\"../../lib\").sorterAsc,l=n.bar.snapRatio;function c(t,e){return t*(1-l)+e*l}var u=n.bar.snapClose;function h(t,e){return t*(1-u)+e*u}function f(t,e,r){if(d(e,r))return e;for(var n=t[0],i=n,a=1;a<t.length;a++){var o=t[a];if(e<h(n,o))return c(n,i);if(e<o||a===t.length-1)return c(o,n);i=n,n=o}}function p(t,e,r){if(d(e,r))return e;for(var n=t[t.length-1],i=n,a=t.length-2;a>=0;a--){var o=t[a];if(e>h(n,o))return c(n,i);if(e>o||a===t.length-1)return c(o,n);i=n,n=o}}function d(t,e){for(var r=0;r<e.length;r++)if(t>=e[r][0]&&t<=e[r][1])return!0;return!1}function g(t){t.attr(\"x\",-n.bar.captureWidth/2).attr(\"width\",n.bar.captureWidth)}function v(t){t.attr(\"visibility\",\"visible\").style(\"visibility\",\"visible\").attr(\"fill\",\"yellow\").attr(\"opacity\",0)}function m(t){if(!t.brush.filterSpecified)return\"0,\"+t.height;for(var e,r,n,i=y(t.brush.filter.getConsolidated(),t.height),a=[0],o=i.length?i[0][0]:null,s=0;s<i.length;s++)r=(e=i[s])[1]-e[0],a.push(o),a.push(r),(n=s+1)<i.length&&(o=i[n][0]-e[1]);return a.push(t.height),a}function y(t,e){return t.map(function(t){return t.map(function(t){return t*e}).sort(s)})}function x(){i.select(document.body).style(\"cursor\",null)}function b(t){t.attr(\"stroke-dasharray\",m)}function _(t,e){var r=i.select(t).selectAll(\".highlight, .highlight-shadow\");b(e?r.transition().duration(n.bar.snapDuration).each(\"end\",e):r)}function w(t,e){var r,i=t.brush,a=NaN,o={};if(i.filterSpecified){var s=t.height,l=i.filter.getConsolidated(),c=y(l,s),u=NaN,h=NaN,f=NaN;for(r=0;r<=c.length;r++){var p=c[r];if(p&&p[0]<=e&&e<=p[1]){u=r;break}if(h=r?r-1:NaN,p&&p[0]>e){f=r;break}}if(a=u,isNaN(a)&&(a=isNaN(h)||isNaN(f)?isNaN(h)?f:h:e-c[h][1]<c[f][0]-e?h:f),!isNaN(a)){var d=c[a],g=function(t,e){var r=n.bar.handleHeight;if(!(e>t[1]+r||e<t[0]-r))return e>=.9*t[1]+.1*t[0]?\"n\":e<=.9*t[0]+.1*t[1]?\"s\":\"ns\"}(d,e);g&&(o.interval=l[a],o.intervalPix=d,o.region=g)}}if(t.ordinal&&!o.region){var v=t.unitTickvals,m=t.unitToPaddedPx.invert(e);for(r=0;r<v.length;r++){var x=[.25*v[Math.max(r-1,0)]+.75*v[r],.25*v[Math.min(r+1,v.length-1)]+.75*v[r]];if(m>=x[0]&&m<=x[1]){o.clickableOrdinalRange=x;break}}}return o}function k(t){t.on(\"mousemove\",function(t){if(i.event.preventDefault(),!t.parent.inBrushDrag){var e=w(t,t.height-i.mouse(this)[1]-2*n.verticalPadding),r=\"crosshair\";e.clickableOrdinalRange?r=\"pointer\":e.region&&(r=e.region+\"-resize\"),i.select(document.body).style(\"cursor\",r)}}).on(\"mouseleave\",function(t){t.parent.inBrushDrag||x()}).call(i.behavior.drag().on(\"dragstart\",function(t){i.event.sourceEvent.stopPropagation();var e=t.height-i.mouse(this)[1]-2*n.verticalPadding,r=t.unitToPaddedPx.invert(e),a=t.brush,o=w(t,e),s=o.interval,l=a.svgBrush;if(l.wasDragged=!1,l.grabbingBar=\"ns\"===o.region,l.grabbingBar){var c=s.map(t.unitToPaddedPx);l.grabPoint=e-c[0]-n.verticalPadding,l.barLength=c[1]-c[0]}l.clickableOrdinalRange=o.clickableOrdinalRange,l.stayingIntervals=t.multiselect&&a.filterSpecified?a.filter.getConsolidated():[],s&&(l.stayingIntervals=l.stayingIntervals.filter(function(t){return t[0]!==s[0]&&t[1]!==s[1]})),l.startExtent=o.region?s[\"s\"===o.region?1:0]:r,t.parent.inBrushDrag=!0,l.brushStartCallback()}).on(\"drag\",function(t){i.event.sourceEvent.stopPropagation();var e=t.height-i.mouse(this)[1]-2*n.verticalPadding,r=t.brush.svgBrush;r.wasDragged=!0,r.grabbingBar?r.newExtent=[e-r.grabPoint,e+r.barLength-r.grabPoint].map(t.unitToPaddedPx.invert):r.newExtent=[r.startExtent,t.unitToPaddedPx.invert(e)].sort(s);var a=Math.max(0,-r.newExtent[0]),o=Math.max(0,r.newExtent[1]-1);r.newExtent[0]+=a,r.newExtent[1]-=o,r.grabbingBar&&(r.newExtent[1]+=a,r.newExtent[0]-=o),t.brush.filterSpecified=!0,r.extent=r.stayingIntervals.concat([r.newExtent]),r.brushCallback(t),_(this.parentNode)}).on(\"dragend\",function(t){i.event.sourceEvent.stopPropagation();var e=t.brush,r=e.filter,n=e.svgBrush,a=n.grabbingBar;if(n.grabbingBar=!1,n.grabLocation=void 0,t.parent.inBrushDrag=!1,x(),!n.wasDragged)return n.wasDragged=void 0,n.clickableOrdinalRange?e.filterSpecified&&t.multiselect?n.extent.push(n.clickableOrdinalRange):(n.extent=[n.clickableOrdinalRange],e.filterSpecified=!0):a?(n.extent=n.stayingIntervals,0===n.extent.length&&T(e)):T(e),n.brushCallback(t),_(this.parentNode),void n.brushEndCallback(e.filterSpecified?r.getConsolidated():[]);var o=function(){r.set(r.getConsolidated())};if(t.ordinal){var s=t.unitTickvals;s[s.length-1]<s[0]&&s.reverse(),n.newExtent=[f(s,n.newExtent[0],n.stayingIntervals),p(s,n.newExtent[1],n.stayingIntervals)];var l=n.newExtent[1]>n.newExtent[0];n.extent=n.stayingIntervals.concat(l?[n.newExtent]:[]),n.extent.length||T(e),n.brushCallback(t),l?_(this.parentNode,o):(o(),_(this.parentNode))}else o();n.brushEndCallback(e.filterSpecified?r.getConsolidated():[])}))}function A(t,e){return t[0]-e[0]}function T(t){t.filterSpecified=!1,t.svgBrush.extent=[[0,1]]}function M(t){for(var e,r=t.slice(),n=[],i=r.shift();i;){for(e=i.slice();(i=r.shift())&&i[0]<=e[1];)e[1]=Math.max(e[1],i[1]);n.push(e)}return n}e.exports={makeBrush:function(t,e,r,n,i,a){var o,l=function(){var t,e,r=[];return{set:function(n){r=n.map(function(t){return t.slice().sort(s)}).sort(A),t=M(r),e=r.reduce(function(t,e){return[Math.min(t[0],e[0]),Math.max(t[1],e[1])]},[1/0,-1/0])},get:function(){return r.slice()},getConsolidated:function(){return t},getBounds:function(){return e}}}();return l.set(r),{filter:l,filterSpecified:e,svgBrush:{extent:[],brushStartCallback:n,brushCallback:(o=i,function(t){var e=t.brush,r=function(t){return t.svgBrush.extent.map(function(t){return t.slice()})}(e).slice();e.filter.set(r),o()}),brushEndCallback:a}}},ensureAxisBrush:function(t){var e=t.selectAll(\".\"+n.cn.axisBrush).data(o,a);e.enter().append(\"g\").classed(n.cn.axisBrush,!0),function(t){var e=t.selectAll(\".background\").data(o);e.enter().append(\"rect\").classed(\"background\",!0).call(g).call(v).style(\"pointer-events\",\"auto\").attr(\"transform\",\"translate(0 \"+n.verticalPadding+\")\"),e.call(k).attr(\"height\",function(t){return t.height-n.verticalPadding});var r=t.selectAll(\".highlight-shadow\").data(o);r.enter().append(\"line\").classed(\"highlight-shadow\",!0).attr(\"x\",-n.bar.width/2).attr(\"stroke-width\",n.bar.width+n.bar.strokeWidth).attr(\"stroke\",n.bar.strokeColor).attr(\"opacity\",n.bar.strokeOpacity).attr(\"stroke-linecap\",\"butt\"),r.attr(\"y1\",function(t){return t.height}).call(b);var i=t.selectAll(\".highlight\").data(o);i.enter().append(\"line\").classed(\"highlight\",!0).attr(\"x\",-n.bar.width/2).attr(\"stroke-width\",n.bar.width-n.bar.strokeWidth).attr(\"stroke\",n.bar.fillColor).attr(\"opacity\",n.bar.fillOpacity).attr(\"stroke-linecap\",\"butt\"),i.attr(\"y1\",function(t){return t.height}).call(b)}(e)},cleanRanges:function(t,e){if(Array.isArray(t[0])?(t=t.map(function(t){return t.sort(s)}),t=e.multiselect?M(t.sort(A)):[t[0]]):t=[t.sort(s)],e.tickvals){var r=e.tickvals.slice().sort(s);if(!(t=t.map(function(t){var e=[f(r,t[0],[]),p(r,t[1],[])];if(e[1]>e[0])return e}).filter(function(t){return t})).length)return}return t.length>1?t:t[0]}}},{\"../../lib\":701,\"../../lib/gup\":699,\"./constants\":1019,d3:155}],1017:[function(t,e,r){\"use strict\";var n=t(\"d3\"),i=t(\"../../plots/get_data\").getModuleCalcData,a=t(\"./plot\"),o=t(\"../../constants/xmlns_namespaces\");r.name=\"parcoords\",r.plot=function(t){var e=i(t.calcdata,\"parcoords\")[0];e.length&&a(t,e)},r.clean=function(t,e,r,n){var i=n._has&&n._has(\"parcoords\"),a=e._has&&e._has(\"parcoords\");i&&!a&&(n._paperdiv.selectAll(\".parcoords\").remove(),n._glimages.selectAll(\"*\").remove())},r.toSVG=function(t){var e=t._fullLayout._glimages,r=n.select(t).selectAll(\".svg-container\");r.filter(function(t,e){return e===r.size()-1}).selectAll(\".gl-canvas-context, .gl-canvas-focus\").each(function(){var t=this.toDataURL(\"image/png\");e.append(\"svg:image\").attr({xmlns:o.svg,\"xlink:href\":t,preserveAspectRatio:\"none\",x:0,y:0,width:this.width,height:this.height})}),window.setTimeout(function(){n.selectAll(\"#filterBarPattern\").attr(\"id\",\"filterBarPattern\")},60)}},{\"../../constants/xmlns_namespaces\":679,\"../../plots/get_data\":784,\"./plot\":1025,d3:155}],1018:[function(t,e,r){\"use strict\";var n=t(\"../../components/colorscale/helpers\").hasColorscale,i=t(\"../../components/colorscale/calc\"),a=t(\"../../lib\"),o=t(\"../../lib/gup\").wrap;function s(t){return a.isTypedArray(t)?Array.prototype.slice.call(t):t}e.exports=function(t,e){for(var r=0;r<e.dimensions.length;r++)e.dimensions[r].values=s(e.dimensions[r].values);e.line.color=s(e.line.color);var a=!!e.line.colorscale&&Array.isArray(e.line.color),l=a?e.line.color:function(t){for(var e=new Array(t),r=0;r<t;r++)e[r]=.5;return e}(e._length),c=a?e.line.colorscale:[[0,e.line.color],[1,e.line.color]];return n(e,\"line\")&&i(t,e,{vals:l,containerStr:\"line\",cLetter:\"c\"}),o({lineColor:l,cscale:c})}},{\"../../components/colorscale/calc\":586,\"../../components/colorscale/helpers\":589,\"../../lib\":701,\"../../lib/gup\":699}],1019:[function(t,e,r){\"use strict\";e.exports={maxDimensionCount:60,overdrag:45,verticalPadding:2,tickDistance:50,canvasPixelRatio:1,blockLineCount:5e3,layers:[\"contextLineLayer\",\"focusLineLayer\",\"pickLineLayer\"],axisTitleOffset:28,axisExtentOffset:10,bar:{width:4,captureWidth:10,fillColor:\"magenta\",fillOpacity:1,snapDuration:150,snapRatio:.25,snapClose:.01,strokeColor:\"white\",strokeOpacity:1,strokeWidth:1,handleHeight:8,handleOpacity:1,handleOverlap:0},cn:{axisExtentText:\"axis-extent-text\",parcoordsLineLayers:\"parcoords-line-layers\",parcoordsLineLayer:\"parcoords-lines\",parcoords:\"parcoords\",parcoordsControlView:\"parcoords-control-view\",yAxis:\"y-axis\",axisOverlays:\"axis-overlays\",axis:\"axis\",axisHeading:\"axis-heading\",axisTitle:\"axis-title\",axisExtent:\"axis-extent\",axisExtentTop:\"axis-extent-top\",axisExtentTopText:\"axis-extent-top-text\",axisExtentBottom:\"axis-extent-bottom\",axisExtentBottomText:\"axis-extent-bottom-text\",axisBrush:\"axis-brush\"},id:{filterBarPattern:\"filter-bar-pattern\"}}},{}],1020:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../../components/colorscale/helpers\").hasColorscale,a=t(\"../../components/colorscale/defaults\"),o=t(\"../../plots/domain\").defaults,s=t(\"../../plots/array_container_defaults\"),l=t(\"./attributes\"),c=t(\"./axisbrush\"),u=t(\"./constants\").maxDimensionCount,h=t(\"./merge_length\");function f(t,e){function r(r,i){return n.coerce(t,e,l.dimensions,r,i)}var i=r(\"values\"),a=r(\"visible\");if(i&&i.length||(a=e.visible=!1),a){r(\"label\"),r(\"tickvals\"),r(\"ticktext\"),r(\"tickformat\"),r(\"range\"),r(\"multiselect\");var o=r(\"constraintrange\");o&&(e.constraintrange=c.cleanRanges(o,e))}}e.exports=function(t,e,r,c){function p(r,i){return n.coerce(t,e,l,r,i)}var d=t.dimensions;Array.isArray(d)&&d.length>u&&(n.log(\"parcoords traces support up to \"+u+\" dimensions at the moment\"),d.splice(u));var g=s(t,e,{name:\"dimensions\",handleItemDefaults:f}),v=function(t,e,r,o,s){var l=s(\"line.color\",r);if(i(t,\"line\")&&n.isArrayOrTypedArray(l)){if(l.length)return s(\"line.colorscale\"),a(t,e,o,s,{prefix:\"line.\",cLetter:\"c\"}),l.length;e.line.color=r}return 1/0}(t,e,r,c,p);o(e,c,p),Array.isArray(g)&&g.length||(e.visible=!1),h(e,g,\"values\",v);var m={family:c.font.family,size:Math.round(c.font.size/1.2),color:c.font.color};n.coerceFont(p,\"labelfont\",m),n.coerceFont(p,\"tickfont\",m),n.coerceFont(p,\"rangefont\",m)}},{\"../../components/colorscale/defaults\":588,\"../../components/colorscale/helpers\":589,\"../../lib\":701,\"../../plots/array_container_defaults\":745,\"../../plots/domain\":774,\"./attributes\":1015,\"./axisbrush\":1016,\"./constants\":1019,\"./merge_length\":1023}],1021:[function(t,e,r){\"use strict\";e.exports={attributes:t(\"./attributes\"),supplyDefaults:t(\"./defaults\"),calc:t(\"./calc\"),plot:t(\"./plot\"),colorbar:{container:\"line\",min:\"cmin\",max:\"cmax\"},moduleType:\"trace\",name:\"parcoords\",basePlotModule:t(\"./base_plot\"),categories:[\"gl\",\"regl\",\"noOpacity\",\"noHover\"],meta:{}}},{\"./attributes\":1015,\"./base_plot\":1017,\"./calc\":1018,\"./defaults\":1020,\"./plot\":1025}],1022:[function(t,e,r){\"use strict\";var n=t(\"glslify\"),i=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec4 p0, p1, p2, p3,\\n               p4, p5, p6, p7,\\n               p8, p9, pa, pb,\\n               pc, pd, pe;\\n\\nattribute vec4 pf;\\n\\nuniform mat4 dim1A, dim2A, dim1B, dim2B, dim1C, dim2C, dim1D, dim2D,\\n             loA, hiA, loB, hiB, loC, hiC, loD, hiD;\\n\\nuniform vec2 resolution,\\n             viewBoxPosition,\\n             viewBoxSize;\\n\\nuniform sampler2D palette;\\nuniform sampler2D mask;\\nuniform float maskHeight;\\n\\nuniform vec2 colorClamp;\\n\\nvarying vec4 fragColor;\\n\\nvec4 unit_1 = vec4(1, 1, 1, 1);\\n\\nfloat val(mat4 p, mat4 v) {\\n    return dot(matrixCompMult(p, v) * unit_1, unit_1);\\n}\\n\\nfloat axisY(\\n        float x,\\n        mat4 d[4],\\n        mat4 dim1A, mat4 dim2A, mat4 dim1B, mat4 dim2B, mat4 dim1C, mat4 dim2C, mat4 dim1D, mat4 dim2D\\n    ) {\\n\\n    float y1 = val(d[0], dim1A) + val(d[1], dim1B) + val(d[2], dim1C) + val(d[3], dim1D);\\n    float y2 = val(d[0], dim2A) + val(d[1], dim2B) + val(d[2], dim2C) + val(d[3], dim2D);\\n    return y1 * (1.0 - x) + y2 * x;\\n}\\n\\nconst int bitsPerByte = 8;\\n\\nint mod2(int a) {\\n    return a - 2 * (a / 2);\\n}\\n\\nint mod8(int a) {\\n    return a - 8 * (a / 8);\\n}\\n\\nvec4 zero = vec4(0, 0, 0, 0);\\nvec4 unit_0 = vec4(1, 1, 1, 1);\\nvec2 xyProjection = vec2(1, 1);\\n\\nmat4 mclamp(mat4 m, mat4 lo, mat4 hi) {\\n    return mat4(clamp(m[0], lo[0], hi[0]),\\n                clamp(m[1], lo[1], hi[1]),\\n                clamp(m[2], lo[2], hi[2]),\\n                clamp(m[3], lo[3], hi[3]));\\n}\\n\\nbool mshow(mat4 p, mat4 lo, mat4 hi) {\\n    return mclamp(p, lo, hi) == p;\\n}\\n\\nbool withinBoundingBox(\\n        mat4 d[4],\\n        mat4 loA, mat4 hiA, mat4 loB, mat4 hiB, mat4 loC, mat4 hiC, mat4 loD, mat4 hiD\\n    ) {\\n\\n    return mshow(d[0], loA, hiA) &&\\n           mshow(d[1], loB, hiB) &&\\n           mshow(d[2], loC, hiC) &&\\n           mshow(d[3], loD, hiD);\\n}\\n\\nbool withinRasterMask(mat4 d[4], sampler2D mask, float height) {\\n    bool result = true;\\n    int bitInByteStepper;\\n    float valY, valueY, scaleX;\\n    int hit, bitmask, valX;\\n    for(int i = 0; i < 4; i++) {\\n        for(int j = 0; j < 4; j++) {\\n            for(int k = 0; k < 4; k++) {\\n                bitInByteStepper = mod8(j * 4 + k);\\n                valX = i * 2 + j / 2;\\n                valY = d[i][j][k];\\n                valueY = valY * (height - 1.0) + 0.5;\\n                scaleX = (float(valX) + 0.5) / 8.0;\\n                hit = int(texture2D(mask, vec2(scaleX, (valueY + 0.5) / height))[3] * 255.0) / int(pow(2.0, float(bitInByteStepper)));\\n                result = result && mod2(hit) == 1;\\n            }\\n        }\\n    }\\n    return result;\\n}\\n\\nvec4 position(\\n        float depth,\\n        vec2 resolution, vec2 viewBoxPosition, vec2 viewBoxSize,\\n        mat4 dims[4],\\n        float signum,\\n        mat4 dim1A, mat4 dim2A, mat4 dim1B, mat4 dim2B, mat4 dim1C, mat4 dim2C, mat4 dim1D, mat4 dim2D,\\n        mat4 loA, mat4 hiA, mat4 loB, mat4 hiB, mat4 loC, mat4 hiC, mat4 loD, mat4 hiD,\\n        sampler2D mask, float maskHeight\\n    ) {\\n\\n    float x = 0.5 * signum + 0.5;\\n    float y = axisY(x, dims, dim1A, dim2A, dim1B, dim2B, dim1C, dim2C, dim1D, dim2D);\\n\\n    float show = float(\\n                            withinBoundingBox(dims, loA, hiA, loB, hiB, loC, hiC, loD, hiD)\\n                         && withinRasterMask(dims, mask, maskHeight)\\n                      );\\n\\n    vec2 viewBoxXY = viewBoxPosition + viewBoxSize * vec2(x, y);\\n    float depthOrHide = depth + 2.0 * (1.0 - show);\\n\\n    return vec4(\\n        xyProjection * (2.0 * viewBoxXY / resolution - 1.0),\\n        depthOrHide,\\n        1.0\\n    );\\n}\\n\\nvoid main() {\\n\\n    float prominence = abs(pf[3]);\\n\\n    mat4 p[4];\\n    p[0] = mat4(p0, p1, p2, p3);\\n    p[1] = mat4(p4, p5, p6, p7);\\n    p[2] = mat4(p8, p9, pa, pb);\\n    p[3] = mat4(pc, pd, pe, abs(pf));\\n\\n    gl_Position = position(\\n        1.0 - prominence,\\n        resolution, viewBoxPosition, viewBoxSize,\\n        p,\\n        sign(pf[3]),\\n        dim1A, dim2A, dim1B, dim2B, dim1C, dim2C, dim1D, dim2D,\\n        loA, hiA, loB, hiB, loC, hiC, loD, hiD,\\n        mask, maskHeight\\n    );\\n\\n    float clampedColorIndex = clamp((prominence - colorClamp[0]) / (colorClamp[1] - colorClamp[0]), 0.0, 1.0);\\n    fragColor = texture2D(palette, vec2((clampedColorIndex * 255.0 + 0.5) / 256.0, 0.5));\\n}\\n\"]),a=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec4 p0, p1, p2, p3,\\n               p4, p5, p6, p7,\\n               p8, p9, pa, pb,\\n               pc, pd, pe;\\n\\nattribute vec4 pf;\\n\\nuniform mat4 dim1A, dim2A, dim1B, dim2B, dim1C, dim2C, dim1D, dim2D;\\n\\nuniform vec2 resolution,\\n             viewBoxPosition,\\n             viewBoxSize;\\n\\nuniform sampler2D palette;\\n\\nuniform vec2 colorClamp;\\n\\nvarying vec4 fragColor;\\n\\nvec2 xyProjection = vec2(1, 1);\\n\\nvec4 unit = vec4(1, 1, 1, 1);\\n\\nfloat val(mat4 p, mat4 v) {\\n    return dot(matrixCompMult(p, v) * unit, unit);\\n}\\n\\nfloat axisY(\\n        float x,\\n        mat4 d[4],\\n        mat4 dim1A, mat4 dim2A, mat4 dim1B, mat4 dim2B, mat4 dim1C, mat4 dim2C, mat4 dim1D, mat4 dim2D\\n    ) {\\n\\n    float y1 = val(d[0], dim1A) + val(d[1], dim1B) + val(d[2], dim1C) + val(d[3], dim1D);\\n    float y2 = val(d[0], dim2A) + val(d[1], dim2B) + val(d[2], dim2C) + val(d[3], dim2D);\\n    return y1 * (1.0 - x) + y2 * x;\\n}\\n\\nvec4 position(\\n        float depth,\\n        vec2 resolution, vec2 viewBoxPosition, vec2 viewBoxSize,\\n        mat4 dims[4],\\n        float signum,\\n        mat4 dim1A, mat4 dim2A, mat4 dim1B, mat4 dim2B, mat4 dim1C, mat4 dim2C, mat4 dim1D, mat4 dim2D\\n    ) {\\n\\n    float x = 0.5 * signum + 0.5;\\n    float y = axisY(x, dims, dim1A, dim2A, dim1B, dim2B, dim1C, dim2C, dim1D, dim2D);\\n\\n    vec2 viewBoxXY = viewBoxPosition + viewBoxSize * vec2(x, y);\\n\\n    return vec4(\\n        xyProjection * (2.0 * viewBoxXY / resolution - 1.0),\\n        depth,\\n        1.0\\n    );\\n}\\n\\nvoid main() {\\n\\n    float prominence = abs(pf[3]);\\n\\n    mat4 p[4];\\n    p[0] = mat4(p0, p1, p2, p3);\\n    p[1] = mat4(p4, p5, p6, p7);\\n    p[2] = mat4(p8, p9, pa, pb);\\n    p[3] = mat4(pc, pd, pe, abs(pf));\\n\\n    gl_Position = position(\\n        1.0 - prominence,\\n        resolution, viewBoxPosition, viewBoxSize,\\n        p,\\n        sign(pf[3]),\\n        dim1A, dim2A, dim1B, dim2B, dim1C, dim2C, dim1D, dim2D\\n    );\\n\\n    float clampedColorIndex = clamp((prominence - colorClamp[0]) / (colorClamp[1] - colorClamp[0]), 0.0, 1.0);\\n    fragColor = texture2D(palette, vec2((clampedColorIndex * 255.0 + 0.5) / 256.0, 0.5));\\n}\\n\"]),o=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec4 p0, p1, p2, p3,\\n               p4, p5, p6, p7,\\n               p8, p9, pa, pb,\\n               pc, pd, pe;\\n\\nattribute vec4 pf;\\n\\nuniform mat4 dim1A, dim2A, dim1B, dim2B, dim1C, dim2C, dim1D, dim2D,\\n             loA, hiA, loB, hiB, loC, hiC, loD, hiD;\\n\\nuniform vec2 resolution,\\n             viewBoxPosition,\\n             viewBoxSize;\\n\\nuniform sampler2D mask;\\nuniform float maskHeight;\\n\\nuniform vec2 colorClamp;\\n\\nvarying vec4 fragColor;\\n\\nvec4 unit_1 = vec4(1, 1, 1, 1);\\n\\nfloat val(mat4 p, mat4 v) {\\n    return dot(matrixCompMult(p, v) * unit_1, unit_1);\\n}\\n\\nfloat axisY(\\n        float x,\\n        mat4 d[4],\\n        mat4 dim1A, mat4 dim2A, mat4 dim1B, mat4 dim2B, mat4 dim1C, mat4 dim2C, mat4 dim1D, mat4 dim2D\\n    ) {\\n\\n    float y1 = val(d[0], dim1A) + val(d[1], dim1B) + val(d[2], dim1C) + val(d[3], dim1D);\\n    float y2 = val(d[0], dim2A) + val(d[1], dim2B) + val(d[2], dim2C) + val(d[3], dim2D);\\n    return y1 * (1.0 - x) + y2 * x;\\n}\\n\\nconst int bitsPerByte = 8;\\n\\nint mod2(int a) {\\n    return a - 2 * (a / 2);\\n}\\n\\nint mod8(int a) {\\n    return a - 8 * (a / 8);\\n}\\n\\nvec4 zero = vec4(0, 0, 0, 0);\\nvec4 unit_0 = vec4(1, 1, 1, 1);\\nvec2 xyProjection = vec2(1, 1);\\n\\nmat4 mclamp(mat4 m, mat4 lo, mat4 hi) {\\n    return mat4(clamp(m[0], lo[0], hi[0]),\\n                clamp(m[1], lo[1], hi[1]),\\n                clamp(m[2], lo[2], hi[2]),\\n                clamp(m[3], lo[3], hi[3]));\\n}\\n\\nbool mshow(mat4 p, mat4 lo, mat4 hi) {\\n    return mclamp(p, lo, hi) == p;\\n}\\n\\nbool withinBoundingBox(\\n        mat4 d[4],\\n        mat4 loA, mat4 hiA, mat4 loB, mat4 hiB, mat4 loC, mat4 hiC, mat4 loD, mat4 hiD\\n    ) {\\n\\n    return mshow(d[0], loA, hiA) &&\\n           mshow(d[1], loB, hiB) &&\\n           mshow(d[2], loC, hiC) &&\\n           mshow(d[3], loD, hiD);\\n}\\n\\nbool withinRasterMask(mat4 d[4], sampler2D mask, float height) {\\n    bool result = true;\\n    int bitInByteStepper;\\n    float valY, valueY, scaleX;\\n    int hit, bitmask, valX;\\n    for(int i = 0; i < 4; i++) {\\n        for(int j = 0; j < 4; j++) {\\n            for(int k = 0; k < 4; k++) {\\n                bitInByteStepper = mod8(j * 4 + k);\\n                valX = i * 2 + j / 2;\\n                valY = d[i][j][k];\\n                valueY = valY * (height - 1.0) + 0.5;\\n                scaleX = (float(valX) + 0.5) / 8.0;\\n                hit = int(texture2D(mask, vec2(scaleX, (valueY + 0.5) / height))[3] * 255.0) / int(pow(2.0, float(bitInByteStepper)));\\n                result = result && mod2(hit) == 1;\\n            }\\n        }\\n    }\\n    return result;\\n}\\n\\nvec4 position(\\n        float depth,\\n        vec2 resolution, vec2 viewBoxPosition, vec2 viewBoxSize,\\n        mat4 dims[4],\\n        float signum,\\n        mat4 dim1A, mat4 dim2A, mat4 dim1B, mat4 dim2B, mat4 dim1C, mat4 dim2C, mat4 dim1D, mat4 dim2D,\\n        mat4 loA, mat4 hiA, mat4 loB, mat4 hiB, mat4 loC, mat4 hiC, mat4 loD, mat4 hiD,\\n        sampler2D mask, float maskHeight\\n    ) {\\n\\n    float x = 0.5 * signum + 0.5;\\n    float y = axisY(x, dims, dim1A, dim2A, dim1B, dim2B, dim1C, dim2C, dim1D, dim2D);\\n\\n    float show = float(\\n                            withinBoundingBox(dims, loA, hiA, loB, hiB, loC, hiC, loD, hiD)\\n                         && withinRasterMask(dims, mask, maskHeight)\\n                      );\\n\\n    vec2 viewBoxXY = viewBoxPosition + viewBoxSize * vec2(x, y);\\n    float depthOrHide = depth + 2.0 * (1.0 - show);\\n\\n    return vec4(\\n        xyProjection * (2.0 * viewBoxXY / resolution - 1.0),\\n        depthOrHide,\\n        1.0\\n    );\\n}\\n\\nvoid main() {\\n\\n    float prominence = abs(pf[3]);\\n\\n    mat4 p[4];\\n    p[0] = mat4(p0, p1, p2, p3);\\n    p[1] = mat4(p4, p5, p6, p7);\\n    p[2] = mat4(p8, p9, pa, pb);\\n    p[3] = mat4(pc, pd, pe, abs(pf));\\n\\n    gl_Position = position(\\n        1.0 - prominence,\\n        resolution, viewBoxPosition, viewBoxSize,\\n        p,\\n        sign(pf[3]),\\n        dim1A, dim2A, dim1B, dim2B, dim1C, dim2C, dim1D, dim2D,\\n        loA, hiA, loB, hiB, loC, hiC, loD, hiD,\\n        mask, maskHeight\\n    );\\n\\n    fragColor = vec4(pf.rgb, 1.0);\\n}\\n\"]),s=n([\"precision lowp float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragColor;\\n\\nvoid main() {\\n    gl_FragColor = fragColor;\\n}\\n\"]),l=t(\"../../lib\"),c=1e-6,u=1e-7,h=2048,f=64,p=2,d=4,g=8,v=f/g,m=[119,119,119],y=new Uint8Array(4),x=new Uint8Array(4),b={shape:[256,1],format:\"rgba\",type:\"uint8\",mag:\"nearest\",min:\"nearest\"};function _(t,e,r,n,i){var a=t._gl;a.enable(a.SCISSOR_TEST),a.scissor(e,r,n,i),t.clear({color:[0,0,0,0],depth:1})}function w(t,e,r,n,i,a){var o=a.key;r.drawCompleted||(!function(t){t.read({x:0,y:0,width:1,height:1,data:y})}(t),r.drawCompleted=!0),function s(l){var c;c=Math.min(n,i-l*n),a.offset=p*l*n,a.count=p*c,0===l&&(window.cancelAnimationFrame(r.currentRafs[o]),delete r.currentRafs[o],_(t,a.scissorX,a.scissorY,a.scissorWidth,a.viewBoxSize[1])),r.clearOnly||(e(a),l*n+c<i&&(r.currentRafs[o]=window.requestAnimationFrame(function(){s(l+1)})),r.drawCompleted=!1)}(0)}function k(t,e){return(t>>>8*e)%256/255}function A(t,e,r){var n,i,a,o=[];for(i=0;i<t;i++)for(a=0;a<p;a++)for(n=0;n<d;n++)o.push(e[i*f+r*d+n]),r*d+n===f-1&&a%2==0&&(o[o.length-1]*=-1);return o}e.exports=function(t,e){var r,n,p,d,y,T=e.context,M=e.pick,S=e.regl,E={currentRafs:{},drawCompleted:!0,clearOnly:!1},C=function(t){for(var e={},r=0;r<16;r++)e[\"p\"+r.toString(16)]=t.buffer({usage:\"dynamic\",type:\"float\",data:new Uint8Array(0)});return e}(S),L=S.texture(b);O(e);var z=S({profile:!1,blend:{enable:T,func:{srcRGB:\"src alpha\",dstRGB:\"one minus src 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O(t){r=t.model,n=t.viewModel,p=n.dimensions.slice(),d=p[0]?p[0].values.length:0;var e=r.lines,i=M?e.color.map(function(t,r){return r/e.color.length}):e.color,a=Math.max(1/255,Math.pow(1/i.length,1/3)),o=function(t,e,r){for(var n,i=e.length,a=[],o=0;o<t;o++)for(var s=0;s<f;s++)a.push(s<i?e[s].paddedUnitValues[o]:s===f-1?(n=r[o],Math.max(c,Math.min(1-c,n))):s>=f-4?k(o,f-2-s):.5);return a}(d,p,i);!function(t,e,r){for(var n=0;n<16;n++)t[\"p\"+n.toString(16)](A(e,r,n))}(C,d,o),L=S.texture(l.extendFlat({data:function(t,e,r){for(var n=[],i=0;i<256;i++){var a=t(i/255);n.push((e?m:a).concat(r))}return n}(r.unitToColor,T,Math.round(255*(T?a:1)))},b))}var I=[0,1];var D=[];function P(t,e,n,i,a,o,s,c,u,h,f){var p,d,g,v,m=[t,e],y=[0,1].map(function(){return[0,1,2,3].map(function(){return new Float32Array(16)})});for(p=0;p<2;p++)for(v=m[p],d=0;d<4;d++)for(g=0;g<16;g++)y[p][d][g]=g+16*d===v?1:0;var x=r.lines.canvasOverdrag,b=r.domain,_=r.canvasWidth,w=r.canvasHeight;return l.extendFlat({key:s,resolution:[_,w],viewBoxPosition:[n+x,i],viewBoxSize:[a,o],i:t,ii:e,dim1A:y[0][0],dim1B:y[0][1],dim1C:y[0][2],dim1D:y[0][3],dim2A:y[1][0],dim2B:y[1][1],dim2C:y[1][2],dim2D:y[1][3],colorClamp:I,scissorX:(c===u?0:n+x)+(r.pad.l-x)+r.layoutWidth*b.x[0],scissorWidth:(c===h?_-n+x:a+.5)+(c===u?n+x:0),scissorY:i+r.pad.b+r.layoutHeight*b.y[0],scissorHeight:o,viewportX:r.pad.l-x+r.layoutWidth*b.x[0],viewportY:r.pad.b+r.layoutHeight*b.y[0],viewportWidth:_,viewportHeight:w},f)}return{setColorDomain:function(t){I[0]=t[0],I[1]=t[1]},render:function(t,e,n){var i,a,o,s=t.length,l=1/0,c=-1/0;for(i=0;i<s;i++)t[i].dim2.canvasX>c&&(c=t[i].dim2.canvasX,o=i),t[i].dim1.canvasX<l&&(l=t[i].dim1.canvasX,a=i);0===s&&_(S,0,0,r.canvasWidth,r.canvasHeight);var f=T?{}:function(){var t,e,r,n=[0,1].map(function(){return[0,1,2,3].map(function(){return new Float32Array(16)})});for(t=0;t<2;t++)for(e=0;e<4;e++)for(r=0;r<16;r++){var i,a=r+16*e;i=a<p.length?p[a].brush.filter.getBounds()[t]:t,n[t][e][r]=i+(2*t-1)*u}function o(t,e){var r=h-1;return[Math.max(0,Math.floor(e[0]*r)),Math.min(r,Math.ceil(e[1]*r))]}for(var s=Array.apply(null,new Array(h*v)).map(function(){return 255}),l=0;l<p.length;l++){var c=l%g,f=(l-c)/g,d=Math.pow(2,c),m=p[l],x=m.brush.filter.get();if(!(x.length<2))for(var b=o(0,x[0])[1],_=1;_<x.length;_++){for(var w=o(0,x[_]),k=b+1;k<w[0];k++)s[k*v+f]&=~d;b=Math.max(b,w[1])}}var A={shape:[v,h],format:\"alpha\",type:\"uint8\",mag:\"nearest\",min:\"nearest\",data:s};return y?y(A):y=S.texture(A),{maskTexture:y,maskHeight:h,loA:n[0][0],loB:n[0][1],loC:n[0][2],loD:n[0][3],hiA:n[1][0],hiB:n[1][1],hiC:n[1][2],hiD:n[1][3]}}();for(i=0;i<s;i++){var m=t[i],x=m.dim1,b=x.crossfilterDimensionIndex,k=m.canvasX,A=m.canvasY,M=m.dim2.crossfilterDimensionIndex,C=m.panelSizeX,L=m.panelSizeY,O=k+C;if(e||!D[b]||D[b][0]!==k||D[b][1]!==O){D[b]=[k,O];var I=P(b,M,k,A,C,L,x.crossfilterDimensionIndex,i,a,o,f);E.clearOnly=n,w(S,z,E,e?r.lines.blockLineCount:d,d,I)}}},readPixel:function(t,e){return S.read({x:t,y:e,width:1,height:1,data:x}),x},readPixels:function(t,e,r,n){var i=new Uint8Array(4*r*n);return S.read({x:t,y:e,width:r,height:n,data:i}),i},destroy:function(){for(var e in t.style[\"pointer-events\"]=\"none\",L.destroy(),y&&y.destroy(),C)C[e].destroy()},update:O}}},{\"../../lib\":701,glslify:402}],1023:[function(t,e,r){\"use strict\";e.exports=function(t,e,r,n){var i,a;for(n||(n=1/0),i=0;i<e.length;i++)(a=e[i]).visible&&(n=Math.min(n,a[r].length));for(n===1/0&&(n=0),t._length=n,i=0;i<e.length;i++)(a=e[i]).visible&&(a._length=n);return n}},{}],1024:[function(t,e,r){\"use strict\";var n=t(\"d3\"),i=t(\"../../lib\"),a=t(\"../../components/drawing\"),o=t(\"../../components/colorscale\"),s=t(\"../../lib/gup\"),l=s.keyFun,c=s.repeat,u=s.unwrap,h=t(\"./constants\"),f=t(\"./axisbrush\"),p=t(\"./lines\");function d(t){return!(\"visible\"in t)||t.visible}function g(t){var e=t.range?t.range[0]:i.aggNums(Math.min,null,t.values,t._length),r=t.range?t.range[1]:i.aggNums(Math.max,null,t.values,t._length);return!isNaN(e)&&isFinite(e)||(e=0),!isNaN(r)&&isFinite(r)||(r=0),e===r&&(0===e?(e-=1,r+=1):(e*=.9,r*=1.1)),[e,r]}function v(t){return t.dimensions.some(function(t){return t.brush.filterSpecified})}function m(t,e,r){var a=u(e),s=a.trace,l=a.lineColor,c=s.line,f=c.reversescale?o.flipScale(a.cscale):a.cscale,p=s.domain,v=s.dimensions,m=t.width,y=s.labelfont,x=s.tickfont,b=s.rangefont,_=i.extendDeepNoArrays({},c,{color:l.map(n.scale.linear().domain(g({values:l,range:[c.cmin,c.cmax],_length:s._length}))),blockLineCount:h.blockLineCount,canvasOverdrag:h.overdrag*h.canvasPixelRatio}),w=Math.floor(m*(p.x[1]-p.x[0])),k=Math.floor(t.height*(p.y[1]-p.y[0])),A=t.margin||{l:80,r:80,t:100,b:80},T=w,M=k;return{key:r,colCount:v.filter(d).length,dimensions:v,tickDistance:h.tickDistance,unitToColor:function(t){var e=t.map(function(t){return t[0]}),r=t.map(function(t){return n.rgb(t[1])}),i=\"rgb\".split(\"\").map(function(t){return n.scale.linear().clamp(!0).domain(e).range(r.map((i=t,function(t){return t[i]})));var i});return function(t){return i.map(function(e){return e(t)})}}(f),lines:_,labelFont:y,tickFont:x,rangeFont:b,layoutWidth:m,layoutHeight:t.height,domain:p,translateX:p.x[0]*m,translateY:t.height-p.y[1]*t.height,pad:A,canvasWidth:T*h.canvasPixelRatio+2*_.canvasOverdrag,canvasHeight:M*h.canvasPixelRatio,width:T,height:M,canvasPixelRatio:h.canvasPixelRatio}}function y(t,e,r){var a=r.width,o=r.height,s=r.dimensions,l=r.canvasPixelRatio,c=function(t){return a*t/Math.max(1,r.colCount-1)},u=h.verticalPadding/o,p=function(t,e){return n.scale.linear().range([e,t-e])}(o,h.verticalPadding),m={key:r.key,xScale:c,model:r,inBrushDrag:!1},y={};return m.dimensions=s.filter(d).map(function(a,s){var d=function(t,e){return n.scale.linear().domain(g(t)).range([e,1-e])}(a,u),x=y[a.label];y[a.label]=(x||0)+1;var b=a.label+(x?\"__\"+x:\"\"),_=a.constraintrange,w=_&&_.length;w&&!Array.isArray(_[0])&&(_=[_]);var k=w?_.map(function(t){return t.map(d)}):[[0,1]],A=a.values;A.length>a._length&&(A=A.slice(0,a._length));var T,M=a.tickvals;function S(t,e){return{val:t,text:T[e]}}function E(t,e){return t.val-e.val}if(Array.isArray(M)&&M.length){T=a.ticktext,Array.isArray(T)&&T.length?T.length>M.length?T=T.slice(0,M.length):M.length>T.length&&(M=M.slice(0,T.length)):T=M.map(n.format(a.tickformat));for(var C=1;C<M.length;C++)if(M[C]<M[C-1]){for(var L=M.map(S).sort(E),z=0;z<M.length;z++)M[z]=L[z].val,T[z]=L[z].text;break}}else M=void 0;return{key:b,label:a.label,tickFormat:a.tickformat,tickvals:M,ticktext:T,ordinal:!!M,multiselect:a.multiselect,xIndex:s,crossfilterDimensionIndex:s,visibleIndex:a._index,height:o,values:A,paddedUnitValues:A.map(d),unitTickvals:M&&M.map(d),xScale:c,x:c(s),canvasX:c(s)*l,unitToPaddedPx:p,domainScale:function(t,e,r,i,a){var o,s,l=g(r);return i?n.scale.ordinal().domain(i.map((o=n.format(r.tickformat),s=a,s?function(t,e){var r=s[e];return null==r?o(t):r}:o))).range(i.map(function(r){var n=(r-l[0])/(l[1]-l[0]);return t-e+n*(2*e-t)})):n.scale.linear().domain(l).range([t-e,e])}(o,h.verticalPadding,a,M,T),ordinalScale:function(t){if(t.tickvals){var e=g(t);return n.scale.ordinal().domain(t.tickvals).range(t.tickvals.map(function(t){return(t-e[0])/(e[1]-e[0])}))}}(a),parent:m,model:r,brush:f.makeBrush(t,w,k,function(){t.linePickActive(!1)},function(){var e=m;e.focusLayer&&e.focusLayer.render(e.panels,!0);var r=v(e);!t.contextShown()&&r?(e.contextLayer&&e.contextLayer.render(e.panels,!0),t.contextShown(!0)):t.contextShown()&&!r&&(e.contextLayer&&e.contextLayer.render(e.panels,!0,!0),t.contextShown(!1))},function(r){var n=m;if(n.focusLayer.render(n.panels,!0),n.pickLayer&&n.pickLayer.render(n.panels,!0),t.linePickActive(!0),e&&e.filterChanged){var o=d.invert,s=r.map(function(t){return t.map(o).sort(i.sorterAsc)}).sort(function(t,e){return t[0]-e[0]});e.filterChanged(n.key,a._index,s)}})}}),m}function x(t){t.classed(h.cn.axisExtentText,!0).attr(\"text-anchor\",\"middle\").style(\"cursor\",\"default\").style(\"user-select\",\"none\")}e.exports=function(t,e,r,o,s,d){var g,b,_=(g=!0,b=!1,{linePickActive:function(t){return arguments.length?g=!!t:g},contextShown:function(t){return arguments.length?b=!!t:b}}),w=o.filter(function(t){return u(t).trace.visible}).map(m.bind(0,s)).map(y.bind(0,_,d));r.each(function(t,e){return i.extendFlat(t,w[e])});var k=r.selectAll(\".gl-canvas\").each(function(t){t.viewModel=w[0],t.model=t.viewModel?t.viewModel.model:null}),A=null;k.filter(function(t){return t.pick}).style(\"pointer-events\",\"auto\").on(\"mousemove\",function(t){if(_.linePickActive()&&t.lineLayer&&d&&d.hover){var e=n.event,r=this.width,i=this.height,a=n.mouse(this),o=a[0],s=a[1];if(o<0||s<0||o>=r||s>=i)return;var l=t.lineLayer.readPixel(o,i-1-s),c=0!==l[3],u=c?l[2]+256*(l[1]+256*l[0]):null,h={x:o,y:s,clientX:e.clientX,clientY:e.clientY,dataIndex:t.model.key,curveNumber:u};u!==A&&(c?d.hover(h):d.unhover&&d.unhover(h),A=u)}}),k.style(\"opacity\",function(t){return t.pick?.01:1}),e.style(\"background\",\"rgba(255, 255, 255, 0)\");var T=e.selectAll(\".\"+h.cn.parcoords).data(w,l);T.exit().remove(),T.enter().append(\"g\").classed(h.cn.parcoords,!0).style(\"shape-rendering\",\"crispEdges\").style(\"pointer-events\",\"none\"),T.attr(\"transform\",function(t){return\"translate(\"+t.model.translateX+\",\"+t.model.translateY+\")\"});var M=T.selectAll(\".\"+h.cn.parcoordsControlView).data(c,l);M.enter().append(\"g\").classed(h.cn.parcoordsControlView,!0),M.attr(\"transform\",function(t){return\"translate(\"+t.model.pad.l+\",\"+t.model.pad.t+\")\"});var S=M.selectAll(\".\"+h.cn.yAxis).data(function(t){return t.dimensions},l);function E(t,e){for(var r=e.panels||(e.panels=[]),n=t.data(),i=n.length-1,a=0;a<i;a++){var o=r[a]||(r[a]={}),s=n[a],l=n[a+1];o.dim1=s,o.dim2=l,o.canvasX=s.canvasX,o.panelSizeX=l.canvasX-s.canvasX,o.panelSizeY=e.model.canvasHeight,o.y=0,o.canvasY=0}}S.enter().append(\"g\").classed(h.cn.yAxis,!0),M.each(function(t){E(S,t)}),k.each(function(t){if(t.viewModel){!t.lineLayer||d?t.lineLayer=p(this,t):t.lineLayer.update(t),(t.key||0===t.key)&&(t.viewModel[t.key]=t.lineLayer);var e=!t.context||d;t.lineLayer.render(t.viewModel.panels,e)}}),S.attr(\"transform\",function(t){return\"translate(\"+t.xScale(t.xIndex)+\", 0)\"}),S.call(n.behavior.drag().origin(function(t){return t}).on(\"drag\",function(t){var e=t.parent;_.linePickActive(!1),t.x=Math.max(-h.overdrag,Math.min(t.model.width+h.overdrag,n.event.x)),t.canvasX=t.x*t.model.canvasPixelRatio,S.sort(function(t,e){return t.x-e.x}).each(function(e,r){e.xIndex=r,e.x=t===e?e.x:e.xScale(e.xIndex),e.canvasX=e.x*e.model.canvasPixelRatio}),E(S,e),S.filter(function(e){return 0!==Math.abs(t.xIndex-e.xIndex)}).attr(\"transform\",function(t){return\"translate(\"+t.xScale(t.xIndex)+\", 0)\"}),n.select(this).attr(\"transform\",\"translate(\"+t.x+\", 0)\"),S.each(function(r,n,i){i===t.parent.key&&(e.dimensions[n]=r)}),e.contextLayer&&e.contextLayer.render(e.panels,!1,!v(e)),e.focusLayer.render&&e.focusLayer.render(e.panels)}).on(\"dragend\",function(t){var e=t.parent;t.x=t.xScale(t.xIndex),t.canvasX=t.x*t.model.canvasPixelRatio,E(S,e),n.select(this).attr(\"transform\",function(t){return\"translate(\"+t.x+\", 0)\"}),e.contextLayer&&e.contextLayer.render(e.panels,!1,!v(e)),e.focusLayer&&e.focusLayer.render(e.panels),e.pickLayer&&e.pickLayer.render(e.panels,!0),_.linePickActive(!0),d&&d.axesMoved&&d.axesMoved(e.key,e.dimensions.map(function(t){return t.crossfilterDimensionIndex}))})),S.exit().remove();var C=S.selectAll(\".\"+h.cn.axisOverlays).data(c,l);C.enter().append(\"g\").classed(h.cn.axisOverlays,!0),C.selectAll(\".\"+h.cn.axis).remove();var L=C.selectAll(\".\"+h.cn.axis).data(c,l);L.enter().append(\"g\").classed(h.cn.axis,!0),L.each(function(t){var e=t.model.height/t.model.tickDistance,r=t.domainScale,i=r.domain();n.select(this).call(n.svg.axis().orient(\"left\").tickSize(4).outerTickSize(2).ticks(e,t.tickFormat).tickValues(t.ordinal?i:null).tickFormat(t.ordinal?function(t){return t}:null).scale(r)),a.font(L.selectAll(\"text\"),t.model.tickFont)}),L.selectAll(\".domain, .tick>line\").attr(\"fill\",\"none\").attr(\"stroke\",\"black\").attr(\"stroke-opacity\",.25).attr(\"stroke-width\",\"1px\"),L.selectAll(\"text\").style(\"text-shadow\",\"1px 1px 1px #fff, -1px -1px 1px #fff, 1px -1px 1px #fff, -1px 1px 1px #fff\").style(\"cursor\",\"default\").style(\"user-select\",\"none\");var z=C.selectAll(\".\"+h.cn.axisHeading).data(c,l);z.enter().append(\"g\").classed(h.cn.axisHeading,!0);var O=z.selectAll(\".\"+h.cn.axisTitle).data(c,l);O.enter().append(\"text\").classed(h.cn.axisTitle,!0).attr(\"text-anchor\",\"middle\").style(\"cursor\",\"ew-resize\").style(\"user-select\",\"none\").style(\"pointer-events\",\"auto\"),O.attr(\"transform\",\"translate(0,\"+-h.axisTitleOffset+\")\").text(function(t){return t.label}).each(function(t){a.font(n.select(this),t.model.labelFont)});var I=C.selectAll(\".\"+h.cn.axisExtent).data(c,l);I.enter().append(\"g\").classed(h.cn.axisExtent,!0);var D=I.selectAll(\".\"+h.cn.axisExtentTop).data(c,l);D.enter().append(\"g\").classed(h.cn.axisExtentTop,!0),D.attr(\"transform\",\"translate(0,\"+-h.axisExtentOffset+\")\");var P=D.selectAll(\".\"+h.cn.axisExtentTopText).data(c,l);function R(t,e){if(t.ordinal)return\"\";var r=t.domainScale.domain();return n.format(t.tickFormat)(r[e?r.length-1:0])}P.enter().append(\"text\").classed(h.cn.axisExtentTopText,!0).call(x),P.text(function(t){return R(t,!0)}).each(function(t){a.font(n.select(this),t.model.rangeFont)});var F=I.selectAll(\".\"+h.cn.axisExtentBottom).data(c,l);F.enter().append(\"g\").classed(h.cn.axisExtentBottom,!0),F.attr(\"transform\",function(t){return\"translate(0,\"+(t.model.height+h.axisExtentOffset)+\")\"});var B=F.selectAll(\".\"+h.cn.axisExtentBottomText).data(c,l);B.enter().append(\"text\").classed(h.cn.axisExtentBottomText,!0).attr(\"dy\",\"0.75em\").call(x),B.text(function(t){return R(t)}).each(function(t){a.font(n.select(this),t.model.rangeFont)}),f.ensureAxisBrush(C)}},{\"../../components/colorscale\":590,\"../../components/drawing\":599,\"../../lib\":701,\"../../lib/gup\":699,\"./axisbrush\":1016,\"./constants\":1019,\"./lines\":1022,d3:155}],1025:[function(t,e,r){\"use strict\";var n=t(\"./parcoords\"),i=t(\"../../lib/prepare_regl\");e.exports=function(t,e){var r=t._fullLayout,a=r._toppaper,o=r._paperdiv,s=r._glcontainer;if(i(t)){var l={},c={},u={},h={},f=r._size;e.forEach(function(e,r){var n=e[0].trace;u[r]=n.index;var i=h[r]=n._fullInput.index;l[r]=t.data[i].dimensions,c[r]=t.data[i].dimensions.slice()});n(o,a,s,e,{width:f.w,height:f.h,margin:{t:f.t,r:f.r,b:f.b,l:f.l}},{filterChanged:function(e,n,i){var a=c[e][n],o=i.map(function(t){return t.slice()}),s=\"dimensions[\"+n+\"].constraintrange\",l=r._tracePreGUI[t._fullData[u[e]]._fullInput.uid];if(void 0===l[s]){var f=a.constraintrange;l[s]=f||null}var p=t._fullData[u[e]].dimensions[n];o.length?(1===o.length&&(o=o[0]),a.constraintrange=o,p.constraintrange=o.slice(),o=[o]):(delete a.constraintrange,delete p.constraintrange,o=null);var d={};d[s]=o,t.emit(\"plotly_restyle\",[d,[h[e]]])},hover:function(e){t.emit(\"plotly_hover\",e)},unhover:function(e){t.emit(\"plotly_unhover\",e)},axesMoved:function(e,r){function n(t){return!(\"visible\"in t)||t.visible}function i(t,e,r){var n=e.indexOf(r),i=t.indexOf(n);return-1===i&&(i+=e.length),i}var a=function(t){return function(e,n){return 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n=t(\"../../components/color/attributes\"),i=t(\"../../plots/font_attributes\"),a=t(\"../../plots/attributes\"),o=t(\"../../components/fx/hovertemplate_attributes\"),s=t(\"../../plots/domain\").attributes,l=t(\"../../lib/extend\").extendFlat,c=i({editType:\"calc\",arrayOk:!0,colorEditType:\"plot\"});e.exports={labels:{valType:\"data_array\",editType:\"calc\"},label0:{valType:\"number\",dflt:0,editType:\"calc\"},dlabel:{valType:\"number\",dflt:1,editType:\"calc\"},values:{valType:\"data_array\",editType:\"calc\"},marker:{colors:{valType:\"data_array\",editType:\"calc\"},line:{color:{valType:\"color\",dflt:n.defaultLine,arrayOk:!0,editType:\"style\"},width:{valType:\"number\",min:0,dflt:0,arrayOk:!0,editType:\"style\"},editType:\"calc\"},editType:\"calc\"},text:{valType:\"data_array\",editType:\"calc\"},hovertext:{valType:\"string\",dflt:\"\",arrayOk:!0,editType:\"style\"},scalegroup:{valType:\"string\",dflt:\"\",editType:\"calc\"},textinfo:{valType:\"flaglist\",flags:[\"label\",\"text\",\"value\",\"percent\"],extras:[\"none\"],editType:\"calc\"},hoverinfo:l({},a.hoverinfo,{flags:[\"label\",\"text\",\"value\",\"percent\",\"name\"]}),hovertemplate:o({},{keys:[\"label\",\"color\",\"value\",\"percent\",\"text\"]}),textposition:{valType:\"enumerated\",values:[\"inside\",\"outside\",\"auto\",\"none\"],dflt:\"auto\",arrayOk:!0,editType:\"calc\"},textfont:l({},c,{}),insidetextfont:l({},c,{}),outsidetextfont:l({},c,{}),title:{text:{valType:\"string\",dflt:\"\",editType:\"calc\"},font:l({},c,{}),position:{valType:\"enumerated\",values:[\"top 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r,n=JSON.stringify(t),i=e[n];if(!i){for(i=t.slice(),r=0;r<t.length;r++)i.push(a(t[r]).lighten(20).toHexString());for(r=0;r<t.length;r++)i.push(a(t[r]).darken(20).toHexString());e[n]=i}return i}e.exports={calc:function(t,e){var r,a,o,l,u,h=e.values,f=i(h)&&h.length,p=e.labels,d=e.marker.colors||[],g=[],v=t._fullLayout,m={},y=0,x=v.hiddenlabels||[];if(e.dlabel)for(p=new Array(h.length),r=0;r<h.length;r++)p[r]=String(e.label0+r*e.dlabel);var b=c(v._piecolormap),_=(f?h:p).length;for(r=0;r<_;r++){if(f){if(a=h[r],!n(a))continue;if((a=+a)<0)continue}else a=1;void 0!==(o=p[r])&&\"\"!==o||(o=r);var w=m[o=String(o)];void 0===w?(m[o]=g.length,(l=-1!==x.indexOf(o))||(y+=a),g.push({v:a,label:o,color:b(d[r],o),i:r,pts:[r],hidden:l})):((u=g[w]).v+=a,u.pts.push(r),u.hidden||(y+=a),!1===u.color&&d[r]&&(u.color=b(d[r],o)))}if(e.sort&&g.sort(function(t,e){return e.v-t.v}),g[0]&&(g[0].vTotal=y),e.textinfo&&\"none\"!==e.textinfo){var k,A=-1!==e.textinfo.indexOf(\"label\"),T=-1!==e.textinfo.indexOf(\"text\"),M=-1!==e.textinfo.indexOf(\"value\"),S=-1!==e.textinfo.indexOf(\"percent\"),E=v.separators;for(r=0;r<g.length;r++){if(u=g[r],k=A?[u.label]:[],T){var C=s.getFirstFilled(e.text,u.pts);C&&k.push(C)}M&&k.push(s.formatPieValue(u.v,E)),S&&k.push(s.formatPiePercent(u.v/y,E)),u.text=k.join(\"<br>\")}}return g},crossTraceCalc:function(t){var e=t._fullLayout,r=t.calcdata,n=e.piecolorway,i=e._piecolormap;e.extendpiecolors&&(n=u(n,l));for(var a=0,o=0;o<r.length;o++){var s=r[o];if(\"pie\"===s[0].trace.type)for(var c=0;c<s.length;c++){var h=s[c];!1===h.color&&(i[h.label]?h.color=i[h.label]:(i[h.label]=h.color=n[a%n.length],a++))}}},makePullColorFn:c,generateExtendedColors:u}},{\"../../components/color\":578,\"../../lib\":701,\"./helpers\":1031,\"fast-isnumeric\":222,tinycolor2:522}],1029:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"./attributes\"),a=t(\"../../plots/domain\").defaults;e.exports=function(t,e,r,o){function s(r,a){return n.coerce(t,e,i,r,a)}var l,c=n.coerceFont,u=s(\"values\"),h=n.isArrayOrTypedArray(u),f=s(\"labels\");if(Array.isArray(f)?(l=f.length,h&&(l=Math.min(l,u.length))):h&&(l=u.length,s(\"label0\"),s(\"dlabel\")),l){e._length=l,s(\"marker.line.width\")&&s(\"marker.line.color\"),s(\"marker.colors\"),s(\"scalegroup\");var p=s(\"text\"),d=s(\"textinfo\",Array.isArray(p)?\"text+percent\":\"percent\");if(s(\"hovertext\"),s(\"hovertemplate\"),d&&\"none\"!==d){var g=s(\"textposition\"),v=Array.isArray(g)||\"auto\"===g,m=v||\"inside\"===g,y=v||\"outside\"===g;if(m||y){var x=c(s,\"textfont\",o.font);if(m){var b=n.extendFlat({},x);!(t.textfont&&t.textfont.color)&&delete b.color,c(s,\"insidetextfont\",b)}y&&c(s,\"outsidetextfont\",x)}}a(e,o,s);var _=s(\"hole\");if(s(\"title.text\")){var w=s(\"title.position\",_?\"middle center\":\"top center\");_||\"middle 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r=t.toPrecision(10);return-1!==r.lastIndexOf(\".\")&&(r=r.replace(/[.]?0+$/,\"\")),n.numSeparate(r,e)},r.getFirstFilled=function(t,e){if(Array.isArray(t))for(var r=0;r<e.length;r++){var n=t[e[r]];if(n||0===n)return n}},r.castOption=function(t,e){return Array.isArray(t)?r.getFirstFilled(t,e):t||void 0}},{\"../../lib\":701}],1032:[function(t,e,r){\"use strict\";e.exports={attributes:t(\"./attributes\"),supplyDefaults:t(\"./defaults\"),supplyLayoutDefaults:t(\"./layout_defaults\"),layoutAttributes:t(\"./layout_attributes\"),calc:t(\"./calc\").calc,crossTraceCalc:t(\"./calc\").crossTraceCalc,plot:t(\"./plot\").plot,style:t(\"./style\"),styleOne:t(\"./style_one\"),moduleType:\"trace\",name:\"pie\",basePlotModule:t(\"./base_plot\"),categories:[\"pie\",\"showLegend\"],meta:{}}},{\"./attributes\":1026,\"./base_plot\":1027,\"./calc\":1028,\"./defaults\":1029,\"./layout_attributes\":1033,\"./layout_defaults\":1034,\"./plot\":1035,\"./style\":1036,\"./style_one\":1037}],1033:[function(t,e,r){\"use strict\";e.exports={hiddenlabels:{valType:\"data_array\",editType:\"calc\"},piecolorway:{valType:\"colorlist\",editType:\"calc\"},extendpiecolors:{valType:\"boolean\",dflt:!0,editType:\"calc\"}}},{}],1034:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"./layout_attributes\");e.exports=function(t,e){function r(r,a){return n.coerce(t,e,i,r,a)}r(\"hiddenlabels\"),r(\"piecolorway\",e.colorway),r(\"extendpiecolors\")}},{\"../../lib\":701,\"./layout_attributes\":1033}],1035:[function(t,e,r){\"use strict\";var n=t(\"d3\"),i=t(\"../../components/fx\"),a=t(\"../../components/color\"),o=t(\"../../components/drawing\"),s=t(\"../../lib\"),l=t(\"../../lib/svg_text_utils\"),c=t(\"./helpers\"),u=t(\"./event_data\");function h(t,e,r){var a=r[0],o=a.trace,s=a.cx,l=a.cy;\"_hasHoverLabel\"in o||(o._hasHoverLabel=!1),\"_hasHoverEvent\"in o||(o._hasHoverEvent=!1),t.on(\"mouseover\",function(t){var r=e._fullLayout,h=e._fullData[o.index];if(!e._dragging&&!1!==r.hovermode){var f=h.hoverinfo;if(Array.isArray(f)&&(f=i.castHoverinfo({hoverinfo:[c.castOption(f,t.pts)],_module:o._module},r,0)),\"all\"===f&&(f=\"label+text+value+percent+name\"),h.hovertemplate||\"none\"!==f&&\"skip\"!==f&&f){var p=t.rInscribed,d=s+t.pxmid[0]*(1-p),g=l+t.pxmid[1]*(1-p),v=r.separators,m=[];if(f&&-1!==f.indexOf(\"label\")&&m.push(t.label),t.text=c.castOption(h.hovertext||h.text,t.pts),f&&-1!==f.indexOf(\"text\")){var y=t.text;y&&m.push(y)}t.value=t.v,t.valueLabel=c.formatPieValue(t.v,v),f&&-1!==f.indexOf(\"value\")&&m.push(t.valueLabel),t.percent=t.v/a.vTotal,t.percentLabel=c.formatPiePercent(t.percent,v),f&&-1!==f.indexOf(\"percent\")&&m.push(t.percentLabel);var x=h.hoverlabel,b=x.font;i.loneHover({trace:o,x0:d-p*a.r,x1:d+p*a.r,y:g,text:m.join(\"<br>\"),name:h.hovertemplate||-1!==f.indexOf(\"name\")?h.name:void 0,idealAlign:t.pxmid[0]<0?\"left\":\"right\",color:c.castOption(x.bgcolor,t.pts)||t.color,borderColor:c.castOption(x.bordercolor,t.pts),fontFamily:c.castOption(b.family,t.pts),fontSize:c.castOption(b.size,t.pts),fontColor:c.castOption(b.color,t.pts),nameLength:c.castOption(x.namelength,t.pts),textAlign:c.castOption(x.align,t.pts),hovertemplate:c.castOption(h.hovertemplate,t.pts),hovertemplateLabels:t,eventData:[u(t,h)]},{container:r._hoverlayer.node(),outerContainer:r._paper.node(),gd:e}),o._hasHoverLabel=!0}o._hasHoverEvent=!0,e.emit(\"plotly_hover\",{points:[u(t,h)],event:n.event})}}),t.on(\"mouseout\",function(t){var r=e._fullLayout,a=e._fullData[o.index],s=n.select(this).datum();o._hasHoverEvent&&(t.originalEvent=n.event,e.emit(\"plotly_unhover\",{points:[u(s,a)],event:n.event}),o._hasHoverEvent=!1),o._hasHoverLabel&&(i.loneUnhover(r._hoverlayer.node()),o._hasHoverLabel=!1)}),t.on(\"click\",function(t){var r=e._fullLayout,a=e._fullData[o.index];e._dragging||!1===r.hovermode||(e._hoverdata=[u(t,a)],i.click(e,n.event))})}function f(t,e,r){var n=Math.sqrt(t.width*t.width+t.height*t.height),i=t.width/t.height,a=e.halfangle,o=e.ring,s=e.rInscribed,l=r.r||e.rpx1,c={scale:s*l*2/n,rCenter:1-s,rotate:0};if(c.scale>=1)return c;var u=i+1/(2*Math.tan(a)),h=l*Math.min(1/(Math.sqrt(u*u+.5)+u),o/(Math.sqrt(i*i+o/2)+i)),f={scale:2*h/t.height,rCenter:Math.cos(h/l)-h*i/l,rotate:(180/Math.PI*e.midangle+720)%180-90},p=1/i,d=p+1/(2*Math.tan(a)),g=l*Math.min(1/(Math.sqrt(d*d+.5)+d),o/(Math.sqrt(p*p+o/2)+p)),v={scale:2*g/t.width,rCenter:Math.cos(g/l)-g/i/l,rotate:(180/Math.PI*e.midangle+810)%180-90},m=v.scale>f.scale?v:f;return c.scale<1&&m.scale>c.scale?m:c}function p(t,e){return t.v!==e.vTotal||e.trace.hole?Math.min(1/(1+1/Math.sin(t.halfangle)),t.ring/2):1}function d(t,e){var r=e.pxmid[0],n=e.pxmid[1],i=t.width/2,a=t.height/2;return r<0&&(i*=-1),n<0&&(a*=-1),{scale:1,rCenter:1,rotate:0,x:i+Math.abs(a)*(i>0?1:-1)/2,y:a/(1+r*r/(n*n)),outside:!0}}function g(t,e){var r=t.trace,n=e.h*(r.domain.y[1]-r.domain.y[0]);return Math.min(t.titleBox.height,n/2)}function v(t){var e,r=t.pull;if(Array.isArray(r))for(r=0,e=0;e<t.pull.length;e++)t.pull[e]>r&&(r=t.pull[e]);return r}e.exports={plot:function(t,e){var r=t._fullLayout;!function(t,e){for(var r,n,i=e._fullLayout,a=0;a<t.length;a++)if(r=t[a][0],(n=r.trace).title.text){var c=i.meta?s.templateString(n.title.text,{meta:i.meta}):n.title.text,u=o.tester.append(\"text\").attr(\"data-notex\",1).text(c).call(o.font,n.title.font).call(l.convertToTspans,e),h=o.bBox(u.node(),!0);r.titleBox={width:h.width,height:h.height},u.remove()}}(e,t),function(t,e){var r,n,i,a,o,s,l,c,u,h=[];for(i=0;i<t.length;i++)o=t[i][0],s=o.trace,r=e.w*(s.domain.x[1]-s.domain.x[0]),n=e.h*(s.domain.y[1]-s.domain.y[0]),s.title.text&&\"middle 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u(t){return[i.r*Math.sin(t),-i.r*Math.cos(t)]}for(n=u(o),e=0;e<t.length;e++)(r=t[e]).hidden||(r[l]=n,o+=s*r.v/2,r.pxmid=u(o),r.midangle=o,o+=s*r.v/2,n=u(o),r[c]=n,r.largeArc=r.v>i.vTotal/2?1:0,r.halfangle=Math.PI*Math.min(r.v/i.vTotal,.5),r.ring=1-a.hole,r.rInscribed=p(r,i))}(e),i.attr(\"stroke-linejoin\",\"round\"),i.each(function(){var i=n.select(this).selectAll(\"g.slice\").data(e);i.enter().append(\"g\").classed(\"slice\",!0),i.exit().remove();var p=[[[],[]],[[],[]]],y=!1;i.each(function(r){if(r.hidden)n.select(this).selectAll(\"path,g\").remove();else{r.pointNumber=r.i,r.curveNumber=m.index,p[r.pxmid[1]<0?0:1][r.pxmid[0]<0?0:1].push(r);var i=u.cx,g=u.cy,v=n.select(this),x=v.selectAll(\"path.surface\").data([r]);if(x.enter().append(\"path\").classed(\"surface\",!0).style({\"pointer-events\":\"all\"}),v.call(h,t,e),m.pull){var b=+c.castOption(m.pull,r.pts)||0;b>0&&(i+=b*r.pxmid[0],g+=b*r.pxmid[1])}r.cxFinal=i,r.cyFinal=g;var _=m.hole;if(r.v===u.vTotal){var w=\"M\"+(i+r.px0[0])+\",\"+(g+r.px0[1])+S(r.px0,r.pxmid,!0,1)+S(r.pxmid,r.px0,!0,1)+\"Z\";_?x.attr(\"d\",\"M\"+(i+_*r.px0[0])+\",\"+(g+_*r.px0[1])+S(r.px0,r.pxmid,!1,_)+S(r.pxmid,r.px0,!1,_)+\"Z\"+w):x.attr(\"d\",w)}else{var k=S(r.px0,r.px1,!0,1);if(_){var A=1-_;x.attr(\"d\",\"M\"+(i+_*r.px1[0])+\",\"+(g+_*r.px1[1])+S(r.px1,r.px0,!1,_)+\"l\"+A*r.px0[0]+\",\"+A*r.px0[1]+k+\"Z\")}else x.attr(\"d\",\"M\"+i+\",\"+g+\"l\"+r.px0[0]+\",\"+r.px0[1]+k+\"Z\")}var T=c.castOption(m.textposition,r.pts),M=v.selectAll(\"g.slicetext\").data(r.text&&\"none\"!==T?[0]:[]);M.enter().append(\"g\").classed(\"slicetext\",!0),M.exit().remove(),M.each(function(){var e=s.ensureSingle(n.select(this),\"text\",\"\",function(t){t.attr(\"data-notex\",1)});e.text(r.text).attr({class:\"slicetext\",transform:\"\",\"text-anchor\":\"middle\"}).call(o.font,\"outside\"===T?function(t,e,r){var n=c.castOption(t.outsidetextfont.color,e.pts)||c.castOption(t.textfont.color,e.pts)||r.color,i=c.castOption(t.outsidetextfont.family,e.pts)||c.castOption(t.textfont.family,e.pts)||r.family,a=c.castOption(t.outsidetextfont.size,e.pts)||c.castOption(t.textfont.size,e.pts)||r.size;return{color:n,family:i,size:a}}(m,r,t._fullLayout.font):function(t,e,r){var n=c.castOption(t.insidetextfont.color,e.pts);!n&&t._input.textfont&&(n=c.castOption(t._input.textfont.color,e.pts));var i=c.castOption(t.insidetextfont.family,e.pts)||c.castOption(t.textfont.family,e.pts)||r.family,o=c.castOption(t.insidetextfont.size,e.pts)||c.castOption(t.textfont.size,e.pts)||r.size;return{color:n||a.contrast(e.color),family:i,size:o}}(m,r,t._fullLayout.font)).call(l.convertToTspans,t);var h,p=o.bBox(e.node());\"outside\"===T?h=d(p,r):(h=f(p,r,u),\"auto\"===T&&h.scale<1&&(e.call(o.font,m.outsidetextfont),m.outsidetextfont.family===m.insidetextfont.family&&m.outsidetextfont.size===m.insidetextfont.size||(p=o.bBox(e.node())),h=d(p,r)));var v=i+r.pxmid[0]*h.rCenter+(h.x||0),x=g+r.pxmid[1]*h.rCenter+(h.y||0);h.outside&&(r.yLabelMin=x-p.height/2,r.yLabelMid=x,r.yLabelMax=x+p.height/2,r.labelExtraX=0,r.labelExtraY=0,y=!0),e.attr(\"transform\",\"translate(\"+v+\",\"+x+\")\"+(h.scale<1?\"scale(\"+h.scale+\")\":\"\")+(h.rotate?\"rotate(\"+h.rotate+\")\":\"\")+\"translate(\"+-(p.left+p.right)/2+\",\"+-(p.top+p.bottom)/2+\")\")})}function S(t,e,n,i){return\"a\"+i*u.r+\",\"+i*u.r+\" 0 \"+r.largeArc+(n?\" 1 \":\" 0 \")+i*(e[0]-t[0])+\",\"+i*(e[1]-t[1])}});var x=n.select(this).selectAll(\"g.titletext\").data(m.title.text?[0]:[]);x.enter().append(\"g\").classed(\"titletext\",!0),x.exit().remove(),x.each(function(){var e,i=s.ensureSingle(n.select(this),\"text\",\"\",function(t){t.attr(\"data-notex\",1)}),a=r.meta?s.templateString(m.title.text,{meta:r.meta}):m.title.text;i.text(a).attr({class:\"titletext\",transform:\"\",\"text-anchor\":\"middle\"}).call(o.font,m.title.font).call(l.convertToTspans,t),e=\"middle center\"===m.title.position?function(t){var e=Math.sqrt(t.titleBox.width*t.titleBox.width+t.titleBox.height*t.titleBox.height);return{x:t.cx,y:t.cy,scale:t.trace.hole*t.r*2/e,tx:0,ty:-t.titleBox.height/2+t.trace.title.font.size}}(u):function(t,e){var r,n,i=1,a=1,o=t.trace,s={x:t.cx,y:t.cy},l={tx:0,ty:0};return l.ty+=o.title.font.size,n=v(o),-1!==o.title.position.indexOf(\"top\")?(s.y-=(1+n)*t.r,l.ty-=t.titleBox.height):-1!==o.title.position.indexOf(\"bottom\")&&(s.y+=(1+n)*t.r),-1!==o.title.position.indexOf(\"left\")?(r=e.w*(o.domain.x[1]-o.domain.x[0])/2+t.r,s.x-=(1+n)*t.r,l.tx+=t.titleBox.width/2):-1!==o.title.position.indexOf(\"center\")?r=e.w*(o.domain.x[1]-o.domain.x[0]):-1!==o.title.position.indexOf(\"right\")&&(r=e.w*(o.domain.x[1]-o.domain.x[0])/2+t.r,s.x+=(1+n)*t.r,l.tx-=t.titleBox.width/2),i=r/t.titleBox.width,a=g(t,e)/t.titleBox.height,{x:s.x,y:s.y,scale:Math.min(i,a),tx:l.tx,ty:l.ty}}(u,r._size),i.attr(\"transform\",\"translate(\"+e.x+\",\"+e.y+\")\"+(e.scale<1?\"scale(\"+e.scale+\")\":\"\")+\"translate(\"+e.tx+\",\"+e.ty+\")\")}),y&&function(t,e){var r,n,i,a,o,s,l,u,h,f,p,d,g;function v(t,e){return t.pxmid[1]-e.pxmid[1]}function m(t,e){return e.pxmid[1]-t.pxmid[1]}function y(t,r){r||(r={});var i,u,h,p,d,g,v=r.labelExtraY+(n?r.yLabelMax:r.yLabelMin),m=n?t.yLabelMin:t.yLabelMax,y=n?t.yLabelMax:t.yLabelMin,x=t.cyFinal+o(t.px0[1],t.px1[1]),b=v-m;if(b*l>0&&(t.labelExtraY=b),Array.isArray(e.pull))for(u=0;u<f.length;u++)(h=f[u])===t||(c.castOption(e.pull,t.pts)||0)>=(c.castOption(e.pull,h.pts)||0)||((t.pxmid[1]-h.pxmid[1])*l>0?(p=h.cyFinal+o(h.px0[1],h.px1[1]),(b=p-m-t.labelExtraY)*l>0&&(t.labelExtraY+=b)):(y+t.labelExtraY-x)*l>0&&(i=3*s*Math.abs(u-f.indexOf(t)),d=h.cxFinal+a(h.px0[0],h.px1[0]),(g=d+i-(t.cxFinal+t.pxmid[0])-t.labelExtraX)*s>0&&(t.labelExtraX+=g)))}for(n=0;n<2;n++)for(i=n?v:m,o=n?Math.max:Math.min,l=n?1:-1,r=0;r<2;r++){for(a=r?Math.max:Math.min,s=r?1:-1,(u=t[n][r]).sort(i),h=t[1-n][r],f=h.concat(u),d=[],p=0;p<u.length;p++)void 0!==u[p].yLabelMid&&d.push(u[p]);for(g=!1,p=0;n&&p<h.length;p++)if(void 0!==h[p].yLabelMid){g=h[p];break}for(p=0;p<d.length;p++){var x=p&&d[p-1];g&&!p&&(x=g),y(d[p],x)}}}(p,m),function(t,e){t.each(function(t){var r=n.select(this);if(t.labelExtraX||t.labelExtraY){var i=r.select(\"g.slicetext text\");i.attr(\"transform\",\"translate(\"+t.labelExtraX+\",\"+t.labelExtraY+\")\"+i.attr(\"transform\"));var o=t.cxFinal+t.pxmid[0],l=t.cyFinal+t.pxmid[1],c=\"M\"+o+\",\"+l,u=(t.yLabelMax-t.yLabelMin)*(t.pxmid[0]<0?-1:1)/4;if(t.labelExtraX){var h=t.labelExtraX*t.pxmid[1]/t.pxmid[0],f=t.yLabelMid+t.labelExtraY-(t.cyFinal+t.pxmid[1]);Math.abs(h)>Math.abs(f)?c+=\"l\"+f*t.pxmid[0]/t.pxmid[1]+\",\"+f+\"H\"+(o+t.labelExtraX+u):c+=\"l\"+t.labelExtraX+\",\"+h+\"v\"+(f-h)+\"h\"+u}else c+=\"V\"+(t.yLabelMid+t.labelExtraY)+\"h\"+u;s.ensureSingle(r,\"path\",\"textline\").call(a.stroke,e.outsidetextfont.color).attr({\"stroke-width\":Math.min(2,e.outsidetextfont.size/8),d:c,fill:\"none\"})}else r.select(\"path.textline\").remove()})}(i,m)})});setTimeout(function(){i.selectAll(\"tspan\").each(function(){var t=n.select(this);t.attr(\"dy\")&&t.attr(\"dy\",t.attr(\"dy\"))})},0)},transformInsideText:f}},{\"../../components/color\":578,\"../../components/drawing\":599,\"../../components/fx\":617,\"../../lib\":701,\"../../lib/svg_text_utils\":725,\"./event_data\":1030,\"./helpers\":1031,d3:155}],1036:[function(t,e,r){\"use strict\";var n=t(\"d3\"),i=t(\"./style_one\");e.exports=function(t){t._fullLayout._pielayer.selectAll(\".trace\").each(function(t){var e=t[0].trace,r=n.select(this);r.style({opacity:e.opacity}),r.selectAll(\"path.surface\").each(function(t){n.select(this).call(i,t,e)})})}},{\"./style_one\":1037,d3:155}],1037:[function(t,e,r){\"use strict\";var n=t(\"../../components/color\"),i=t(\"./helpers\").castOption;e.exports=function(t,e,r){var a=r.marker.line,o=i(a.color,e.pts)||n.defaultLine,s=i(a.width,e.pts)||0;t.style(\"stroke-width\",s).call(n.fill,e.color).call(n.stroke,o)}},{\"../../components/color\":578,\"./helpers\":1031}],1038:[function(t,e,r){\"use strict\";var n=t(\"../scatter/attributes\");e.exports={x:n.x,y:n.y,xy:{valType:\"data_array\",editType:\"calc\"},indices:{valType:\"data_array\",editType:\"calc\"},xbounds:{valType:\"data_array\",editType:\"calc\"},ybounds:{valType:\"data_array\",editType:\"calc\"},text:n.text,marker:{color:{valType:\"color\",arrayOk:!1,editType:\"calc\"},opacity:{valType:\"number\",min:0,max:1,dflt:1,arrayOk:!1,editType:\"calc\"},blend:{valType:\"boolean\",dflt:null,editType:\"calc\"},sizemin:{valType:\"number\",min:.1,max:2,dflt:.5,editType:\"calc\"},sizemax:{valType:\"number\",min:.1,dflt:20,editType:\"calc\"},border:{color:{valType:\"color\",arrayOk:!1,editType:\"calc\"},arearatio:{valType:\"number\",min:0,max:1,dflt:0,editType:\"calc\"},editType:\"calc\"},editType:\"calc\"},transforms:void 0}},{\"../scatter/attributes\":1052}],1039:[function(t,e,r){\"use strict\";var n=t(\"gl-pointcloud2d\"),i=t(\"../../lib/str2rgbarray\"),a=t(\"../../plots/cartesian/autorange\").findExtremes,o=t(\"../scatter/get_trace_color\");function s(t,e){this.scene=t,this.uid=e,this.type=\"pointcloud\",this.pickXData=[],this.pickYData=[],this.xData=[],this.yData=[],this.textLabels=[],this.color=\"rgb(0, 0, 0)\",this.name=\"\",this.hoverinfo=\"all\",this.idToIndex=new Int32Array(0),this.bounds=[0,0,0,0],this.pointcloudOptions={positions:new Float32Array(0),idToIndex:this.idToIndex,sizemin:.5,sizemax:12,color:[0,0,0,1],areaRatio:1,borderColor:[0,0,0,1]},this.pointcloud=n(t.glplot,this.pointcloudOptions),this.pointcloud._trace=this}var l=s.prototype;l.handlePick=function(t){var e=this.idToIndex[t.pointId];return{trace:this,dataCoord:t.dataCoord,traceCoord:this.pickXYData?[this.pickXYData[2*e],this.pickXYData[2*e+1]]:[this.pickXData[e],this.pickYData[e]],textLabel:Array.isArray(this.textLabels)?this.textLabels[e]:this.textLabels,color:this.color,name:this.name,pointIndex:e,hoverinfo:this.hoverinfo}},l.update=function(t){this.index=t.index,this.textLabels=t.text,this.name=t.name,this.hoverinfo=t.hoverinfo,this.bounds=[1/0,1/0,-1/0,-1/0],this.updateFast(t),this.color=o(t,{})},l.updateFast=function(t){var e,r,n,o,s,l,c=this.xData=this.pickXData=t.x,u=this.yData=this.pickYData=t.y,h=this.pickXYData=t.xy,f=t.xbounds&&t.ybounds,p=t.indices,d=this.bounds;if(h){if(n=h,e=h.length>>>1,f)d[0]=t.xbounds[0],d[2]=t.xbounds[1],d[1]=t.ybounds[0],d[3]=t.ybounds[1];else for(l=0;l<e;l++)o=n[2*l],s=n[2*l+1],o<d[0]&&(d[0]=o),o>d[2]&&(d[2]=o),s<d[1]&&(d[1]=s),s>d[3]&&(d[3]=s);if(p)r=p;else for(r=new Int32Array(e),l=0;l<e;l++)r[l]=l}else for(e=c.length,n=new Float32Array(2*e),r=new Int32Array(e),l=0;l<e;l++)o=c[l],s=u[l],r[l]=l,n[2*l]=o,n[2*l+1]=s,o<d[0]&&(d[0]=o),o>d[2]&&(d[2]=o),s<d[1]&&(d[1]=s),s>d[3]&&(d[3]=s);this.idToIndex=r,this.pointcloudOptions.idToIndex=r,this.pointcloudOptions.positions=n;var g=i(t.marker.color),v=i(t.marker.border.color),m=t.opacity*t.marker.opacity;g[3]*=m,this.pointcloudOptions.color=g;var y=t.marker.blend;if(null===y){y=c.length<100||u.length<100}this.pointcloudOptions.blend=y,v[3]*=m,this.pointcloudOptions.borderColor=v;var x=t.marker.sizemin,b=Math.max(t.marker.sizemax,t.marker.sizemin);this.pointcloudOptions.sizeMin=x,this.pointcloudOptions.sizeMax=b,this.pointcloudOptions.areaRatio=t.marker.border.arearatio,this.pointcloud.update(this.pointcloudOptions);var _=this.scene.xaxis,w=this.scene.yaxis,k=b/2||.5;t._extremes[_._id]=a(_,[d[0],d[2]],{ppad:k}),t._extremes[w._id]=a(w,[d[1],d[3]],{ppad:k})},l.dispose=function(){this.pointcloud.dispose()},e.exports=function(t,e){var r=new s(t,e.uid);return 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n=\"bgsankey-\"+e.trace.uid+\"-\"+r;h.ensureSingle(t._fullLayout._draggers,\"rect\",n),t._fullData[r]._bgRect=i.select(\".\"+n),t._fullData[r]._bgRect.style(\"pointer-events\",\"all\").attr(\"width\",e.width).attr(\"height\",e.height).attr(\"x\",e.translateX).attr(\"y\",e.translateY).classed(\"bgsankey\",!0).style({fill:\"transparent\",\"stroke-width\":0})}),_.transition().ease(n.ease).duration(n.duration).attr(\"transform\",A);var I=_.selectAll(\".\"+n.cn.sankeyLinks).data(d,p);I.enter().append(\"g\").classed(n.cn.sankeyLinks,!0).style(\"fill\",\"none\");var D=I.selectAll(\".\"+n.cn.sankeyLink).data(function(t){return t.graph.links.filter(function(t){return t.value}).map(function(t,e,r){var n=a(e.color),i=e.source.label+\"|\"+e.target.label+\"__\"+r;return e.trace=t.trace,e.curveNumber=t.trace.index,{circular:t.circular,key:i,traceId:t.key,pointNumber:e.pointNumber,link:e,tinyColorHue:o.tinyRGB(n),tinyColorAlpha:n.getAlpha(),linkPath:y,linkLineColor:t.linkLineColor,linkLineWidth:t.linkLineWidth,valueFormat:t.valueFormat,valueSuffix:t.valueSuffix,sankey:t.sankey,parent:t,interactionState:t.interactionState,flow:e.flow}}.bind(null,t))},p);D.enter().append(\"path\").classed(n.cn.sankeyLink,!0).call(z,_,f.linkEvents),D.style(\"stroke\",function(t){return k(t)?o.tinyRGB(a(t.linkLineColor)):t.tinyColorHue}).style(\"stroke-opacity\",function(t){return k(t)?o.opacity(t.linkLineColor):t.tinyColorAlpha}).style(\"fill\",function(t){return t.tinyColorHue}).style(\"fill-opacity\",function(t){return t.tinyColorAlpha}).style(\"stroke-width\",function(t){return k(t)?t.linkLineWidth:1}).attr(\"d\",y()),D.style(\"opacity\",function(){return 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l=e.dx,c=Math.max(.5,e.dy),u=\"node_\"+e.pointNumber;return e.group&&(u=h.randstr()),e.trace=t.trace,e.curveNumber=t.trace.index,{index:e.pointNumber,key:u,partOfGroup:e.partOfGroup||!1,group:e.group,traceId:t.key,trace:t.trace,node:e,nodePad:t.nodePad,nodeLineColor:t.nodeLineColor,nodeLineWidth:t.nodeLineWidth,textFont:t.textFont,size:t.horizontal?t.height:t.width,visibleWidth:Math.ceil(l),visibleHeight:c,zoneX:-i,zoneY:-s,zoneWidth:l+2*i,zoneHeight:c+2*s,labelY:t.horizontal?e.dy/2+1:e.dx/2+1,left:1===e.originalLayer,sizeAcross:t.width,forceLayouts:t.forceLayouts,horizontal:t.horizontal,darkBackground:r.getBrightness()<=128,tinyColorHue:o.tinyRGB(r),tinyColorAlpha:r.getAlpha(),valueFormat:t.valueFormat,valueSuffix:t.valueSuffix,sankey:t.sankey,graph:t.graph,arrangement:t.arrangement,uniqueNodeLabelPathId:[t.guid,t.key,u].join(\"_\"),interactionState:t.interactionState,figure:t}}.bind(null,t))},p);R.enter().append(\"g\").classed(n.cn.sankeyNode,!0).call(x).style(\"opacity\",function(e){return!t._context.staticPlot&&!v||e.partOfGroup?0:1}),R.call(z,_,f.nodeEvents).call(O,D,f,t),R.transition().ease(n.ease).duration(n.duration).call(x).style(\"opacity\",function(t){return t.partOfGroup?0:1}),R.exit().transition().ease(n.ease).duration(n.duration).style(\"opacity\",0).remove();var F=R.selectAll(\".\"+n.cn.nodeRect).data(d);F.enter().append(\"rect\").classed(n.cn.nodeRect,!0).call(w),F.style(\"stroke-width\",function(t){return t.nodeLineWidth}).style(\"stroke\",function(t){return o.tinyRGB(a(t.nodeLineColor))}).style(\"stroke-opacity\",function(t){return o.opacity(t.nodeLineColor)}).style(\"fill\",function(t){return t.tinyColorHue}).style(\"fill-opacity\",function(t){return t.tinyColorAlpha}),F.transition().ease(n.ease).duration(n.duration).call(w);var B=R.selectAll(\".\"+n.cn.nodeCapture).data(d);B.enter().append(\"rect\").classed(n.cn.nodeCapture,!0).style(\"fill-opacity\",0),B.attr(\"x\",function(t){return t.zoneX}).attr(\"y\",function(t){return t.zoneY}).attr(\"width\",function(t){return t.zoneWidth}).attr(\"height\",function(t){return t.zoneHeight});var 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d=t.opacity;if(t.marker&&t.marker.opacity&&(d*=t.marker.opacity),r={gl:this.scene.glplot.gl,position:p.position,color:p.scatterColor,size:p.scatterSize,glyph:p.scatterMarker,opacity:d,orthographic:!0,lineWidth:p.scatterLineWidth,lineColor:p.scatterLineColor,project:p.project,projectScale:p.projectScale,projectOpacity:p.projectOpacity},-1!==this.mode.indexOf(\"markers\")?this.scatterPlot?this.scatterPlot.update(r):(this.scatterPlot=i(r),this.scatterPlot._trace=this,this.scatterPlot.highlightScale=1,this.scene.glplot.add(this.scatterPlot)):this.scatterPlot&&(this.scene.glplot.remove(this.scatterPlot),this.scatterPlot.dispose(),this.scatterPlot=null),c={gl:this.scene.glplot.gl,position:p.position,glyph:p.text,color:p.textColor,size:p.textSize,angle:p.textAngle,alignment:p.textOffset,font:p.textFont,orthographic:!0,lineWidth:0,project:!1,opacity:t.opacity},this.textLabels=t.hovertext||t.text,-1!==this.mode.indexOf(\"text\")?this.textMarkers?this.textMarkers.update(c):(this.textMarkers=i(c),this.textMarkers._trace=this,this.textMarkers.highlightScale=1,this.scene.glplot.add(this.textMarkers)):this.textMarkers&&(this.scene.glplot.remove(this.textMarkers),this.textMarkers.dispose(),this.textMarkers=null),l={gl:this.scene.glplot.gl,position:p.position,color:p.errorColor,error:p.errorBounds,lineWidth:p.errorLineWidth,capSize:p.errorCapSize,opacity:t.opacity},this.errorBars?p.errorBounds?this.errorBars.update(l):(this.scene.glplot.remove(this.errorBars),this.errorBars.dispose(),this.errorBars=null):p.errorBounds&&(this.errorBars=a(l),this.errorBars._trace=this,this.scene.glplot.add(this.errorBars)),p.delaunayAxis>=0){var 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n=t(\"../../lib\"),i=t(\"../scatter/constants\"),a=t(\"../scatter/subtypes\"),o=t(\"../scatter/marker_defaults\"),s=t(\"../scatter/line_defaults\"),l=t(\"../scatter/line_shape_defaults\"),c=t(\"../scatter/text_defaults\"),u=t(\"../scatter/fillcolor_defaults\"),h=t(\"./attributes\");e.exports=function(t,e,r,f){function p(r,i){return n.coerce(t,e,h,r,i)}p(\"carpet\"),e.xaxis=\"x\",e.yaxis=\"y\";var d=p(\"a\"),g=p(\"b\"),v=Math.min(d.length,g.length);if(v){e._length=v,p(\"text\"),p(\"hovertext\"),p(\"mode\",v<i.PTS_LINESONLY?\"lines+markers\":\"lines\"),a.hasLines(e)&&(s(t,e,r,f,p),l(t,e,p),p(\"connectgaps\")),a.hasMarkers(e)&&o(t,e,r,f,p,{gradient:!0}),a.hasText(e)&&c(t,e,f,p);var m=[];(a.hasMarkers(e)||a.hasText(e))&&(p(\"marker.maxdisplayed\"),m.push(\"points\")),p(\"fill\"),\"none\"!==e.fill&&(u(t,e,r,p),a.hasLines(e)||l(t,e,p)),\"tonext\"!==e.fill&&\"toself\"!==e.fill||m.push(\"fills\"),\"fills\"!==p(\"hoveron\",m.join(\"+\")||\"points\")&&p(\"hovertemplate\"),n.coerceSelectionMarkerOpacity(e,p)}else e.visible=!1}},{\"../../lib\":701,\"../scatter/constants\":1056,\"../scatter/fillcolor_defaults\":1061,\"../scatter/line_defaults\":1065,\"../scatter/line_shape_defaults\":1067,\"../scatter/marker_defaults\":1071,\"../scatter/subtypes\":1076,\"../scatter/text_defaults\":1077,\"./attributes\":1085}],1088:[function(t,e,r){\"use strict\";e.exports=function(t,e,r,n,i){var a=n[i];return t.a=a.a,t.b=a.b,t.y=a.y,t}},{}],1089:[function(t,e,r){\"use strict\";var n=t(\"../scatter/hover\"),i=t(\"../scatter/fill_hover_text\");e.exports=function(t,e,r,a){var o=n(t,e,r,a);if(o&&!1!==o[0].index){var s=o[0];if(void 0===s.index){var 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s,l,c,u=r[0][0].carpet,h={xaxis:i.getFromId(t,u.xaxis||\"x\"),yaxis:i.getFromId(t,u.yaxis||\"y\"),plot:e.plot};for(n(t,h,r,o),s=0;s<r.length;s++)l=r[s][0].trace,c=o.selectAll(\"g.trace\"+l.uid+\" .js-line\"),a.setClipUrl(c,r[s][0].carpet._clipPathId,t)}},{\"../../components/drawing\":599,\"../../plots/cartesian/axes\":749,\"../scatter/plot\":1072}],1092:[function(t,e,r){\"use strict\";var n=t(\"../../components/fx/hovertemplate_attributes\"),i=t(\"../scatter/attributes\"),a=t(\"../../plots/attributes\"),o=t(\"../../components/colorscale/attributes\"),s=t(\"../../components/drawing/attributes\").dash,l=t(\"../../lib/extend\").extendFlat,c=t(\"../../plot_api/edit_types\").overrideAll,u=i.marker,h=i.line,f=u.line;e.exports=c({lon:{valType:\"data_array\"},lat:{valType:\"data_array\"},locations:{valType:\"data_array\"},locationmode:{valType:\"enumerated\",values:[\"ISO-3\",\"USA-states\",\"country 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n=t(\"../../lib\"),i=t(\"../scatter/subtypes\"),a=t(\"../scatter/marker_defaults\"),o=t(\"../scatter/line_defaults\"),s=t(\"../scatter/text_defaults\"),l=t(\"../scatter/fillcolor_defaults\"),c=t(\"./attributes\");e.exports=function(t,e,r,u){function h(r,i){return n.coerce(t,e,c,r,i)}!function(t,e,r){var n,i,a=0,o=r(\"locations\");if(o)return r(\"locationmode\"),a=o.length;return n=r(\"lon\")||[],i=r(\"lat\")||[],a=Math.min(n.length,i.length),e._length=a,a}(0,e,h)?e.visible=!1:(h(\"text\"),h(\"hovertext\"),h(\"hovertemplate\"),h(\"mode\"),i.hasLines(e)&&(o(t,e,r,u,h),h(\"connectgaps\")),i.hasMarkers(e)&&a(t,e,r,u,h,{gradient:!0}),i.hasText(e)&&s(t,e,u,h),h(\"fill\"),\"none\"!==e.fill&&l(t,e,r,h),n.coerceSelectionMarkerOpacity(e,h))}},{\"../../lib\":701,\"../scatter/fillcolor_defaults\":1061,\"../scatter/line_defaults\":1065,\"../scatter/marker_defaults\":1071,\"../scatter/subtypes\":1076,\"../scatter/text_defaults\":1077,\"./attributes\":1092}],1095:[function(t,e,r){\"use 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a=e.hi||t.hoverinfo,o=\"all\"===a?l.hoverinfo.flags:a.split(\"+\"),c=-1!==o.indexOf(\"location\")&&Array.isArray(t.locations),u=-1!==o.indexOf(\"lon\"),h=-1!==o.indexOf(\"lat\"),f=-1!==o.indexOf(\"text\"),p=[];function d(t){return i.tickText(r,r.c2l(t),\"hover\").text+\"\\xb0\"}c?p.push(e.loc):u&&h?p.push(\"(\"+d(e.lonlat[0])+\", \"+d(e.lonlat[1])+\")\"):u?p.push(n.lon+d(e.lonlat[0])):h&&p.push(n.lat+d(e.lonlat[1]));f&&s(e,t,p);return p.join(\"<br>\")}(u,v,p.mockAxis,c[0].t.labels),t.hovertemplate=u.hovertemplate,[t]}}},{\"../../components/fx\":617,\"../../constants/numerical\":678,\"../../plots/cartesian/axes\":749,\"../scatter/fill_hover_text\":1060,\"../scatter/get_trace_color\":1062,\"./attributes\":1092}],1097:[function(t,e,r){\"use 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n=t(\"d3\"),i=t(\"../../lib\"),a=t(\"../../constants/numerical\").BADNUM,o=t(\"../../lib/topojson_utils\").getTopojsonFeatures,s=t(\"../../lib/geo_location_utils\").locationToFeature,l=t(\"../../lib/geojson_utils\"),c=t(\"../scatter/subtypes\"),u=t(\"./style\");function h(t,e){var r=t[0].trace;if(Array.isArray(r.locations))for(var n=o(r,e),i=r.locationmode,l=0;l<t.length;l++){var c=t[l],u=s(i,c.loc,n);c.lonlat=u?u.properties.ct:[a,a]}}e.exports=function(t,e,r){for(var o=0;o<r.length;o++)h(r[o],e.topojson);function s(t,e){t.lonlat[0]===a&&n.select(e).remove()}var f=e.layers.frontplot.select(\".scatterlayer\"),p=i.makeTraceGroups(f,r,\"trace scattergeo\");p.selectAll(\"*\").remove(),p.each(function(e){var r=e[0].node3=n.select(this),a=e[0].trace;if(c.hasLines(a)||\"none\"!==a.fill){var 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n=t(\"regl-scatter2d\"),i=t(\"regl-line2d\"),a=t(\"regl-error2d\"),o=t(\"point-cluster\"),s=t(\"array-range\"),l=t(\"gl-text\"),c=t(\"../../registry\"),u=t(\"../../lib\"),h=t(\"../../lib/prepare_regl\"),f=t(\"../../plots/cartesian/axis_ids\"),p=t(\"../../plots/cartesian/autorange\").findExtremes,d=t(\"../../components/color\"),g=t(\"../scatter/subtypes\"),v=t(\"../scatter/calc\"),m=v.calcMarkerSize,y=v.calcAxisExpansion,x=v.setFirstScatter,b=t(\"../scatter/colorscale_calc\"),_=t(\"../scatter/link_traces\"),w=t(\"../scatter/get_trace_color\"),k=t(\"../scatter/fill_hover_text\"),A=t(\"./convert\"),T=t(\"../../constants/numerical\").BADNUM,M=t(\"./constants\").TOO_MANY_POINTS,S=t(\"../../constants/interactions\").DESELECTDIM;function E(t,e,r){var n=t._extremes[e._id],i=p(e,r._bnds,{padded:!0});n.min=n.min.concat(i.min),n.max=n.max.concat(i.max)}function C(t,e){var 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v=i.c2p(h.x,!0),m=a.c2p(h.y,!0),y=h.mrc||1,x=n.hoverlabel;x&&(h.hbg=Array.isArray(x.bgcolor)?x.bgcolor[l]:x.bgcolor,h.hbc=Array.isArray(x.bordercolor)?x.bordercolor[l]:x.bordercolor,h.hts=Array.isArray(x.font.size)?x.font.size[l]:x.font.size,h.htc=Array.isArray(x.font.color)?x.font.color[l]:x.font.color,h.htf=Array.isArray(x.font.family)?x.font.family[l]:x.font.family,h.hnl=Array.isArray(x.namelength)?x.namelength[l]:x.namelength);var b=n.hoverinfo;b&&(h.hi=Array.isArray(b)?b[l]:b);var _=n.hovertemplate;_&&(h.ht=Array.isArray(_)?_[l]:_);var A={};return A[t.index]=h,u.extendFlat(t,{color:w(n,h),x0:v-y,x1:v+y,xLabelVal:h.x,y0:m-y,y1:m+y,yLabelVal:h.y,cd:A,distance:o,spikeDistance:s,hovertemplate:h.ht}),h.htx?t.text=h.htx:h.tx?t.text=h.tx:n.text&&(t.text=n.text),k(h,n,t),c.getComponentMethod(\"errorbars\",\"hoverInfo\")(h,n,t),t}function z(t){var e,r,n=t[0],i=n.trace,a=n.t,o=a._scene,s=a.index,l=o.selectBatch[s],c=o.unselectBatch[s],h=o.textOptions[s],f=o.textSelectedOptions[s]||{},p=o.textUnselectedOptions[s]||{},g=u.extendFlat({},h);if(l&&c){var v=f.color,m=p.color,y=h.color,x=Array.isArray(y);for(g.color=new Array(i._length),e=0;e<l.length;e++)r=l[e],g.color[r]=v||(x?y[r]:y);for(e=0;e<c.length;e++){r=c[e];var b=x?y[r]:y;g.color[r]=m||(v?b:d.addOpacity(b,S))}}o.glText[s].update(g)}e.exports={moduleType:\"trace\",name:\"scattergl\",basePlotModule:t(\"../../plots/cartesian\"),categories:[\"gl\",\"regl\",\"cartesian\",\"symbols\",\"errorBarsOK\",\"showLegend\",\"scatter-like\"],attributes:t(\"./attributes\"),supplyDefaults:t(\"./defaults\"),crossTraceDefaults:t(\"../scatter/cross_trace_defaults\"),colorbar:t(\"../scatter/marker_colorbar\"),calc:function(t,e){var r,n,i,a=t._fullLayout,s=f.getFromId(t,e.xaxis),l=f.getFromId(t,e.yaxis),c=a._plots[e.xaxis+e.yaxis],h=e._length,p=h>=M,d=2*h,g={},v=s.makeCalcdata(e,\"x\"),_=l.makeCalcdata(e,\"y\"),w=new Array(d);for(r=0;r<h;r++)n=v[r],i=_[r],w[2*r]=n===T?NaN:n,w[2*r+1]=i===T?NaN:i;if(\"log\"===s.type)for(r=0;r<d;r+=2)w[r]=s.c2l(w[r]);if(\"log\"===l.type)for(r=1;r<d;r+=2)w[r]=l.c2l(w[r]);if(p&&\"log\"!==s.type&&\"log\"!==l.type)g.tree=o(w);else{var k=g.ids=new Array(h);for(r=0;r<h;r++)k[r]=r}b(t,e);var S,L=function(t,e,r,n,i,a){var o=A.style(t,r);if(o.marker&&(o.marker.positions=n),o.line&&n.length>1&&u.extendFlat(o.line,A.linePositions(t,r,n)),o.errorX||o.errorY){var s=A.errorBarPositions(t,r,n,i,a);o.errorX&&u.extendFlat(o.errorX,s.x),o.errorY&&u.extendFlat(o.errorY,s.y)}return 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x=(f.errorXOptions||[]).concat(f.errorYOptions||[]);f.error2d.update(x)}f.scatter2d&&f.scatter2d.update(f.markerOptions),f.fillOrder=u.repeat(null,f.count),f.fill2d&&(f.fillOptions=f.fillOptions.map(function(t,e){var n=r[e];if(t&&n&&n[0]&&n[0].trace){var i,a,o=n[0],s=o.trace,l=o.t,c=f.lineOptions[e],u=[];s._ownfill&&u.push(e),s._nexttrace&&u.push(e+1),u.length&&(f.fillOrder[e]=u);var h,p,d=[],g=c&&c.positions||l.positions;if(\"tozeroy\"===s.fill){for(h=0;h<g.length&&isNaN(g[h+1]);)h+=2;for(p=g.length-2;p>h&&isNaN(g[p+1]);)p-=2;0!==g[h+1]&&(d=[g[h],0]),d=d.concat(g.slice(h,p+2)),0!==g[p+1]&&(d=d.concat([g[p],0]))}else if(\"tozerox\"===s.fill){for(h=0;h<g.length&&isNaN(g[h]);)h+=2;for(p=g.length-2;p>h&&isNaN(g[p]);)p-=2;0!==g[h]&&(d=[0,g[h+1]]),d=d.concat(g.slice(h,p+2)),0!==g[p]&&(d=d.concat([0,g[p+1]]))}else if(\"toself\"===s.fill||\"tonext\"===s.fill){for(d=[],i=0,a=0;a<g.length;a+=2)(isNaN(g[a])||isNaN(g[a+1]))&&((d=d.concat(g.slice(i,a))).push(g[i],g[i+1]),i=a+2);d=d.concat(g.slice(i)),i&&d.push(g[i],g[i+1])}else{var v=s._nexttrace;if(v){var m=f.lineOptions[e+1];if(m){var y=m.positions;if(\"tonexty\"===s.fill){for(d=g.slice(),e=Math.floor(y.length/2);e--;){var x=y[2*e],b=y[2*e+1];isNaN(x)||isNaN(b)||d.push(x,b)}t.fill=v.fillcolor}}}}if(s._prevtrace&&\"tonext\"===s._prevtrace.fill){var _=f.lineOptions[e-1].positions,w=d.length/2,k=[i=w];for(a=0;a<_.length;a+=2)(isNaN(_[a])||isNaN(_[a+1]))&&(k.push(a/2+w+1),i=a+2);d=d.concat(_),t.hole=k}return t.fillmode=s.fill,t.opacity=s.opacity,t.positions=d,t}}),f.fill2d.update(f.fillOptions))}f.selectBatch=null,f.unselectBatch=null;var b=c.dragmode,w=\"lasso\"===b||\"select\"===b,k=c.clickmode.indexOf(\"select\")>-1;for(o=0;o<r.length;o++){var A=r[o][0],T=A.trace,M=A.t,S=M.index,E=T._length,C=M.x,L=M.y;if(T.selectedpoints||w||k){if(w||(w=!0),f.selectBatch||(f.selectBatch=[],f.unselectBatch=[]),T.selectedpoints){var O=f.selectBatch[S]=u.selIndices2selPoints(T),I={};for(s=0;s<O.length;s++)I[O[s]]=1;var D=[];for(s=0;s<E;s++)I[s]||D.push(s);f.unselectBatch[S]=D}var P=M.xpx=new Array(E),R=M.ypx=new Array(E);for(s=0;s<E;s++)P[s]=p.c2p(C[s]),R[s]=d.c2p(L[s])}else M.xpx=M.ypx=null}w?(f.select2d||(f.select2d=n(c._glcanvas.data()[1].regl)),f.scatter2d&&f.selectBatch&&f.selectBatch.length&&f.scatter2d.update(f.markerUnselectedOptions.map(function(t,e){return f.selectBatch[e]?t:null})),f.select2d&&(f.select2d.update(f.markerOptions),f.select2d.update(f.markerSelectedOptions)),f.glText&&r.forEach(function(t){var e=((t||[])[0]||{}).trace||{};g.hasText(e)&&z(t)})):f.scatter2d&&f.scatter2d.update(f.markerOptions);var F={viewport:function(t,e,r){var n=t._size,i=t.width,a=t.height;return[n.l+e.domain[0]*n.w,n.b+r.domain[0]*n.h,i-n.r-(1-e.domain[1])*n.w,a-n.t-(1-r.domain[1])*n.h]}(c,p,d),range:[(p._rl||p.range)[0],(d._rl||d.range)[0],(p._rl||p.range)[1],(d._rl||d.range)[1]]},B=u.repeat(F,f.count);f.fill2d&&f.fill2d.update(B),f.line2d&&f.line2d.update(B),f.error2d&&f.error2d.update(B.concat(B)),f.scatter2d&&f.scatter2d.update(B),f.select2d&&f.select2d.update(B),f.glText&&f.glText.forEach(function(t){t.update(F)})}else f.init()}},hoverPoints:function(t,e,r,n){var i,a,o,s,l,c,u,h,f,p=t.cd,d=p[0].t,g=p[0].trace,v=t.xa,m=t.ya,y=d.x,x=d.y,b=v.c2p(e),_=m.c2p(r),w=t.distance;if(d.tree){var k=v.p2c(b-w),A=v.p2c(b+w),T=m.p2c(_-w),M=m.p2c(_+w);i=\"x\"===n?d.tree.range(Math.min(k,A),Math.min(m._rl[0],m._rl[1]),Math.max(k,A),Math.max(m._rl[0],m._rl[1])):d.tree.range(Math.min(k,A),Math.min(T,M),Math.max(k,A),Math.max(T,M))}else{if(!d.ids)return[t];i=d.ids}var S=w;if(\"x\"===n)for(l=0;l<i.length;l++)o=y[i[l]],(c=Math.abs(v.c2p(o)-b))<S&&(S=c,u=m.c2p(x[i[l]])-_,f=Math.sqrt(c*c+u*u),a=i[l]);else for(l=0;l<i.length;l++)o=y[i[l]],s=x[i[l]],c=v.c2p(o)-b,u=m.c2p(s)-_,(h=Math.sqrt(c*c+u*u))<S&&(S=f=h,a=i[l]);return t.index=a,t.distance=S,t.dxy=f,void 0===a?[t]:(L(t,y,x,g),[t])},selectPoints:function(t,e){var r=t.cd,n=[],i=r[0].trace,a=r[0].t,o=i._length,l=a.x,c=a.y,u=a._scene;if(!u)return n;var h=g.hasText(i),f=g.hasMarkers(i),p=!f&&!h;if(!0!==i.visible||p)return n;var d,v=null,m=null;if(!1===e||e.degenerate)m=s(o);else for(v=[],m=[],d=0;d<o;d++)e.contains([a.xpx[d],a.ypx[d]],!1,d,t)?(v.push(d),n.push({pointNumber:d,x:l[d],y:c[d]})):m.push(d);if(u.selectBatch||(u.selectBatch=[],u.unselectBatch=[]),!u.selectBatch[a.index]){for(d=0;d<u.count;d++)u.selectBatch[d]=[],u.unselectBatch[d]=[];f&&u.scatter2d.update(u.markerUnselectedOptions)}return u.selectBatch[a.index]=v,u.unselectBatch[a.index]=m,h&&z(r),n},sceneUpdate:C,calcHover:L,meta:{}}},{\"../../components/color\":578,\"../../constants/interactions\":677,\"../../constants/numerical\":678,\"../../lib\":701,\"../../lib/prepare_regl\":714,\"../../plots/cartesian\":760,\"../../plots/cartesian/autorange\":748,\"../../plots/cartesian/axis_ids\":752,\"../../registry\":829,\"../scatter/calc\":1053,\"../scatter/colorscale_calc\":1055,\"../scatter/cross_trace_defaults\":1058,\"../scatter/fill_hover_text\":1060,\"../scatter/get_trace_color\":1062,\"../scatter/link_traces\":1068,\"../scatter/marker_colorbar\":1070,\"../scatter/subtypes\":1076,\"./attributes\":1101,\"./constants\":1102,\"./convert\":1103,\"./defaults\":1104,\"array-range\":58,\"gl-text\":314,\"point-cluster\":462,\"regl-error2d\":483,\"regl-line2d\":484,\"regl-scatter2d\":485}],1106:[function(t,e,r){\"use strict\";var n=t(\"../../components/fx/hovertemplate_attributes\"),i=t(\"../scattergeo/attributes\"),a=t(\"../scatter/attributes\"),o=t(\"../../plots/mapbox/layout_attributes\"),s=t(\"../../plots/attributes\"),l=t(\"../../components/colorbar/attributes\"),c=t(\"../../lib/extend\").extendFlat,u=t(\"../../plot_api/edit_types\").overrideAll,h=i.line,f=i.marker;e.exports=u({lon:i.lon,lat:i.lat,mode:c({},a.mode,{dflt:\"markers\"}),text:c({},a.text,{}),hovertext:c({},a.hovertext,{}),line:{color:h.color,width:h.width},connectgaps:a.connectgaps,marker:{symbol:{valType:\"string\",dflt:\"circle\",arrayOk:!0},opacity:f.opacity,size:f.size,sizeref:f.sizeref,sizemin:f.sizemin,sizemode:f.sizemode,color:f.color,colorscale:f.colorscale,cauto:f.cauto,cmax:f.cmax,cmin:f.cmin,cmid:f.cmid,autocolorscale:f.autocolorscale,reversescale:f.reversescale,showscale:f.showscale,colorbar:l},fill:i.fill,fillcolor:a.fillcolor,textfont:o.layers.symbol.textfont,textposition:o.layers.symbol.textposition,selected:{marker:a.selected.marker},unselected:{marker:a.unselected.marker},hoverinfo:c({},s.hoverinfo,{flags:[\"lon\",\"lat\",\"text\",\"name\"]}),hovertemplate:n()},\"calc\",\"nested\")},{\"../../components/colorbar/attributes\":579,\"../../components/fx/hovertemplate_attributes\":616,\"../../lib/extend\":691,\"../../plot_api/edit_types\":732,\"../../plots/attributes\":746,\"../../plots/mapbox/layout_attributes\":806,\"../scatter/attributes\":1052,\"../scattergeo/attributes\":1092}],1107:[function(t,e,r){\"use strict\";var n=t(\"fast-isnumeric\"),i=t(\"../../lib\"),a=t(\"../../constants/numerical\").BADNUM,o=t(\"../../lib/geojson_utils\"),s=t(\"../../components/colorscale\"),l=t(\"../../components/drawing\"),c=t(\"../scatter/make_bubble_size_func\"),u=t(\"../scatter/subtypes\"),h=t(\"../../plots/mapbox/convert_text_opts\");function f(){return{geojson:o.makeBlank(),layout:{visibility:\"none\"},paint:{}}}function p(t){return i.isArrayOrTypedArray(t)?function(t){return t}:t?function(){return t}:d}function d(){return\"\"}function g(t){return t[0]===a}e.exports=function(t){var e,r=t[0].trace,a=!0===r.visible,v=\"none\"!==r.fill,m=u.hasLines(r),y=u.hasMarkers(r),x=u.hasText(r),b=y&&\"circle\"===r.marker.symbol,_=y&&\"circle\"!==r.marker.symbol,w=f(),k=f(),A=f(),T=f(),M={fill:w,line:k,circle:A,symbol:T};if(!a)return M;if((v||m)&&(e=o.calcTraceToLineCoords(t)),v&&(w.geojson=o.makePolygon(e),w.layout.visibility=\"visible\",i.extendFlat(w.paint,{\"fill-color\":r.fillcolor})),m&&(k.geojson=o.makeLine(e),k.layout.visibility=\"visible\",i.extendFlat(k.paint,{\"line-width\":r.line.width,\"line-color\":r.line.color,\"line-opacity\":r.opacity})),b){var S=function(t){var e,r,a,o,u=t[0].trace,h=u.marker,f=u.selectedpoints,p=i.isArrayOrTypedArray(h.color),d=i.isArrayOrTypedArray(h.size),v=i.isArrayOrTypedArray(h.opacity);function m(t){return u.opacity*t}p&&(r=s.hasColorscale(u,\"marker\")?s.makeColorScaleFunc(s.extractScale(h,{cLetter:\"c\"})):i.identity);d&&(a=c(u));v&&(o=function(t){var e=n(t)?+i.constrain(t,0,1):0;return m(e)});var y,x=[];for(e=0;e<t.length;e++){var b=t[e],_=b.lonlat;if(!g(_)){var 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a=this.order[i],o=r[a];e.setOptions(this.layerIds[a],\"setLayoutProperty\",o.layout),\"visible\"===o.layout.visibility&&(this.setSourceData(a,o),e.setOptions(this.layerIds[a],\"setPaintProperty\",o.paint))}t[0].trace._glTrace=this},a.dispose=function(){for(var t=this.subplot.map,e=0;e<this.order.length;e++){var r=this.order[e];t.removeLayer(this.layerIds[r]),t.removeSource(this.sourceIds[r])}},e.exports=function(t,e){for(var r=new i(t,e[0].trace.uid),a=n(e),o=0;o<r.order.length;o++){var s=r.order[o],l=a[s];r.addSource(s,l),r.addLayer(s,l)}return e[0].trace._glTrace=r,r}},{\"./convert\":1107}],1113:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../scatter/subtypes\"),a=t(\"../../constants/numerical\").BADNUM;e.exports=function(t,e){var r,o=t.cd,s=t.xaxis,l=t.yaxis,c=[],u=o[0].trace;if(!i.hasMarkers(u))return[];if(!1===e)for(r=0;r<o.length;r++)o[r].selected=0;else for(r=0;r<o.length;r++){var h=o[r],f=h.lonlat;if(f[0]!==a){var 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n=t(\"../../components/fx/hovertemplate_attributes\"),i=t(\"../../lib/extend\").extendFlat,a=t(\"../scatter/attributes\"),o=t(\"../../plots/attributes\"),s=a.line;e.exports={mode:a.mode,r:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},theta:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},r0:{valType:\"any\",dflt:0,editType:\"calc+clearAxisTypes\"},dr:{valType:\"number\",dflt:1,editType:\"calc\"},theta0:{valType:\"any\",dflt:0,editType:\"calc+clearAxisTypes\"},dtheta:{valType:\"number\",editType:\"calc\"},thetaunit:{valType:\"enumerated\",values:[\"radians\",\"degrees\",\"gradians\"],dflt:\"degrees\",editType:\"calc+clearAxisTypes\"},text:a.text,hovertext:a.hovertext,line:{color:s.color,width:s.width,dash:s.dash,shape:i({},s.shape,{values:[\"linear\",\"spline\"]}),smoothing:s.smoothing,editType:\"calc\"},connectgaps:a.connectgaps,marker:a.marker,cliponaxis:i({},a.cliponaxis,{dflt:!1}),textposition:a.textposition,textfont:a.textfont,fill:i({},a.fill,{values:[\"none\",\"toself\",\"tonext\"],dflt:\"none\"}),fillcolor:a.fillcolor,hoverinfo:i({},o.hoverinfo,{flags:[\"r\",\"theta\",\"text\",\"name\"]}),hoveron:a.hoveron,hovertemplate:n(),selected:a.selected,unselected:a.unselected}},{\"../../components/fx/hovertemplate_attributes\":616,\"../../lib/extend\":691,\"../../plots/attributes\":746,\"../scatter/attributes\":1052}],1115:[function(t,e,r){\"use 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n=t(\"../../lib\"),i=t(\"../scatter/subtypes\"),a=t(\"../scatter/marker_defaults\"),o=t(\"../scatter/line_defaults\"),s=t(\"../scatter/line_shape_defaults\"),l=t(\"../scatter/text_defaults\"),c=t(\"../scatter/fillcolor_defaults\"),u=t(\"../scatter/constants\").PTS_LINESONLY,h=t(\"./attributes\");function f(t,e,r,n){var i,a=n(\"r\"),o=n(\"theta\");if(a)o?i=Math.min(a.length,o.length):(i=a.length,n(\"theta0\"),n(\"dtheta\"));else{if(!o)return 0;i=e.theta.length,n(\"r0\"),n(\"dr\")}return e._length=i,i}e.exports={handleRThetaDefaults:f,supplyDefaults:function(t,e,r,p){function d(r,i){return n.coerce(t,e,h,r,i)}var g=f(0,e,0,d);if(g){d(\"thetaunit\"),d(\"mode\",g<u?\"lines+markers\":\"lines\"),d(\"text\"),d(\"hovertext\"),\"fills\"!==e.hoveron&&d(\"hovertemplate\"),i.hasLines(e)&&(o(t,e,r,p,d),s(t,e,d),d(\"connectgaps\")),i.hasMarkers(e)&&a(t,e,r,p,d,{gradient:!0}),i.hasText(e)&&l(t,e,p,d);var v=[];(i.hasMarkers(e)||i.hasText(e))&&(d(\"cliponaxis\"),d(\"marker.maxdisplayed\"),v.push(\"points\")),d(\"fill\"),\"none\"!==e.fill&&(c(t,e,r,d),i.hasLines(e)||s(t,e,d)),\"tonext\"!==e.fill&&\"toself\"!==e.fill||v.push(\"fills\"),d(\"hoveron\",v.join(\"+\")||\"points\"),n.coerceSelectionMarkerOpacity(e,d)}else e.visible=!1}}},{\"../../lib\":701,\"../scatter/constants\":1056,\"../scatter/fillcolor_defaults\":1061,\"../scatter/line_defaults\":1065,\"../scatter/line_shape_defaults\":1067,\"../scatter/marker_defaults\":1071,\"../scatter/subtypes\":1076,\"../scatter/text_defaults\":1077,\"./attributes\":1114}],1117:[function(t,e,r){\"use strict\";var n=t(\"../scatter/hover\"),i=t(\"../../plots/cartesian/axes\"),a=t(\"../../lib\");function o(t,e,r,n){var o=r.radialAxis,s=r.angularAxis;o._hovertitle=\"r\",s._hovertitle=\"\\u03b8\";var l=t.hi||e.hoverinfo,c=[];function u(t,e){c.push(t._hovertitle+\": \"+i.tickText(t,e,\"hover\").text)}if(!e.hovertemplate){var h=l.split(\"+\");if(-1!==h.indexOf(\"all\")&&(h=[\"r\",\"theta\",\"text\"]),-1!==h.indexOf(\"r\")&&u(o,o.c2l(t.r)),-1!==h.indexOf(\"theta\")){var f=t.theta;u(s,\"degrees\"===s.thetaunit?a.rad2deg(f):f)}-1!==h.indexOf(\"text\")&&n.text&&(c.push(n.text),delete n.text),n.extraText=c.join(\"<br>\")}}e.exports={hoverPoints:function(t,e,r,i){var a=n(t,e,r,i);if(a&&!1!==a[0].index){var s=a[0];if(void 0===s.index)return a;var l=t.subplot,c=s.cd[s.index],u=s.trace;if(l.isPtInside(c))return s.xLabelVal=void 0,s.yLabelVal=void 0,o(c,u,l,s),s.hovertemplate=u.hovertemplate,a}},makeHoverPointText:o}},{\"../../lib\":701,\"../../plots/cartesian/axes\":749,\"../scatter/hover\":1063}],1118:[function(t,e,r){\"use strict\";e.exports={moduleType:\"trace\",name:\"scatterpolar\",basePlotModule:t(\"../../plots/polar\"),categories:[\"polar\",\"symbols\",\"showLegend\",\"scatter-like\"],attributes:t(\"./attributes\"),supplyDefaults:t(\"./defaults\").supplyDefaults,colorbar:t(\"../scatter/marker_colorbar\"),calc:t(\"./calc\"),plot:t(\"./plot\"),style:t(\"../scatter/style\").style,hoverPoints:t(\"./hover\").hoverPoints,selectPoints:t(\"../scatter/select\"),meta:{}}},{\"../../plots/polar\":813,\"../scatter/marker_colorbar\":1070,\"../scatter/select\":1073,\"../scatter/style\":1075,\"./attributes\":1114,\"./calc\":1115,\"./defaults\":1116,\"./hover\":1117,\"./plot\":1119}],1119:[function(t,e,r){\"use strict\";var n=t(\"../scatter/plot\"),i=t(\"../../constants/numerical\").BADNUM;e.exports=function(t,e,r){for(var 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n=t(\"../scatterpolar/attributes\"),i=t(\"../scattergl/attributes\");e.exports={mode:n.mode,r:n.r,theta:n.theta,r0:n.r0,dr:n.dr,theta0:n.theta0,dtheta:n.dtheta,thetaunit:n.thetaunit,text:n.text,hovertext:n.hovertext,hovertemplate:n.hovertemplate,line:i.line,connectgaps:i.connectgaps,marker:i.marker,fill:i.fill,fillcolor:i.fillcolor,textposition:i.textposition,textfont:i.textfont,hoverinfo:n.hoverinfo,selected:n.selected,unselected:n.unselected}},{\"../scattergl/attributes\":1101,\"../scatterpolar/attributes\":1114}],1121:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../scatter/subtypes\"),a=t(\"../scatterpolar/defaults\").handleRThetaDefaults,o=t(\"../scatter/marker_defaults\"),s=t(\"../scatter/line_defaults\"),l=t(\"../scatter/text_defaults\"),c=t(\"../scatter/fillcolor_defaults\"),u=t(\"../scatter/constants\").PTS_LINESONLY,h=t(\"./attributes\");e.exports=function(t,e,r,f){function p(r,i){return n.coerce(t,e,h,r,i)}var d=a(t,e,f,p);d?(p(\"thetaunit\"),p(\"mode\",d<u?\"lines+markers\":\"lines\"),p(\"text\"),p(\"hovertext\"),\"fills\"!==e.hoveron&&p(\"hovertemplate\"),i.hasLines(e)&&(s(t,e,r,f,p),p(\"connectgaps\")),i.hasMarkers(e)&&o(t,e,r,f,p),i.hasText(e)&&l(t,e,f,p),p(\"fill\"),\"none\"!==e.fill&&c(t,e,r,p),n.coerceSelectionMarkerOpacity(e,p)):e.visible=!1}},{\"../../lib\":701,\"../scatter/constants\":1056,\"../scatter/fillcolor_defaults\":1061,\"../scatter/line_defaults\":1065,\"../scatter/marker_defaults\":1071,\"../scatter/subtypes\":1076,\"../scatter/text_defaults\":1077,\"../scatterpolar/defaults\":1116,\"./attributes\":1120}],1122:[function(t,e,r){\"use strict\";var n=t(\"point-cluster\"),i=t(\"fast-isnumeric\"),a=t(\"../scattergl\"),o=t(\"../scatter/colorscale_calc\"),s=t(\"../scatter/calc\").calcMarkerSize,l=t(\"../scattergl/convert\"),c=t(\"../../lib\"),u=t(\"../../plots/cartesian/axes\"),h=t(\"../scatterpolar/hover\").makeHoverPointText,f=t(\"../scattergl/constants\").TOO_MANY_POINTS;e.exports={moduleType:\"trace\",name:\"scatterpolargl\",basePlotModule:t(\"../../plots/polar\"),categories:[\"gl\",\"regl\",\"polar\",\"symbols\",\"showLegend\",\"scatter-like\"],attributes:t(\"./attributes\"),supplyDefaults:t(\"./defaults\"),colorbar:t(\"../scatter/marker_colorbar\"),calc:function(t,e){var r=t._fullLayout,n=e.subplot,i=r[n].radialaxis,a=r[n].angularaxis,c=i.makeCalcdata(e,\"r\"),h=a.makeCalcdata(e,\"theta\"),p=e._length,d={};p<c.length&&(c=c.slice(0,p)),p<h.length&&(h=h.slice(0,p)),d.r=c,d.theta=h,o(t,e);var g,v=d.opts=l.style(t,e);return 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a,o,s=t._fullLayout._sunburstlayer,l=!r,c=r&&r.duration>0;((a=s.selectAll(\"g.trace.sunburst\").data(e,function(t){return t[0].trace.uid})).enter().append(\"g\").classed(\"trace\",!0).classed(\"sunburst\",!0).attr(\"stroke-linejoin\",\"round\"),a.order(),c)?(i&&(o=i()),n.transition().duration(r.duration).ease(r.easing).each(\"end\",function(){o&&o()}).each(\"interrupt\",function(){o&&o()}).each(function(){s.selectAll(\"g.trace\").each(function(e){y(t,e,this,r)})})):a.each(function(e){y(t,e,this,r)});l&&a.exit().remove()}},{\"../../components/color\":578,\"../../components/drawing\":599,\"../../components/fx\":617,\"../../components/fx/helpers\":613,\"../../lib\":701,\"../../lib/events\":690,\"../../lib/setcursor\":721,\"../../lib/svg_text_utils\":725,\"../../registry\":829,\"../pie/helpers\":1031,\"../pie/plot\":1035,\"./constants\":1142,\"./style\":1148,d3:155,\"d3-hierarchy\":148}],1148:[function(t,e,r){\"use strict\";var n=t(\"d3\"),i=t(\"../../components/color\"),a=t(\"../../lib\");function o(t,e,r){var n=e.data.data,o=!e.children,s=n.i,l=a.castOption(r,s,\"marker.line.color\")||i.defaultLine,c=a.castOption(r,s,\"marker.line.width\")||0;t.style(\"stroke-width\",c).call(i.fill,n.color).call(i.stroke,l).style(\"opacity\",o?r.leaf.opacity:null)}e.exports={style:function(t){t._fullLayout._sunburstlayer.selectAll(\".trace\").each(function(t){var e=n.select(this),r=t[0].trace;e.style(\"opacity\",r.opacity),e.selectAll(\"path.surface\").each(function(t){n.select(this).call(o,t,r)})})},styleOne:o}},{\"../../components/color\":578,\"../../lib\":701,d3:155}],1149:[function(t,e,r){\"use strict\";var n=t(\"../../components/color\"),i=t(\"../../components/colorscale/attributes\"),a=t(\"../../components/colorbar/attributes\"),o=t(\"../../components/fx/hovertemplate_attributes\"),s=t(\"../../plots/attributes\"),l=t(\"../../lib/extend\").extendFlat,c=t(\"../../plot_api/edit_types\").overrideAll;function 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f(t,e,r){this.scene=t,this.uid=r,this.surface=e,this.data=null,this.showContour=[!1,!1,!1],this.contourStart=[null,null,null],this.contourEnd=[null,null,null],this.contourSize=[0,0,0],this.minValues=[1/0,1/0,1/0],this.maxValues=[-1/0,-1/0,-1/0],this.dataScaleX=1,this.dataScaleY=1,this.refineData=!0,this.objectOffset=[0,0,0]}var p=f.prototype;p.getXat=function(t,e,r,n){var i=s(this.data.x)?s(this.data.x[0])?this.data.x[e][t]:this.data.x[t]:t;return void 0===r?i:n.d2l(i,0,r)},p.getYat=function(t,e,r,n){var i=s(this.data.y)?s(this.data.y[0])?this.data.y[e][t]:this.data.y[e]:e;return void 0===r?i:n.d2l(i,0,r)},p.getZat=function(t,e,r,n){var i=this.data.z[e][t];return null===i&&this.data.connectgaps&&this.data._interpolatedZ&&(i=this.data._interpolatedZ[e][t]),void 0===r?i:n.d2l(i,0,r)},p.handlePick=function(t){if(t.object===this.surface){var e=(t.data.index[0]-1)/this.dataScaleX-1,r=(t.data.index[1]-1)/this.dataScaleY-1,n=Math.max(Math.min(Math.round(e),this.data.z[0].length-1),0),i=Math.max(Math.min(Math.round(r),this.data._ylength-1),0);t.index=[n,i],t.traceCoordinate=[this.getXat(n,i),this.getYat(n,i),this.getZat(n,i)],t.dataCoordinate=[this.getXat(n,i,this.data.xcalendar,this.scene.fullSceneLayout.xaxis),this.getYat(n,i,this.data.ycalendar,this.scene.fullSceneLayout.yaxis),this.getZat(n,i,this.data.zcalendar,this.scene.fullSceneLayout.zaxis)];for(var a=0;a<3;a++){var o=t.dataCoordinate[a];null!=o&&(t.dataCoordinate[a]*=this.scene.dataScale[a])}var s=this.data.hovertext||this.data.text;return Array.isArray(s)&&s[i]&&void 0!==s[i][n]?t.textLabel=s[i][n]:t.textLabel=s||\"\",t.data.dataCoordinate=t.dataCoordinate.slice(),this.surface.highlight(t.data),this.scene.glplot.spikes.position=t.dataCoordinate,!0}};var 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g(t,e){if(t<e)return 0;for(var r=0;0===Math.floor(t%e);)t/=e,r++;return r}function v(t){for(var e=[],r=0;r<d.length;r++){var n=d[r];e.push(g(t,n))}return e}function m(t){for(var e=v(t),r=t,n=0;n<d.length;n++)if(e[n]>0){r=d[n];break}return r}function y(t,e){if(!(t<1||e<1)){for(var r=v(t),n=v(e),i=1,a=0;a<d.length;a++)i*=Math.pow(d[a],Math.max(r[a],n[a]));return i}}p.calcXnums=function(t){var e,r=[];for(e=1;e<t;e++){var n=this.getXat(e-1,0),i=this.getXat(e,0);r[e-1]=i!==n&&null!=n&&null!=i?Math.abs(i-n):0}var a=0;for(e=1;e<t;e++)a+=r[e-1];for(e=1;e<t;e++)0===r[e-1]?r[e-1]=1:r[e-1]=Math.round(a/r[e-1]);return r},p.calcYnums=function(t){var e,r=[];for(e=1;e<t;e++){var n=this.getYat(0,e-1),i=this.getYat(0,e);r[e-1]=i!==n&&null!=n&&null!=i?Math.abs(i-n):0}var a=0;for(e=1;e<t;e++)a+=r[e-1];for(e=1;e<t;e++)0===r[e-1]?r[e-1]=1:r[e-1]=Math.round(a/r[e-1]);return r};var x=[1,2,4,6,12,24,36,48,60,120,180,240,360,720,840,1260],b=x[9],_=x[13];function w(t,e){for(var r=!1,n=0;n<t.length;n++)if(e===t[n]){r=!0;break}!1===r&&t.push(e)}p.estimateScale=function(t,e){for(var r=1+function(t){if(0!==t.length){for(var e=1,r=0;r<t.length;r++)e=y(e,t[r]);return e}}(0===e?this.calcXnums(t):this.calcYnums(t));r<b;)r*=2;for(;r>_;)r--,r/=m(r),++r<b&&(r=_);var n=Math.round(r/t);return n>1?n:1},p.refineCoords=function(t){for(var e=this.dataScaleX,r=this.dataScaleY,n=t[0].shape[0],o=t[0].shape[1],s=0|Math.floor(t[0].shape[0]*e+1),l=0|Math.floor(t[0].shape[1]*r+1),c=1+n+1,u=1+o+1,h=i(new Float32Array(c*u),[c,u]),f=0;f<t.length;++f){this.surface.padField(h,t[f]);var p=i(new Float32Array(s*l),[s,l]);a(p,h,[e,0,0,0,r,0,0,0,1]),t[f]=p}},p.setContourLevels=function(){var t,e,r,n=[[],[],[]],i=[!1,!1,!1],a=!1;for(t=0;t<3;++t)if(this.showContour[t]&&(a=!0,this.contourSize[t]>0&&null!==this.contourStart[t]&&null!==this.contourEnd[t]&&this.contourEnd[t]>this.contourStart[t]))for(i[t]=!0,e=this.contourStart[t];e<this.contourEnd[t];e+=this.contourSize[t])r=e*this.scene.dataScale[t],w(n[t],r);if(a){var o=[[],[],[]];for(t=0;t<3;++t)this.showContour[t]&&(o[t]=i[t]?n[t]:this.scene.contourLevels[t]);this.surface.update({levels:o})}},p.update=function(t){var e,r,n,a,s=this.scene,f=s.fullSceneLayout,p=this.surface,d=t.opacity,g=l(t,d),v=s.dataScale,m=t.z[0].length,y=t._ylength,x=s.contourLevels;this.data=t;var b=[];for(e=0;e<3;e++)for(b[e]=[],r=0;r<m;r++)b[e][r]=[];for(r=0;r<m;r++)for(n=0;n<y;n++)b[0][r][n]=this.getXat(r,n,t.xcalendar,f.xaxis),b[1][r][n]=this.getYat(r,n,t.ycalendar,f.yaxis),b[2][r][n]=this.getZat(r,n,t.zcalendar,f.zaxis);if(t.connectgaps)for(t._emptypoints=h(b[2]),u(b[2],t._emptypoints),t._interpolatedZ=[],r=0;r<m;r++)for(t._interpolatedZ[r]=[],n=0;n<y;n++)t._interpolatedZ[r][n]=b[2][r][n];for(e=0;e<3;e++)for(r=0;r<m;r++)for(n=0;n<y;n++)null==(a=b[e][r][n])?b[e][r][n]=NaN:a=b[e][r][n]*=v[e];for(e=0;e<3;e++)for(r=0;r<m;r++)for(n=0;n<y;n++)null!=(a=b[e][r][n])&&(this.minValues[e]>a&&(this.minValues[e]=a),this.maxValues[e]<a&&(this.maxValues[e]=a));for(e=0;e<3;e++)this.objectOffset[e]=.5*(this.minValues[e]+this.maxValues[e]);for(e=0;e<3;e++)for(r=0;r<m;r++)for(n=0;n<y;n++)null!=(a=b[e][r][n])&&(b[e][r][n]-=this.objectOffset[e]);var w=[i(new Float32Array(m*y),[m,y]),i(new Float32Array(m*y),[m,y]),i(new Float32Array(m*y),[m,y])];o(w[0],function(t,e){return b[0][t][e]}),o(w[1],function(t,e){return b[1][t][e]}),o(w[2],function(t,e){return b[2][t][e]}),b=[];var k={colormap:g,levels:[[],[],[]],showContour:[!0,!0,!0],showSurface:!t.hidesurface,contourProject:[[!1,!1,!1],[!1,!1,!1],[!1,!1,!1]],contourWidth:[1,1,1],contourColor:[[1,1,1,1],[1,1,1,1],[1,1,1,1]],contourTint:[1,1,1],dynamicColor:[[1,1,1,1],[1,1,1,1],[1,1,1,1]],dynamicWidth:[1,1,1],dynamicTint:[1,1,1],opacity:t.opacity};if(k.intensityBounds=[t.cmin,t.cmax],t.surfacecolor){var A=i(new Float32Array(m*y),[m,y]);o(A,function(e,r){return t.surfacecolor[r][e]}),w.push(A)}else k.intensityBounds[0]*=v[2],k.intensityBounds[1]*=v[2];(_<w[0].shape[0]||_<w[0].shape[1])&&(this.refineData=!1),!0===this.refineData&&(this.dataScaleX=this.estimateScale(w[0].shape[0],0),this.dataScaleY=this.estimateScale(w[0].shape[1],1),1===this.dataScaleX&&1===this.dataScaleY||this.refineCoords(w)),t.surfacecolor&&(k.intensity=w.pop());var T=[!0,!0,!0],M=[\"x\",\"y\",\"z\"];for(e=0;e<3;++e){var S=t.contours[M[e]];T[e]=S.highlight,k.showContour[e]=S.show||S.highlight,k.showContour[e]&&(k.contourProject[e]=[S.project.x,S.project.y,S.project.z],S.show?(this.showContour[e]=!0,k.levels[e]=x[e],p.highlightColor[e]=k.contourColor[e]=c(S.color),S.usecolormap?p.highlightTint[e]=k.contourTint[e]=0:p.highlightTint[e]=k.contourTint[e]=1,k.contourWidth[e]=S.width,this.contourStart[e]=S.start,this.contourEnd[e]=S.end,this.contourSize[e]=S.size):(this.showContour[e]=!1,this.contourStart[e]=null,this.contourEnd[e]=null,this.contourSize[e]=0),S.highlight&&(k.dynamicColor[e]=c(S.highlightcolor),k.dynamicWidth[e]=S.highlightwidth))}(function(t){var e=t[0].rgb,r=t[t.length-1].rgb;return e[0]===r[0]&&e[1]===r[1]&&e[2]===r[2]&&e[3]===r[3]})(g)&&(k.vertexColor=!0),k.objectOffset=this.objectOffset,k.coords=w,p.update(k),p.visible=t.visible,p.enableDynamic=T,p.enableHighlight=T,p.snapToData=!0,\"lighting\"in 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m=\"contours.\"+v[c],y=h(m+\".show\"),x=h(m+\".highlight\");if(y||x)for(u=0;u<3;++u)h(m+\".project.\"+v[u]);y&&(h(m+\".color\"),h(m+\".width\"),h(m+\".usecolormap\")),x&&(h(m+\".highlightcolor\"),h(m+\".highlightwidth\")),h(m+\".start\"),h(m+\".end\"),h(m+\".size\")}g||(s(t,\"zmin\",\"cmin\"),s(t,\"zmax\",\"cmax\"),s(t,\"zauto\",\"cauto\")),a(t,e,l,h,{prefix:\"\",cLetter:\"c\"}),e._length=null}}},{\"../../components/colorscale/defaults\":588,\"../../lib\":701,\"../../registry\":829,\"./attributes\":1149}],1153:[function(t,e,r){\"use strict\";e.exports={attributes:t(\"./attributes\"),supplyDefaults:t(\"./defaults\"),colorbar:{min:\"cmin\",max:\"cmax\"},calc:t(\"./calc\"),plot:t(\"./convert\"),moduleType:\"trace\",name:\"surface\",basePlotModule:t(\"../../plots/gl3d\"),categories:[\"gl3d\",\"2dMap\",\"noOpacity\"],meta:{}}},{\"../../plots/gl3d\":789,\"./attributes\":1149,\"./calc\":1150,\"./convert\":1151,\"./defaults\":1152}],1154:[function(t,e,r){\"use strict\";var n=t(\"../../components/annotations/attributes\"),i=t(\"../../lib/extend\").extendFlat,a=t(\"../../plot_api/edit_types\").overrideAll,o=t(\"../../plots/font_attributes\"),s=t(\"../../plots/domain\").attributes;(e.exports=a({domain:s({name:\"table\",trace:!0}),columnwidth:{valType:\"number\",arrayOk:!0,dflt:null},columnorder:{valType:\"data_array\"},header:{values:{valType:\"data_array\",dflt:[]},format:{valType:\"data_array\",dflt:[]},prefix:{valType:\"string\",arrayOk:!0,dflt:null},suffix:{valType:\"string\",arrayOk:!0,dflt:null},height:{valType:\"number\",dflt:28},align:i({},n.align,{arrayOk:!0}),line:{width:{valType:\"number\",arrayOk:!0,dflt:1},color:{valType:\"color\",arrayOk:!0,dflt:\"grey\"}},fill:{color:{valType:\"color\",arrayOk:!0,dflt:\"white\"}},font:i({},o({arrayOk:!0}))},cells:{values:{valType:\"data_array\",dflt:[]},format:{valType:\"data_array\",dflt:[]},prefix:{valType:\"string\",arrayOk:!0,dflt:null},suffix:{valType:\"string\",arrayOk:!0,dflt:null},height:{valType:\"number\",dflt:20},align:i({},n.align,{arrayOk:!0}),line:{width:{valType:\"number\",arrayOk:!0,dflt:1},color:{valType:\"color\",arrayOk:!0,dflt:\"grey\"}},fill:{color:{valType:\"color\",arrayOk:!0,dflt:\"white\"}},font:i({},o({arrayOk:!0}))}},\"calc\",\"from-root\")).transforms=void 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\",cn:{table:\"table\",tableControlView:\"table-control-view\",scrollBackground:\"scroll-background\",yColumn:\"y-column\",columnBlock:\"column-block\",scrollAreaClip:\"scroll-area-clip\",scrollAreaClipRect:\"scroll-area-clip-rect\",columnBoundary:\"column-boundary\",columnBoundaryClippath:\"column-boundary-clippath\",columnBoundaryRect:\"column-boundary-rect\",columnCells:\"column-cells\",columnCell:\"column-cell\",cellRect:\"cell-rect\",cellText:\"cell-text\",cellTextHolder:\"cell-text-holder\",scrollbarKit:\"scrollbar-kit\",scrollbar:\"scrollbar\",scrollbarSlider:\"scrollbar-slider\",scrollbarGlyph:\"scrollbar-glyph\",scrollbarCaptureZone:\"scrollbar-capture-zone\"}}},{}],1158:[function(t,e,r){\"use strict\";var n=t(\"./constants\"),i=t(\"../../lib/extend\").extendFlat,a=t(\"fast-isnumeric\");function o(t){if(Array.isArray(t)){for(var e=0,r=0;r<t.length;r++)e=Math.max(e,o(t[r]));return e}return t}function s(t,e){return t+e}function l(t){var e,r=t.slice(),n=1/0,i=0;for(e=0;e<r.length;e++)Array.isArray(r[e])||(r[e]=[r[e]]),n=Math.min(n,r[e].length),i=Math.max(i,r[e].length);if(n!==i)for(e=0;e<r.length;e++){var a=i-r[e].length;a&&(r[e]=r[e].concat(c(a)))}return r}function c(t){for(var e=new Array(t),r=0;r<t;r++)e[r]=\"\";return e}function u(t){return t.calcdata.columns.reduce(function(e,r){return r.xIndex<t.xIndex?e+r.columnWidth:e},0)}function h(t,e){return Object.keys(t).map(function(r){return i({},t[r],{auxiliaryBlocks:e})})}function f(t,e){for(var r,n={},i=0,a=0,o={firstRowIndex:null,lastRowIndex:null,rows:[]},s=0,l=0,c=0;c<t.length;c++)r=t[c],o.rows.push({rowIndex:c,rowHeight:r}),((a+=r)>=e||c===t.length-1)&&(n[i]=o,o.key=l++,o.firstRowIndex=s,o.lastRowIndex=c,o={firstRowIndex:null,lastRowIndex:null,rows:[]},i+=a,s=c+1,a=0);return n}e.exports=function(t,e){var r=l(e.cells.values),p=function(t){return t.slice(e.header.values.length,t.length)},d=l(e.header.values);d.length&&!d[0].length&&(d[0]=[\"\"],d=l(d));var 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C=Math.max(o(e.header.line.width),o(e.cells.line.width)),L={key:e.uid+t._context.staticPlot,translateX:v.x[0]*t._fullLayout._size.w,translateY:t._fullLayout._size.h*(1-v.y[1]),size:t._fullLayout._size,width:m,maxLineWidth:C,height:y,columnOrder:M,groupHeight:y,rowBlocks:A,headerRowBlocks:k,scrollY:0,cells:i({},e.cells,{values:r}),headerCells:i({},e.header,{values:g}),gdColumns:g.map(function(t){return t[0]}),gdColumnsOriginalOrder:g.map(function(t){return t[0]}),prevPages:[0,0],scrollbarState:{scrollbarScrollInProgress:!1},columns:g.map(function(t,e){var r=T[t];return T[t]=(r||0)+1,{key:t+\"__\"+T[t],label:t,specIndex:e,xIndex:M[e],xScale:u,x:void 0,calcdata:void 0,columnWidth:S[e]}})};return L.columns.forEach(function(t){t.calcdata=L,t.x=u(t)}),L}},{\"../../lib/extend\":691,\"./constants\":1157,\"fast-isnumeric\":222}],1159:[function(t,e,r){\"use strict\";var n=t(\"../../lib/extend\").extendFlat;r.splitToPanels=function(t){var 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n=t(\"./constants\"),i=t(\"d3\"),a=t(\"../../lib/gup\"),o=t(\"../../components/drawing\"),s=t(\"../../lib/svg_text_utils\"),l=t(\"../../lib\").raiseToTop,c=t(\"../../lib\").cancelTransition,u=t(\"./data_preparation_helper\"),h=t(\"./data_split_helpers\"),f=t(\"../../components/color\");function p(t){return Math.ceil(t.calcdata.maxLineWidth/2)}function d(t,e){return\"clip\"+t._fullLayout._uid+\"_scrollAreaBottomClip_\"+e.key}function g(t,e){return\"clip\"+t._fullLayout._uid+\"_columnBoundaryClippath_\"+e.calcdata.key+\"_\"+e.specIndex}function v(t){return[].concat.apply([],t.map(function(t){return t})).map(function(t){return t.__data__})}function m(t,e,r){var o=t.selectAll(\".\"+n.cn.scrollbarKit).data(a.repeat,a.keyFun);o.enter().append(\"g\").classed(n.cn.scrollbarKit,!0).style(\"shape-rendering\",\"geometricPrecision\"),o.each(function(t){var e=t.scrollbarState;e.totalHeight=function(t){var e=t.rowBlocks;return 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n=t(\"../box/attributes\"),i=t(\"../../lib/extend\").extendFlat;e.exports={y:n.y,x:n.x,x0:n.x0,y0:n.y0,name:i({},n.name,{}),orientation:i({},n.orientation,{}),bandwidth:{valType:\"number\",min:0,editType:\"calc\"},scalegroup:{valType:\"string\",dflt:\"\",editType:\"calc\"},scalemode:{valType:\"enumerated\",values:[\"width\",\"count\"],dflt:\"width\",editType:\"calc\"},spanmode:{valType:\"enumerated\",values:[\"soft\",\"hard\",\"manual\"],dflt:\"soft\",editType:\"calc\"},span:{valType:\"info_array\",items:[{valType:\"any\",editType:\"calc\"},{valType:\"any\",editType:\"calc\"}],editType:\"calc\"},line:{color:{valType:\"color\",editType:\"style\"},width:{valType:\"number\",min:0,dflt:2,editType:\"style\"},editType:\"plot\"},fillcolor:n.fillcolor,points:i({},n.boxpoints,{}),jitter:i({},n.jitter,{}),pointpos:i({},n.pointpos,{}),width:i({},n.width,{}),marker:n.marker,text:n.text,hovertext:n.hovertext,hovertemplate:n.hovertemplate,box:{visible:{valType:\"boolean\",dflt:!1,editType:\"plot\"},width:{valType:\"number\",min:0,max:1,dflt:.25,editType:\"plot\"},fillcolor:{valType:\"color\",editType:\"style\"},line:{color:{valType:\"color\",editType:\"style\"},width:{valType:\"number\",min:0,editType:\"style\"},editType:\"style\"},editType:\"plot\"},meanline:{visible:{valType:\"boolean\",dflt:!1,editType:\"plot\"},color:{valType:\"color\",editType:\"style\"},width:{valType:\"number\",min:0,editType:\"style\"},editType:\"plot\"},side:{valType:\"enumerated\",values:[\"both\",\"positive\",\"negative\"],dflt:\"both\",editType:\"calc\"},offsetgroup:n.offsetgroup,alignmentgroup:n.alignmentgroup,selected:n.selected,unselected:n.unselected,hoveron:{valType:\"flaglist\",flags:[\"violins\",\"points\",\"kde\"],dflt:\"violins+points+kde\",extras:[\"all\"],editType:\"style\"}}},{\"../../lib/extend\":691,\"../box/attributes\":862}],1164:[function(t,e,r){\"use 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r=n.select(this),a=t[0],s=a.t,c=a.trace;if(e.isRangePlot||(a.node3=r),!0!==c.visible||s.empty)r.remove();else{var d=s.bPos,g=s.bdPos,v=e[s.valLetter+\"axis\"],m=e[s.posLetter+\"axis\"],y=\"both\"===c.side,x=y||\"positive\"===c.side,b=y||\"negative\"===c.side,_=r.selectAll(\"path.violin\").data(i.identity);_.enter().append(\"path\").style(\"vector-effect\",\"non-scaling-stroke\").attr(\"class\",\"violin\"),_.exit().remove(),_.each(function(t){var e,r,i,a,o,l,h,f,_=n.select(this),w=t.density,k=w.length,A=t.pos+d,T=m.c2p(A);if(c.width)e=s.maxKDE/g;else{var M=u._violinScaleGroupStats[c.scalegroup];e=\"count\"===c.scalemode?M.maxKDE/g*(M.maxCount/t.pts.length):M.maxKDE/g}if(x){for(h=new Array(k),o=0;o<k;o++)(f=h[o]={})[s.posLetter]=A+w[o].v/e,f[s.valLetter]=w[o].t;r=p(h)}if(b){for(h=new Array(k),l=0,o=k-1;l<k;l++,o--)(f=h[l]={})[s.posLetter]=A-w[o].v/e,f[s.valLetter]=w[o].t;i=p(h)}if(y)a=r+\"L\"+i.substr(1)+\"Z\";else{var 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       "                        [{\"facecolor\": [\"rgb(154, 123, 89)\", \"rgb(51, 120, 165)\", \"rgb(218, 126, 41)\", \"rgb(247, 127, 20)\", \"rgb(70, 120, 151)\", \"rgb(218, 126, 41)\", \"rgb(223, 126, 38)\", \"rgb(31, 119, 180)\", \"rgb(85, 121, 140)\", \"rgb(188, 125, 64)\", \"rgb(68, 120, 152)\", \"rgb(92, 121, 135)\", \"rgb(89, 121, 137)\", \"rgb(80, 121, 143)\", \"rgb(97, 121, 131)\", \"rgb(97, 121, 131)\", \"rgb(64, 120, 156)\", \"rgb(113, 122, 119)\", \"rgb(130, 123, 107)\", \"rgb(128, 122, 108)\", \"rgb(68, 120, 153)\", \"rgb(232, 126, 31)\", \"rgb(234, 126, 30)\", \"rgb(219, 126, 41)\", \"rgb(67, 120, 154)\", \"rgb(118, 122, 116)\", \"rgb(115, 122, 118)\", \"rgb(201, 125, 54)\", \"rgb(67, 120, 154)\", \"rgb(68, 120, 153)\", \"rgb(132, 123, 105)\", \"rgb(76, 121, 147)\", \"rgb(74, 121, 148)\", \"rgb(175, 124, 73)\", \"rgb(52, 120, 164)\", \"rgb(71, 120, 150)\", \"rgb(74, 121, 148)\", \"rgb(88, 121, 138)\", \"rgb(79, 121, 145)\", \"rgb(201, 125, 54)\", \"rgb(196, 125, 58)\", 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   "source": [
    "import scipy\n",
    "\n",
    "def f(xyz):\n",
    "    x, y, z = xyz\n",
    "    return x**4 + y**4 + z**4 - (x**2+y**2+z**2)**2\n",
    "\n",
    "# set the bound points, you can change this to be any shape\n",
    "b = [(-1, -1, -1),\n",
    "     (-1,  1, -1),\n",
    "     (-1, -1,  1),\n",
    "     (-1,  1,  1),\n",
    "     ( 1,  1, -1),\n",
    "     ( 1, -1, -1)]\n",
    "\n",
    "# you have to convert the points into a scipy.spatial.ConvexHull\n",
    "hull = scipy.spatial.ConvexHull(b)\n",
    "\n",
    "learner = adaptive.LearnerND(f, hull)\n",
    "adaptive.BlockingRunner(learner, goal=lambda l: l.npoints > 2000)\n",
    "\n",
    "learner.plot_isosurface(-0.5)"
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